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<GAEB xmlns="http://www.gaeb.de/GAEB_DA_XML/DA83/3.2"><GAEBInfo><Version>3.2</Version><VersDate>2013-10</VersDate><Date>2025-10-28</Date><Time>10:02:13</Time><ProgSystem>AVAPLAN</ProgSystem><ProgName>AVAPLAN</ProgName></GAEBInfo><PrjInfo><NamePrj>B481_18.22_ZAS Zentrale Abfallsammelstelle</NamePrj><LblPrj>B481 18.22 Zentrale Abfallsammelstelle (ZAS) Universitätsklinikum Düsseldorf Moorenstraße 5 40225 Dü</LblPrj><Cur>EUR</Cur><CurLbl>EUR</CurLbl></PrjInfo><Award><DP>83</DP><AwardInfo><Cur>EUR</Cur><SubmLoc></SubmLoc></AwardInfo><OWN><Address><Name1>Universitätsklinikum Düsseldorf</Name1><Street>Moorenstraße 5</Street><PCode>40225</PCode><City>Düsseldorf</City></Address></OWN><AddText><OutlineAddText><p style="text-align:left; "><span>PROJEKTBESCHREIBUNG</span></p></OutlineAddText><DetailAddText><p style="text-align:left; "><span style="font-weight:bold; text-decoration:underline; color:black; ">PROJEKTBESCHREIBUNG</span></p><p style="text-align:left; "><span/></p><p style="text-align:left; "><span style="font-weight:bold; text-decoration:underline; color:black; ">Zwecke der Leistung</span></p><p style="text-align:left; "><span style="color:black; ">Das Universitätsklinikum Düsseldorf plant den Bau einer</span><span style="font-weight:bold; color:black; "> zentralen Abfallsammelstelle</span><span style="color:black; ">, in der die bisherigen Abfallsammelstellen zusammengelegt werden.</span></p><p style="text-align:left; "><span/></p><p style="text-align:left; "><span style="font-weight:bold; text-decoration:underline; color:black; ">Bauherr:</span></p><p style="text-align:left; "><span style="color:black; ">Universitätsklinikum Düsseldorf AöR</span></p><p style="text-align:left; "><span style="color:black; ">Dezernat D04 Bau und Technik</span></p><p style="text-align:left; "><span style="color:black; ">Moorenstraße 5</span></p><p style="text-align:left; "><span style="color:black; ">40225 Düsseldorf</span></p><p style="text-align:left; "><span/></p><p style="text-align:left; "><span style="font-weight:bold; text-decoration:underline; color:black; ">Objekt:</span></p><p style="text-align:left; "><span style="color:black; ">Gebäude 18.22, Universitätsklinikum Düsseldorf</span></p><p style="text-align:left; "><span style="color:black; ">Moorenstraße 5</span></p><p style="text-align:left; "><span style="color:black; ">40225 Düsseldorf</span></p><p style="text-align:left; "><span/></p><p style="text-align:left; "><span style="font-weight:bold; text-decoration:underline; ">Ort und Lage der Baustelle</span></p><p style="text-align:left; "><span>Das Universitätsklinikum Düsseldorf befindet sich im Stadtteil Bilk, Moorenstraße 5 in 40225 Düsseldorf. Die Baustelle liegt im westlichen Teil des Klinikgeländes in unmittelbarer Nähe zur Haupteinfahrt. Das Baufeld wird allseitig von Bestandsgebäuden umschlossen. Im Norden befindet sich das denkmalgeschützte Haus Himmelgeist (18.14), im Osten die Abfallsammelstelle (18.22), im Süden der Neubau Klinik West (18.24) und im Westen die Kieferklinik (18.21).</span></p><p style="text-align:left; "><image Encoding="base64" Type="image/jpeg" 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</image></p><p style="text-align:left; "><span/></p><p style="text-align:left; "><span/></p><p style="text-align:left; "><span style="font-weight:bold; text-decoration:underline; ">Objektbeschreibung:</span></p><p style="text-align:left; "><span>Die neue Zentrale Abfallsammelstelle ist ein eingeschossiger Industriebau mit zweigeschossigem Einbau, sie besteht aus einem großen Rangier- und Lagerhof, welcher von einem L-förmigen Baukörper flankiert wird, in dem sich weitere Lagerräume sowie die Erschließung, Personal- und Technikräume sowie eine Umladestelle für das unter dem Klinikgelände verlaufende Automatische Warentransportsystem (AWT). Die Abfallsammelstelle wird von einer das Gebäude umschließenden, gefalteten Lochblechfassade umhüllt. Der Rangier- und Lagerhof wird von einer Photovoltaik-Shedddachkonstruktion überspannt. Die Fassade wird im Sockelbereich begrünt - ebenso wie das Hauptdach.</span></p><p style="text-align:left; "><image Encoding="base64" Type="image/jpeg" 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</image></p><p style="text-align:left; "><span/></p><p style="text-align:left; "><span/></p></DetailAddText></AddText><AddText><OutlineAddText><p style="text-align:left; "><span style="font-family:Arial; font-size:10pt; ">Vorbemerkung, Weitere Verdingungsunterlagen</span></p></OutlineAddText><DetailAddText><p style="text-align:left; "><span style="font-weight:bold; text-decoration:underline; ">Die Anlagen / Vortexte zum LV gelten in folgender Reihenfolge:</span></p><p style="text-align:left; "><span>BVBs / erweiterte BVBs</span></p><p style="text-align:left; "><span>Allgemeine Vorbemerkungen UKD</span></p><p style="text-align:left; "><span>Allgemeine technische Vertragsbedingungen (ATVs)</span></p><p style="text-align:left; "><span>Zusätzliche Technische Vertragsbedingungen (ZTVs)</span></p><p style="text-align:left; "><span/></p><p style="text-align:left; "><span style="font-weight:bold; text-decoration:underline; color:black; ">Vorbemerkung, Weitere Verdingungsunterlagen:</span></p><p style="text-align:left; "><span style="color:black; ">Es wird auf die weiteren Unterlagen verwiesen, welche der Ausschreibung beiliegen.</span></p><p style="text-align:left; "><span style="color:black; ">Als Auszug werden besonders folgende Unterlagen / Anlagen hervorgehoben:</span></p><ul><li><span style="color:black; ">Ausführungsplanung</span></li><li><span style="color:black; ">Terminplan Bauausführung</span></li><li><span style="color:black; ">Dateinamenskonvention</span></li><li><span style="color:black; ">Technische Anschlussbedingungen UKD</span></li></ul><p style="text-align:left; "><span/></p><p style="text-align:left; "><span style="color:black; ">Die Berücksichtigung und Umsetzung sämtlicher abgebildeter Umstände ist in die Einheitspreisen mit einzukalkulieren, sollte keine gesonderte Position aufgeführt sein.</span></p><p style="text-align:left; "><span/></p><p style="text-align:left; "><span style="font-weight:bold; text-decoration:underline; ">Projektplattform</span></p><p style="text-align:left; "><span>Zum Up- und Download von Projektbezogenen Plänen, Unterlagen und Berichten wird AG seitig eine Projektplattform zur Verfügung gestellt, welche verpflichtend zum Austausch von Dateien u. Dokumenten genutzt werden muss.</span></p><p style="text-align:left; "><span/></p><p style="text-align:left; "><span/></p></DetailAddText></AddText><AddText><OutlineAddText><p style="text-align:left; "><span style="font-family:Arial; font-size:10pt; ">Besondere Vorbemerkungen und Obliegenheiten des AN</span></p></OutlineAddText><DetailAddText><p style="text-align:left; "><span style="font-weight:bold; text-decoration:underline; ">Besondere Vorbemerkungen und Obliegenheiten des AN</span></p><p style="text-align:left; "><span/></p><p style="text-align:left; "><span>ergänzend zu den</span></p><p style="text-align:left; "><span>BVBs / erweiterte BVBs,</span></p><p style="text-align:left; "><span>den Allgemeinen Vorbemerkungen UKD,</span></p><p style="text-align:left; "><span>den Allgemeinen technischen Vertragsbedingungen (ATVs) und den Zusätzlichen Technischen Vertragsbedingungen (ZTVs) gelten folgende besondere Vorbemerkungen / Obliegenheiten des AN:</span></p><p style="text-align:left; "><span/></p><p style="text-align:left; "><span style="font-weight:bold; ">Bautagesberichte</span></p><p style="text-align:left; "><span style="font-weight:bold; ">siehe auch &quot;weitere besondere Vertragsbedingungen 10.22&quot;</span></p><p style="text-align:left; "><span style="color:black; ">Der AN hat ein Bautagebuch zu führen. Hierzu sind arbeitstäglich Bautagesberichte anzufertigen und der OÜ bzw. der zuständigen Fachbauleitung arbeitstäglich zu übergeben.</span></p><p style="text-align:left; "><span/></p><p style="text-align:left; "><span style="color:black; ">Die Bautagesberichte gelten nicht als Nachweis für Stundenlohnarbeiten.</span></p><p style="text-align:left; "><span/></p><p style="text-align:left; "><span style="color:black; ">Die in den Bautagesberichten enthaltenen Angaben sind rein informativ und für den AG nicht verbindlich. Mit der Übergabe ist keine Anerkennung dessen Inhalts durch den AG verbunden.</span></p><p style="text-align:left; "><span/></p><p style="text-align:left; "><span style="color:black; ">Sie müssen alle Angaben enthalten, die für die Ausführung des Auftrages von Bedeutung sein können.</span></p><p style="text-align:left; "><span style="color:black; ">Im Einzelnen müssen mindestens folgende Angaben enthalten sein:</span></p><p style="text-align:left; "><span style="color:black; ">-    Name des verantwortlichen Bauleiters</span></p><p style="text-align:left; "><span style="color:black; ">-    Uhrzeiten über Beginn und Ende der</span></p><p style="text-align:left; "><span style="color:black; ">     Arbeitsschichten;</span></p><p style="text-align:left; "><span style="color:black; ">-    Leistung des Auftragnehmers</span></p><p style="text-align:left; "><span style="color:black; ">-    die Zahl und Namen der vom AN beschäftigten</span></p><p style="text-align:left; "><span style="color:black; ">     Mitarbeiter    und Nachunternehmer,</span></p><p style="text-align:left; "><span style="color:black; ">     aufgeschlüsselt nach Funktionen/</span></p><p style="text-align:left; "><span style="color:black; ">-    Beginn/Ende der tägl. Arbeitszeit</span></p><p style="text-align:left; "><span style="color:black; ">-    Anlieferung von Baustoffen</span></p><p style="text-align:left; "><span style="color:black; ">-    Zugang, Einsatz und Abgang, Dauer des Einsatzes</span></p><p style="text-align:left; "><span style="color:black; ">     sowie Ursache eines etwaigen Ausfalls von </span></p><p style="text-align:left; "><span style="color:black; ">     Großgeräten</span></p><p style="text-align:left; "><span style="color:black; ">-    Beginn und Beendigung der einzelnen Bauarbeiten</span></p><p style="text-align:left; "><span style="color:black; ">     und der Bauabschnitte</span></p><p style="text-align:left; "><span style="color:black; ">-    Unterbrechung und Verzögerung der Arbeiten und</span></p><p style="text-align:left; "><span style="color:black; ">     ihre Auswirkungen (Behinderungen)</span></p><p style="text-align:left; "><span style="color:black; ">-    außergewöhnliche Ereignisse (Unfälle, etc.)</span></p><p style="text-align:left; "><span style="color:black; ">-    Wetterangaben, inkl. Temperaturen im Tag von bis</span></p><p style="text-align:left; "><span style="color:black; ">     im Tagesverlauf und etwaigen Nachtfrost</span></p><p style="text-align:left; "><span/></p><p style="text-align:left; "><span style="font-weight:bold; color:black; ">SiGeKo </span></p><p style="text-align:left; "><span style="font-weight:bold; color:black; ">siehe auch &quot;Allgemeine Technische Vertragsbedingungen 1.20&quot;</span></p><p style="text-align:left; "><span style="color:black; ">Vom Bauherrn ist ein Sicherheits- und Gesundheitsschutzkoordinator (SiGeKo) gemäß § 4 Baustellenverordnung für das Bauvorhaben eingesetzt. Jeder Auftragnehmer ist dafür verantwortlich, dass seine auf der Baustelle tätigen Bauleiter bzw. Aufsichtführenden, einschließlich seiner Subunternehmer, Kenntnis über den SIGEPLAN, die Baustellenordnung sowie die einschlägigen Arbeitsschutz- und Unfallverhütungsvorschriften haben.</span></p><p style="text-align:left; "><span/></p><p style="text-align:left; "><span style="color:black; ">Der Auftragnehmer verpflichtet sich, für die von ihm durchzuführenden Arbeiten Gefährdungs- und Belastungsanalysen dem SiGeKo zur Prüfung vorzulegen. Greifen Arbeitsvorgänge verschiedener Auftragnehmer ineinander, sind die vorgefundenen Gegebenheiten zu prüfen. Dies gilt insbesondere für Baugruben und Gräben, hochgelegene Arbeitsplätze sowie alle Verkehrswege, Gerüste, für die Stromversorgung und die Allgemeinbeleuchtung der Baustelle. </span></p><p style="text-align:left; "><span/></p><p style="text-align:left; "><span style="color:black; ">Stellt der Auftragnehmer Mängel fest,sind diese unverzüglich dem SiGeKo zu melden und es ist auf deren Abstellung hinzuwirken. Nimmt ein Auftragnehmer trotz erkennbarer Mängel seine Arbeit auf, ist er zur Mängelbeseitigung verpflichtet.</span></p><p style="text-align:left; "><span/></p><p style="text-align:left; "><span style="color:black; ">Die einschlägigen Arbeitsschutz- und Unfallverhütungsvorschriften sind auf der Baustelle vorzuhalten. Der Auftragnehmer hat der Baustellenleitung und dem SiGeKo Name und Anschrift seiner Montageleiter bzw. Aufsichtführenden,Sicherheitsfachkräfte und auf der Baustelle eingesetzten Ersthelfer mitzuteilen.</span></p><p style="text-align:left; "><span/></p><p style="text-align:left; "><span style="color:black; ">Die Arbeitgeber haben bei der Ausführung der Arbeiten die erforderlichen Maßnahmendes Arbeitsschutzes, insbesondere in Bezug auf die</span></p><p style="text-align:left; "><span style="color:black; ">- Instandhaltung der Arbeitsmittel,</span></p><p style="text-align:left; "><span style="color:black; ">- Vorkehrungen zur Lagerung und Entsorgung der</span></p><p style="text-align:left; "><span style="color:black; ">  Arbeitsstoffe und Abfälle,insbesondere der</span></p><p style="text-align:left; "><span style="color:black; ">  Gefahrstoffe,</span></p><p style="text-align:left; "><span style="color:black; ">- Anpassung der Ausführungszeiten für die Arbeiten</span></p><p style="text-align:left; "><span style="color:black; ">  unter Berücksichtigung der Gegebenheiten auf der</span></p><p style="text-align:left; "><span style="color:black; ">  Baustelle,</span></p><p style="text-align:left; "><span style="color:black; ">- Zusammenarbeit zwischen Arbeitgebern und Unternehmern</span></p><p style="text-align:left; "><span style="color:black; ">  ohne Beschäftigte,</span></p><p style="text-align:left; "><span style="color:black; ">- Wechselwirkungen zwischen den Arbeiten auf der</span></p><p style="text-align:left; "><span style="color:black; ">  Baustelle und anderenbetrieblichen Tätigkeiten auf</span></p><p style="text-align:left; "><span style="color:black; ">  dem Gelände, auf dem oder in dessen Nähe</span></p><p style="text-align:left; "><span style="color:black; ">  die erstgenannten Arbeiten ausgeführt werden, zu    </span></p><p style="text-align:left; "><span style="color:black; ">  treffen sowie die Hinweise des SiGeKo´ s und den</span></p><p style="text-align:left; "><span style="color:black; ">  Sicherheits- und Gesundheitsschutzplan zu</span></p><p style="text-align:left; "><span style="color:black; ">  berücksichtigen.</span></p><p style="text-align:left; "><span/></p><p style="text-align:left; "><span style="color:black; ">Die Arbeitgeber haben die Beschäftigten in verständlicher Form und Sprache über die sie betreffenden Schutzmaßnahmen zu informieren. </span></p><p style="text-align:left; "><span/></p><p style="text-align:left; "><span style="color:black; ">Die Verantwortlichkeit der Arbeitgeber für die Erfüllung ihrer Arbeitsschutzpflichten wird durch die Maßnahmen nach den §§ 2 und 3 der Baustellenverordnung nichtberührt.</span></p><p style="text-align:left; "><span/></p><p style="text-align:left; "><span style="font-weight:bold; ">Nachweise</span></p><p style="text-align:left; "><span style="font-weight:bold; ">siehe auch erweiterte BVBs 10.14, 10.15</span></p><p style="text-align:left; "><span>Der AG kann jederzeit Nachweise darüber verlangen, dass die zur Anwendung vorgesehenen Baustoffe und die angewandten Verfahren den Normen und/oder den geforderten Qualitäten -insbesondere den bauökologischen Materialanforderungen entsprechen.</span></p><p style="text-align:left; "><span/></p><p style="text-align:left; "><span>Die Nachweise sind zu erbringen durch:</span></p><p style="text-align:left; "><span>- Prüfzeugnisse amtl. oder anerkannter Prüfinstitute</span></p><p style="text-align:left; "><span>- bauaufsichtliche Zulassungen</span></p><p style="text-align:left; "><span>- Gutachterliche Stellungnahmen anerkannter</span></p><p style="text-align:left; "><span>- Güteprüfstellen</span></p><p style="text-align:left; "><span>- Rechnerische oder vergleichbare Nachweise</span></p><p style="text-align:left; "><span>- Grenz-, Ausfallmuster, Werkanalysen</span></p><p style="text-align:left; "><span>- Güteüberwachung nach Bestimmungen o. Zulassungen</span></p><p style="text-align:left; "><span/></p><p style="text-align:left; "><span>Die Vorlage im Laufe der Ausführung entbindet den AN nicht von der Pflicht, die kompletten Unterlagen im Zuge der Dokumentation nach UKD Standard zusammenzustellen und vorzulegen.</span></p><p style="text-align:left; "><span/></p><p style="text-align:left; "><span/></p></DetailAddText></AddText><AddText><OutlineAddText><p style="text-align:left; "><span>Wasserschutzgebiet Flehe; Wasserschutzzone lllA</span></p></OutlineAddText><DetailAddText><p style="text-align:left; "><span style="font-weight:bold; text-decoration:underline; ">Wasserschutzgebiet Flehe; Wasserschutzzone lllA</span></p><p style="text-align:left; "><span/></p><p style="text-align:left; "><span style="font-weight:bold; ">Das Baufeld befindet sich im Wasserschutzgebiet Flehe, Wasserschutzzine lllA und unterliegt dem Wasserhaushaltsgesetz (WHG) und der Wasserschutzgebietsverordnung Flehe.</span></p><p style="text-align:left; "><span>Während der gesamten Bauzeit, aber auch danach, ist zu gewährleisten, dass eine </span><span style="text-decoration:underline; ">Grundwasserbeeinträchtigung</span><span> ausgeschlossen wird. Alle im Baubereich einzusetzenden kraftstoffbetriebenen Geräte sind vor erstmaligem Gebrauch und während des Betriebes in regelmäßigen Abständen (mindestens wöchentlich) auf Dichtigkeit hinsichtlich Öl- und Treibstoffverlust zu prüfen.</span><br/><span>Die Wartung und Reinigung hat außerhalb des Baugeländes zu erfolgen. Im Falle eines Defektes, durch den wassergefährdende Stoffe austreten können, ist dieser unverzüglich zu beheben.</span><br/><span>Die Aufstellung von Bauwagen, Maschinen oder Geräten sowie das Lagern von grundwassergefährdenden Stoffen, Baustoffen, Bauhilfsstoffen und Betriebsmitteln (z.B. Schmier-, Treibstoff- und Heizmittel) und das Mischen von Baustoffen ist nur auf besonders gesicherten Plätzen vorzunehmen, um zu gewährleisten, dass keine Verunreinigung des Untergrundes eintreten kann.</span><br/><span>Die Lagerung wassergefährdender Stoffe (Betriebsstoffe und evtl. Baumaterialien) ist mit der Unteren Umweltschutzbehörde vorher abzustimmen. Während der Bauzeit sind auf der Baustelle wirksame Ölbindemittel in einer Menge vorzuhalten, die ausreicht, 300 l Mineralöle oder deren Produkte sicher zu binden.</span></p><p style="text-align:left; "><span>(§ 5 Abs. 1 Wasserhaushaltsgesetz - WHG)</span></p><p style="text-align:left; "><span/></p></DetailAddText></AddText><AddText><OutlineAddText><p style="text-align:left; "><span style="font-family:Arial; font-size:10pt; ">ZTV FASSADENARBEITEN</span></p></OutlineAddText><DetailAddText><p style="text-align:left; "><span style="font-size:12pt; font-weight:bold; color:black; ">Zusätzliche Technische Vertragsbedingungen</span></p><p style="text-align:left; "><span/></p><p style="text-align:left; "><span style="font-size:10.5pt; font-weight:bold; color:black; ">ZTV</span><span style="font-size:12pt; font-weight:bold; color:black; "> FASSADENARBEITEN</span></p><p style="text-align:left; "><span/></p><p style="text-align:left; "><span style="font-weight:bold; color:black; ">1.0  Allgemeine Hinweise:</span></p><p style="text-align:left; "><span style="color:black; ">Für die Ausführung der Fassaden, Metallbau-, Beschlags-, Verglasungs-, und Beschichtungsarbeiten sind die VOB C und die zum Zeitpunkt der Ausschreibung gültigen DIN Normen, Vorschriften und Richtlinien, sowie die „anerkannten Regeln der Technik“ für die Ausführung zugrunde gelegt.</span></p><p style="text-align:left; "><span style="color:black; ">Insbesondere:</span></p><p style="text-align:left; "><span/></p><p style="text-align:left; "><span style="color:black; ">DIN 18335 Stahlbauarbeiten</span></p><p style="text-align:left; "><span style="color:black; ">DIN 18360 Metallbauarbeiten</span></p><p style="text-align:left; "><span style="color:black; ">DIN 18364 Korrosionsschutzarbeiten an Stahl- und Aluminiumbauten</span></p><p style="text-align:left; "><span style="color:black; ">DIN 1055 Lastannahmen im Hochbau</span></p><p style="text-align:left; "><span style="color:black; ">DIN 4102 Brandverhalten von Baustoffen und Bauteilen</span></p><p style="text-align:left; "><span style="color:black; ">DIN 4109 Schallschutz im Hochbau</span></p><p style="text-align:left; "><span style="color:black; ">DIN 18201 Maßtoleranzen im Hochbau - Begriffe</span></p><p style="text-align:left; "><span style="color:black; ">DIN 18202 Maßtoleranzen im Hochbau - zulässige Abmaße von Wänden und Bauteilen</span></p><p style="text-align:left; "><span style="color:black; ">DIN 18203 Maßtoleranzen im Hochbau - zulässige Abmaße von Bauteilen und Fertigteilen</span></p><p style="text-align:left; "><span style="color:black; ">DIN 18516 Außenwandbekleidungen</span></p><p style="text-align:left; "><span style="color:black; ">DIN EN ISO 1461 Durch Feuerverzinken auf Stahl aufgebrachte Zinküberzüge</span></p><p style="text-align:left; "><span style="color:black; ">DIN EN ISO 14713 Zinküberzüge</span></p><p style="text-align:left; "><span/></p><p style="text-align:left; "><span style="color:black; ">Werden weitere DIN-Vorschriften berührt, gelten diese sinngemäß.</span></p><p style="text-align:left; "><span/></p><p style="text-align:left; "><span style="color:black; ">Weiterhin gelten:</span></p><p style="text-align:left; "><span style="color:black; ">- Die Unfallverhütungsvorschriften und Anordnungen der Berufsgenossenschaften sowie alle weiteren objektspezifischen Anforderungen.</span></p><p style="text-align:left; "><span style="color:black; ">- Güte- und Prüfvorschriften der Gütegemeinschaften.</span></p><p style="text-align:left; "><span/></p><p style="text-align:left; "><span/></p><p style="text-align:left; "><span style="font-weight:bold; color:black; ">2.0 Werkstatt- und Montagepläne</span></p><p style="text-align:left; "><span/></p><p style="text-align:left; "><span style="color:black; ">Dieser Leistungsbeschreibung sind neben Übersichts- Ansichts-, Schnitt- und Grundrissplänen, Leitdetails beigefügt, welche die formalen Vorstellungen der Architekten, sowie das geforderte Konstruktionsprinzip erläutern und die baulichen Verhältnisse darstellen.</span></p><p style="text-align:left; "><span style="color:black; ">Die dargestellten Details-Profilgebungen und Querschnitte verstehen sich als Mindest-Vorgaben, welche vom Bieter eigenverantwortlich hinsichtlich statischer, konstruktiver und bauphysikalischer Erfordernis, objektbezogen zu prüfen, anzubieten und im Auftragsfall in Abstimmung und Koordination mit den zu treffenden Baubeteiligten, auszuführen sind. Auf Basis der vorgegebenen Leitdetails hat der AN eine komplette Fassadenplanung in Werkzeichnungen und Montageplänen zu erstellen.</span></p><p style="text-align:left; "><span/></p><p style="text-align:left; "><span style="color:black; ">Nach Auftragserteilung sind von AN für die Haupt-Positionen innerhalb 15 Werktagen, komplette Werkzeichnungen und Montagepläne anzufertigen und in 2-facher Ausfertigung dem Auftraggeber und Architekten zur Prüfung und Genehmigung einzureichen. Alle Eintragungen im Freigabeexemplar sind innerhalb 5 Werktagen einzuarbeiten und erneut vorzulegen.</span></p><p style="text-align:left; "><span style="color:black; ">Es sind sämtliche Werk - und Montagepläne komplett vorzulegen.</span></p><p style="text-align:left; "><span style="color:black; ">Mit der Fertigung kann erst nach Freigabe der Ausführungszeichnungen durch den Architekten begonnen werden. Die dem Leistungsverzeichnis beigefügten Planunterlagen sind Ausschreibungsgrundlagen und werden Vertragsbestandteil.</span></p><p style="text-align:left; "><span/></p><p style="text-align:left; "><span/></p><p style="text-align:left; "><span style="font-weight:bold; color:black; ">3.0 Technische Nachweise</span></p><p style="text-align:left; "><span/></p><p style="text-align:left; "><span style="color:black; ">Die im Leistungsverzeichnis und in den Planungsunterlagen geforderten Fabrikate, Konstruktionen und Qualitäten sind Mindestanforderungen.</span></p><p style="text-align:left; "><span style="color:black; ">Weicht der Bieter hiervon ab, hat er den Nachweis der Gleichwertigkeit z.B. durch vergleichbare statische Werte, Konstruktionszeichnungen, Prüfzeugnisse, System nachweise und Muster zu erbringen.</span></p><p style="text-align:left; "><span/></p><p style="text-align:left; "><span style="color:black; ">Die Erfüllung der Schallschutzanforderungen und statischer Anforderungen ist durch den Auftragnehmer für die von ihm gewählte Konstruktion nachzuweisen und zur Prüfung beim Auftraggeber einzureichen.</span><span style="font-family:Arial-BoldMT; color:black; "> Sämtliche</span><span style="color:black; "> Fenster- und Fassadenprofile müssen statisch nachgewiesen werden.</span></p><p style="text-align:left; "><span/></p><p style="text-align:left; "><span style="color:black; ">Statische Nachweise sind durch den Auftragnehmer eigenverantwortlich beim Prüfstatiker einzureichen.</span></p><p style="text-align:left; "><span/></p><p style="text-align:left; "><span style="color:black; ">Evtl. notwendige Zulassungen im Einzelfall sind einschl. der anfallenden Kosten und Gebühren Leistung des AN und in den Einheitspreisen zu kalkulieren. </span></p><p style="text-align:left; "><span/></p><p style="text-align:left; "><span/></p><p style="text-align:left; "><span style="font-weight:bold; color:black; ">4.0 Maßaufnahme - Kontrolle</span></p><p style="text-align:left; "><span/></p><p style="text-align:left; "><span style="color:black; ">Die Einbaumasse der Fassade sind eigenverantwortlich vom AN am Rohbau je Geschoß und Fassadenseite, unter Berücksichtigung der üblichen Rohbau- u. Fertigungstoleranzen je Geschoß und Fassadenseite, zu ermitteln und aufzumessen.</span></p><p style="text-align:left; "><span/></p><p style="text-align:left; "><span/></p><p style="text-align:left; "><span style="font-weight:bold; color:black; ">5.0 Leistungsumfang</span></p><p style="text-align:left; "><span/></p><p style="text-align:left; "><span style="color:black; ">Die Leistungspositionen beinhalten Planung, Fertigung, Lieferung, sowie die komplette Montage einer funktions- und gebrauchsfertigen Gesamtleistung.</span></p><p style="text-align:left; "><span/></p><p style="text-align:left; "><span/></p><p style="text-align:left; "><span style="font-family:Arial-BoldMT; font-weight:bold; color:black; ">6.0 Anforderungen an die Konstruktion:</span></p><p style="text-align:left; "><span/></p><p style="text-align:left; "><span style="font-weight:bold; color:black; ">6.1 Statische Anforderungen:</span></p><p style="text-align:left; "><span/></p><p style="text-align:left; "><span style="color:black; ">Die Fassadenkonstruktion, einschließlich der Verbindungselemente, muss alle planmäßig auf sie wirkenden Kräfte aufnehmen und an die Tragwerke des Baukörpers abgeben können. Zudem ist durch eine dreidimensionale Befestigungs- sowie Schiebegelenk- Ausbildung in den vertikal- und horizontalen Elementstößen eine zwängungsfreie Gesamtkonstruktion sicherzustellen.</span></p><p style="text-align:left; "><span/></p><p style="text-align:left; "><span style="color:black; ">Die Beanspruchungen sind anzunehmen nach</span></p><p style="text-align:left; "><span style="color:black; ">DIN 1055 Teil 4 für Windlasten</span></p><p style="text-align:left; "><span style="color:black; ">DIN 1055 Teil 3 für Horizontalkräfte (Seitenkräfte) an Verglasungen und Riegel in Brüstungshöhe.</span></p><p style="text-align:left; "><span style="color:black; ">Zusätzliche Belastungen, z. B. aus Vorsatzkonstruktionen, Sonnenschutzanlagen, anzusetzenden Horizontal-Holmbelastungen bzw. dynamische Stoßlasten aus der Absturzsicherungs-Funktion bei Verglasungen entsprechend TRAV- Technische Richtlinie für absturzsichernde Verglasung, Ausfachungselemente etc. sind zu berücksichtigen.</span></p><p style="text-align:left; "><span/></p><p style="text-align:left; "><span style="color:black; ">Für die statische Dimensionierung und Sicherheit ist der AN eigenverantwortlich und hat hierfür dem AG eine prüffähige Statik vorzulegen und beim Prüfstatiker einzureichen. Die Kosten hierfür sind in die Positionen einzukalkulieren.</span></p><p style="text-align:left; "><span/></p><p style="text-align:left; "><span style="font-weight:bold; color:black; ">6.2 Schallschutz:</span></p><p style="text-align:left; "><span/></p><p style="text-align:left; "><span style="color:black; ">Für den Schallschutz gilt DIN 4109 “Schallschutz im Hochbau”, die ergänzenden Bestimmungen zu DIN 4109 </span></p><p style="text-align:left; "><span/></p><p style="text-align:left; "><span style="color:black; ">Die Einhaltung der Anforderungen der durch den Auftragnehmer gewählten Konstruktionen und Produkte ist durch den AN anhand von Prüfzeugnissen zusammen mit der Werkstatt- und Montageplanung nachzuweisen. </span></p><p style="text-align:left; "><span/></p><p style="text-align:left; "><span style="color:black; ">Der Auftraggeber wird an den eingebauten Elementen Kontrollmessungen zur Einhaltung der Schallanforderungen im eingebauten Zustand vornehmen. </span></p><p style="text-align:left; "><span/></p><p style="text-align:left; "><span style="color:black; ">Knack- und Dehn-Schiebegeräusche:</span></p><p style="text-align:left; "><span style="color:black; ">Nebengeräusche im Fassadenbereich aus thermischer Wechselbeanspruchung sind qualitativ und konstruktiv auszuschließen.</span></p><p style="text-align:left; "><span/></p><p style="text-align:left; "><span style="font-weight:bold; color:black; ">6.3 Brandschutz:</span></p><p style="text-align:left; "><span/></p><p style="text-align:left; "><span style="color:black; ">Soweit in den Konstruktionsbeschreibungen nichts Abweichendes vorgegeben ist, sind alle zur Verwendung kommenden Bau- und Dämmstoffe entsprechend DIN 4102- nicht brennbar auszuführen.</span></p><p style="text-align:left; "><span/></p><p style="text-align:left; "><span/></p><p style="text-align:left; "><span style="font-family:Arial-BoldMT; font-weight:bold; color:black; ">7.0 Werkstoffe:</span></p><p style="text-align:left; "><span/></p><p style="text-align:left; "><span style="font-weight:bold; color:black; ">7.1 Aluminium:</span></p><p style="text-align:left; "><span style="color:black; ">Aluminium gem. DIN 17611, DIN EN 573-3 und DIN EN 1706 </span></p><p style="text-align:left; "><span/></p><p style="text-align:left; "><span style="color:black; ">Aluminiumbleche:</span></p><p style="text-align:left; "><span style="font-size:9.5pt; color:black; ">Die Blechdicke ist nach statischen Anforderungen zu dimensionieren.</span><span style="color:black; "> Mindeststärke 3 mm</span></p><p style="text-align:left; "><span/></p><p style="text-align:left; "><span style="font-size:9.5pt; color:black; ">Für Aluminiumbleche ist die Legierung AlMg1, EN AW 5005 nach DIN EN 573 und DIN EN 485 in Eloxalqualität zu verwenden.  Bei Fassadenblechen ist auf eine einheitliche Walzrichtung im eingebauten Zustand zu achten.</span></p><p style="text-align:left; "><span/></p><p style="text-align:left; "><span style="font-weight:bold; color:black; ">7.2 Stahlteile:</span></p><p style="text-align:left; "><span/></p><p style="text-align:left; "><span style="color:black; ">Stahlbleche nach, grundsätzlich sendzimir-bandverzinkt, Stahl-Profile- allgemeine Baustähle  ST37-2 bzw. S 235, Stahl-Hohlprofile-  ST 37-2 + ST 52-3, feuerverzinkt. Sichtbereiche angepasst an Fassadenoberflächenbehandlung.</span></p><p style="text-align:left; "><span/></p><p style="text-align:left; "><span style="color:black; ">Feuerverzinkung: Schichtdicke max. 70 my, frei von Tropfenbildung nach DIN ISO 1461 und 14713, geeignet für nachfolgende Farbbeschichtung.</span></p><p style="text-align:left; "><span/></p><p style="text-align:left; "><span style="color:black; ">Sämtliche Konstruktionsteile für Unterkonstruktionen, Verstärkungen etc. (U-Winkel, T- oder Rohrprofile, Bolzen und dergleichen), die nicht als Aluminium-Legierungen bestehen, sind aus vorgenanntem Stahl herzustellen.</span></p><p style="text-align:left; "><span style="color:black; ">Weitergehende Anforderungen - z. B. nichtrostender Stahl - sind in der Konstruktionsbeschreibung bzw. im Leistungsverzeichnis vermerkt.</span></p><p style="text-align:left; "><span/></p><p style="text-align:left; "><span style="color:black; ">Sichtbare Schweißnähte sind zu verschleifen. Unterschliffe sind zu verspachteln, Kanten sind scharfkantig mit 2mm Fase auszuführen. Schraubverbindungen weitgehend unsichtbar, im sichtbaren Bereich keine sichtbaren Gewinde.</span></p><p style="text-align:left; "><span/></p><p style="text-align:left; "><span style="color:black; ">Mit Abgabe des Angebotes bestätigt die anbietende Firma ausdrücklich, dass sie alle notwendigen Auflagen dieser Vorschriften genügt und dass sie ihre Eignung zur Durchführung von geschweißten Stahlbauten nachgewiesen hat.</span></p><p style="text-align:left; "><span/></p><p style="text-align:left; "><span style="color:black; ">Vor Beginn der Stahlbauarbeiten ist durch den bauseitigen Fachbauleiter der &quot;Große Eignungsnachweis&quot; für die Durchführung von Schweißarbeiten durch Vorlage entsprechender Zeugnisse nachzuweisen.</span></p><p style="text-align:left; "><span/></p><p style="text-align:left; font-family:Arial; font-size:12pt; "><span style="font-size:10pt; ">Materialprüfung/Nachweise: </span></p><p style="text-align:left; font-family:Arial; font-size:12pt; "><span style="font-size:10pt; ">Protokolle von Sichtprüfungen aller Schweißverbindungen sind durch den AN durchzuführen. Es ist Sache des AN geeignete Maßnahmen für das Schweißen (Nahtform, Schweißfolge, Nahtvorbereitung, Wärmebehandlung, Montagemaßnahme, Nahtprüfung etc.) vorzusehen und einzukalkulieren. Die Rissfreiheit der Nähte ist mit geeigneten Verfahren nachzuweisen. </span></p><p style="text-align:left; font-family:Arial; font-size:12pt; "><span style="font-size:10pt; ">Prüfung mittels Durchschallen oder Durchstrahlen. Die Prüfstellen werden vom Prüfstatiker bzw. vom AG ausgewählt und angegeben. Der Umfang kann erweitert werden, falls Mängel in erhöhter Zahl festgestellt werden. Ort der Überprüfung von Schweißnähten nach jeweiliger Wahl des AG, z.B. im Werk vor Auslieferung. </span></p><p style="text-align:left; "><span/></p><p style="text-align:left; "><span style="font-weight:bold; color:black; ">7.3 Verbindungselemente:</span></p><p style="text-align:left; "><span/></p><p style="text-align:left; "><span style="color:black; ">sind grundsätzlich weitestgehend verdeckt anzuordnen!</span></p><p style="text-align:left; "><span/></p><p style="text-align:left; "><span style="color:black; ">Verbindungselemente, wie Schrauben, Bolzen u. ä. müssen durch Feuerverzinkung besonders korrosionsgeschützt sein oder aus nicht rostendem Material bestehen. Bei Feuchtigkeitsbelastung und in Verbindung mit Aluminium müssen sie aus Chromnickelstahl nach Werkstoff 1.4751 bzw. 1.4401 bestehen.</span></p><p style="text-align:left; "><span/></p><p style="text-align:left; "><span style="color:black; ">Zusammenbau unterschiedlicher Materialien:</span></p><p style="text-align:left; "><span style="color:black; ">Grundsätzlich ist Kontakt- bzw. Spaltfugenkorrosion bedingt durch verschiedene elektrochemische Potentiale durch geeignete Maßnahmen wie Trennlagen, Trennscheibenfolien oder Beschichtung etc. dauerhaft zu vermeiden.</span></p><p style="text-align:left; "><span/></p><p style="text-align:left; "><span style="color:black; ">Schraubverbindungen weitgehend unsichtbar, im sichtbaren Bereich keine sichtbaren Gewinde.</span></p><p style="text-align:left; "><span/></p><p style="text-align:left; "><span style="font-weight:bold; color:black; ">7.4 Dichtungsprofile (APTK  Profile):</span></p><p style="text-align:left; "><span/></p><p style="text-align:left; "><span style="color:black; ">Dichtungsprofile müssen nichthärtend sein und ihre elastischen Eigenschaften (insbesondere Rückstellkräfte) im Temperaturbereich -20 / 80 ° C beibehalten. Die Shorehärte ist im Bereich 45-65 sicherzustellen.</span></p><p style="text-align:left; "><span style="color:black; ">Die Dichtungsprofile müssen, soweit sie atmosphärischen Einflüssen ausgesetzt sind, ausreichend beständig sein.</span></p><p style="text-align:left; "><span style="color:black; ">Es sind grundsätzlich Dichtungsprofile aus APTK bzw. Chloroprene- Kautschuk nach DIN 7863 ein zusetzen. Für andere Werkstoffe ist die Eignung nachzuweisen !</span></p><p style="text-align:left; "><span/></p><p style="text-align:left; "><span/></p><p style="text-align:left; "><span style="font-weight:bold; color:black; ">8.0 Oberflächen:</span></p><p style="text-align:left; "><span/></p><p style="text-align:left; "><span style="font-weight:bold; color:black; ">8.1 Fassadenbleche Beschichtung</span></p><p style="text-align:left; "><span/></p><p style="text-align:left; "><span style="color:black; ">Bleche aus Aluminium müssen der DIN EN 485, Eloxalqualität entsprechen. Aluminiumbleche sind in Eloxalqualität in der Legierung AlMg1 oder Al 99,5 zu verwenden.</span></p><p style="text-align:left; "><span style="color:black; ">Die anodische Oxidation der Aluminiumprofile bzw. -bleche ist gemäß DIN 17611 durchzuführen. Auf eine gute Nachverdichtung wird besonders hingewiesen. Die Mindestschichtdicke muss mindestens 20 µm betragen</span></p><p style="text-align:left; "><span/></p><p style="text-align:left; "><span style="color:black; ">Sofern in den Einzeltiteln/-positionen nicht abweichend beschrieben, ist wie folgt anzubieten:</span></p><p style="text-align:left; "><span style="color:black; ">Farbton Fassadenprofiel: E6-C32 Hellbronze oder nach Wahl des AG.</span></p><p style="text-align:left; "><span/></p><p style="text-align:left; "><span style="font-weight:bold; color:black; ">8.2 Stahlbauteile:</span></p><p style="text-align:left; "><span/></p><p style="text-align:left; "><span style="color:black; ">Beschichtung der sichtbaren Stahlkonstruktion:</span></p><p style="text-align:left; "><span style="color:black; ">Die Oberfläche der sichtbaren Stahlkonstruktion ist feuerverzinkt ggf. zusätzlich nach Wahl des AG farbbeschichtet in Anlehnung an die Oberfläche der Alukonstruktion.</span></p><p style="text-align:left; "><span/></p><p style="text-align:left; "><span style="font-weight:bold; color:black; ">8.3 Fassadenprofile:</span></p><p style="text-align:left; "><span/></p><p style="text-align:left; "><span style="color:black; ">Die Beschichtung der Aluminium-Profile muss mit gütegesicherten Pulver- oder Nasslacken auf Polyester- oder Polyurethanbasis in einer Schichtdicke von mindestens 50 </span><span style="font-family:Arial Greek; color:black; ">μm erfolgen.</span></p><p style="text-align:left; "><span style="color:black; ">Der ausführende Beschichtungsbetrieb muss Inhaber des Gütezeichens der GSB International (&quot;Gütegemeinschaft für die Stückbeschichtung von Bauteilen&quot;, Franziskanergasse 6, D-73525 Schwäbisch Gmünd) sein. </span></p><p style="text-align:left; "><span style="color:black; ">Sofern in den Einzeltiteln/-positionen nicht abweichend beschrieben, ist wie folgt anzubieten:</span></p><p style="text-align:left; "><span style="color:black; ">Farbton Fassadenprofile E6-C32 Hellbronze nach Wahl des AG.</span></p><p style="text-align:left; "><span/></p><p style="text-align:left; "><span style="font-weight:bold; color:black; ">8.4 Schutzlacke:</span></p><p style="text-align:left; "><span/></p><p style="text-align:left; "><span style="color:black; ">Schutzfolien, Klebefolien und Klebebänder für den vorübergehenden Oberflächenschutz müssen mit den an grenzenden Stoffen verträglich sein.</span></p><p style="text-align:left; "><span style="color:black; ">Schutzfolien, Klebefolien und Klebebänder, müssen einschließlich der Rückstände nach Abschluss der Arbeiten, von der ausführenden Firma, vor der Abnahme entfernt werden.</span></p><p style="text-align:left; "><span/></p></DetailAddText></AddText><BoQ ID="APUROJWKOPWALUKS"><BoQInfo><Name>LV_38_Fassade</Name><LblBoQ>LV_38_Fassade</LblBoQ><OutlCompl>AllTxt</OutlCompl><BoQBkdn><Type>BoQLevel</Type><LblBoQBkdn>Abschnitt</LblBoQBkdn><Length>2</Length><Num>Yes</Num></BoQBkdn><BoQBkdn><Type>BoQLevel</Type><LblBoQBkdn>Titel</LblBoQBkdn><Length>2</Length><Num>Yes</Num></BoQBkdn><BoQBkdn><Type>Item</Type><LblBoQBkdn></LblBoQBkdn><Length>4</Length><Num>Yes</Num></BoQBkdn><BoQBkdn><Type>Index</Type><LblBoQBkdn>Index</LblBoQBkdn><Length>1</Length><Num>No</Num></BoQBkdn><NoUPComps>4</NoUPComps><LblUPComp1 Type="Wages">Löhne</LblUPComp1><LblUPComp2 Type="Materials">Stoffe</LblUPComp2><LblUPComp3 Type="Plant">Geräte</LblUPComp3><LblUPComp4 Type="Miscellaneous">Sonstige</LblUPComp4><Ctlg><CtlgID>idDIN276_2008</CtlgID><CtlgType>cost group DIN 276-1 2008-12</CtlgType><CtlgName>DIN 276/2008</CtlgName></Ctlg></BoQInfo><BoQBody><BoQCtgy ID="APOSMFOLMZBBLKFF" RNoPart="1"><LblTx><p style="text-align:left; "><span style="font-family:Arial; font-size:10pt; ">Baustelleneinrichtung  / Hebezeuge</span></p></LblTx><BoQBody><BoQCtgy ID="APKHVSYULZRSJFRX" RNoPart="1"><LblTx><p style="text-align:left; "><span style="font-family:Arial; font-size:10pt; ">Baustelleneinrichtung  / Hebezeuge</span></p></LblTx><BoQBody><Itemlist><Remark ID="APAQUAAMCELUORIJ"><Description><CompleteText><DetailTxt><Text><p style="text-align:left; "><span style="font-weight:bold; text-decoration:underline; ">Hinweis Reinigung LKW / Fahrzeuge </span></p><p style="text-align:left; "><span/></p><p style="text-align:left; "><span>Es dürfen zu keiner Zeit LKW / Fahrzeuge im Bereich der Haupteinfahrt oder auf den Straßen des UKD-Geländes stehen oder halten. Die Ein- und Ausfahrt muss über die Nordzufahrt durch die Hauptpforte angrenzend an die Moorenstraße durch die Nordpforte erfolgen. Das gesamte Straßennetz der UKD und vor allem die Zufahrten auf das UKD-Gelände sind Anfahrten für Krankenwagen.</span></p><p style="text-align:left; "><span/></p><p style="text-align:left; "><span>Der Baustellenbereich befindet sich in der Wasserschutzzone IIIa. Bei der Reinigung von Reifen und Baugeräten dürfen keine chemischen Substanzen verwendet werden. Eine Reinigung der Oberflächen ist nur mit klarem Wasser möglich.</span></p><p style="text-align:left; "><span/></p></Text></DetailTxt><OutlineText><OutlTxt><TextOutlTxt><p style="text-align:left; "><span>Hinweis LKW / Fahrzeuge und deren Reinigung</span></p><p style="text-align:left; "><span/></p></TextOutlTxt></OutlTxt></OutlineText></CompleteText></Description></Remark><Remark ID="APAHUULWSDMPVRHK"><Description><CompleteText><DetailTxt><Text><p style="text-align:left; "><span style="font-weight:bold; text-decoration:underline; ">ZTV_- BAUSTELLENEINRICHTUNG  </span></p><p style="text-align:left; "><span style="font-weight:bold; text-decoration:underline; ">Zusätzliche Technische Vertragsbedingungen</span></p><p style="text-align:left; "><span/></p><p style="text-align:left; "><span style="font-weight:bold; ">Leistung</span></p><p style="text-align:left; "><span>Die gesamte Baustelleneinrichtung hat so zu erfolgen, dass sie dem Umfang der zu erwartenden Leistungen entspricht und ein einwandfreier Arbeitsablauf gewährleistet ist. Im Folgenden beschriebene Leistungen sind Sache des AN und für die Preisbildung maßgebend. Sie sind in die Einheits- bzw. Pauschalpreise der entsprechenden Leistungspositionen bzw. als Nebenleistung einzukalkulieren, falls sie nicht gesondert berücksichtigt sind.</span></p><p style="text-align:left; "><span/></p><p style="text-align:left; "><span style="font-weight:bold; ">Verkehrsverhältnisse auf der Baustelle: </span></p><p style="text-align:left; "><span/></p><p style="text-align:left; "><span>Die gesamte Baustelleneinrichtung und die Geräte, die zur fachgerechten Ausführung der beschriebenen Leistungen benötigt werden, sind - sofern  nicht einzeln aufgeführt - in dem erforderlichen Umfang Nebenleistungen und somit nicht gesondert ausgeschrieben.</span></p><p style="text-align:left; "><span/></p><p style="text-align:left; "><span>Die Baustelleneinrichtung ist vom AN eigenverantwortlich entsprechend der Bauabschnitte, dem terminlichen Ablauf, dem Umfang der jeweiligen Arbeiten und den sicherheitstechnischen Anforderungen zu planen und zu erstellen.</span></p><p style="text-align:left; "><span/></p><p style="text-align:left; "><span>Die schrittweise Reduzierung der Baustelleneinrichtungsfläche ist bereits bei der Konzeption der zu Beginn benötigten Bautelleneinrichtung zu beachten. Kosten für Umbau, Umzüge usw. werden daher nicht vergütet. </span></p><p style="text-align:left; "><span> </span></p><p style="text-align:left; "><span>Die Nutzung der einzelnen Flächen ist eigenverantwortlich zu disponieren; evtl. während der Abwicklung erforderliches Umsetzen wird nicht gesondert vergütet.</span></p><p style="text-align:left; "><span> </span></p><p style="text-align:left; "><span>Der AN hat sämtliche Zeugnisse, Zulassungen, Unterlagen, z.B. zu den eingesetzten Geräten und Materialien ohne Mehrkosten vorzulegen. Ebenso gehen sämtliche Kosten für die Untersuchungen, die sich aus der Eigenart des Verfahrens ergeben und von dem AG für erforderlich gehalten  werden, zu Lasten des AN.</span></p><p style="text-align:left; "><span/></p><p style="text-align:left; "><span>Bei Schutzvorrichtungen und Geruesten sind die Unfallverhuetungsvorschriften der Beruftgenossenschaft einzuhalten. Der Auftragnehmer haftet für den nach DIN 4420 Teil 1 und 2 Geruestordnung ordnungsgemaessen Zustand der Gerueste, auch für die Dauer der Benutzung durch Subunternehmer .</span></p><p style="text-align:left; "><span/></p><p style="text-align:left; "><span>Dauerunterkuenfte von Arbeitskraeften des AN , (Uebernachtung auf der Baustelle) sowie der Verkauf von Getraenken durch Arbeitskraefte des AN oder die Einrichtung eines Kantinenbetriebes, bedarf der schriftlichen Zustimmung des Auftraggebers.</span></p><p style="text-align:left; "><span/></p><p style="text-align:left; "><span>Ausschüttungen von Schwitzwasser, Farbe, Gips, Zement etc.in Ausgüsse bzw. Kanalisation oder auf dem Baufeld ist untersagt.</span></p><p style="text-align:left; "><span/></p><p style="text-align:left; "><span>Ergänzend zu den in VOB/C aufgeführten Normen gelten:</span></p><p style="text-align:left; "><span> </span></p><p style="text-align:left; "><span>- DIN EN 12352 Anlagen zur Verkehrssteuerung; Warn- und Sicherheitsleuchten </span></p><p style="text-align:left; "><span>- DIN EN 60439-5 Besondere Anforderungen an Niederspannungs- Schaltgerätekombinationen, die im Freien an öffentlich zugänglichen Plätzen aufgestellt werden; Kabelverteilerschränke (KVS) in Energieversorgungsnetzen. </span></p><p style="text-align:left; "><span> </span></p><p style="text-align:left; "><span>Die Richtlinien des Bundesministeriums für Verkehr für die Sicherung von Arbeitsstellen an Straßen sind einzuhalten.</span></p><p style="text-align:left; "><span/></p></Text></DetailTxt><OutlineText><OutlTxt><TextOutlTxt><p style="text-align:left; "><span style="font-family:Arial; font-size:10pt; ">ZTV - Baustelleneinrichtung</span></p><p style="text-align:left; "><span/></p></TextOutlTxt></OutlTxt></OutlineText></CompleteText></Description></Remark><Remark ID="APCHATCEECJAEWTC"><Description><CompleteText><DetailTxt><Text><p style="text-align:left; "><span>Grundsätzlich hat der Auftragnehmer seine Leistung eigenverantwortlich während der Bauzeit bis zur Endabnahme und Übergabe vor Beschädigungen zu schützen.</span></p><p style="text-align:left; "><span/></p><p style="text-align:left; "><span>Vom Bieter ist zur Angebotsabgabe und Angebotswertung die von Ihm geplante Schutzvorkehrung, deren Ausführung, Überwachung und Erhaltung zur Sicherung der erbrachten Leistung ausführlich zu beschreiben.</span></p><p style="text-align:left; "><span/></p><p style="text-align:left; "><span>Zu berücksichtigen sind auch Starkwinde o.ä. bei allen Bauzuständen </span></p></Text></DetailTxt><OutlineText><OutlTxt><TextOutlTxt><p style="text-align:left; "><span>Schutz- und Sicherungsmassnahmen</span></p></TextOutlTxt></OutlTxt></OutlineText></CompleteText></Description></Remark><Remark ID="APYIXGXRJSRYNYKP"><Description><CompleteText><DetailTxt><Text><p style="text-align:left; "><span>Baustelleneinrichtung (BE) für die Nutzung durch den AN, vollumfänglich.</span></p><p style="text-align:left; "><span/></p><p style="text-align:left; "><span>Leistungsumfang Allgemein</span></p><ul><li><span>Einrichten</span></li><li><span>Vorhalten</span></li><li><span>Betreiben</span></li><li><span>Beräumen nach Ende der Bauzeit</span></li></ul><p style="text-align:left; "><span/></p><p style="text-align:left; "><span>Leistungsbestandteile Grundstück</span></p><ul><li><span>Beweissicherung </span></li><li><span>Wiederherrichten des Geländes in ursprünglichen Zustand einschl. Ausbau von Fundamenten der BE falls vorhanden</span></li></ul><p style="text-align:left; "><span/></p><p style="text-align:left; "><span>Leistungsbestandteile Unterkünfte und Lager</span></p><ul><li><span>Tagesunterkünfte für das Baustellenpersonal des AN</span></li><li><span>Lager- und Arbeitsplätze</span></li></ul><p style="text-align:left; "><span/></p><p style="text-align:left; "><span>Leistungsbestandteile Sicherheit</span></p><ul><li><span>Verkehrssicherung der Verkehrswege auf dem Baufeld, im Gebäude</span></li><li><span>Absturzsicherungen und Geländer, Fangnetze</span></li></ul><p style="text-align:left; "><span/></p><p style="text-align:left; "><span>Leistungsbestandteile Geräte</span></p><ul><li><span>Geräte, Werkzeuge und sonstige Hilfsmittel</span></li><li><span>Materialaufzüge, Winden, Radlader, Hubsteiger etc.</span></li><li><span>Schnurgerüste und Einmessarbeiten</span></li></ul><p style="text-align:left; "><span/></p><p style="text-align:left; "><span>Leistungsbestandteile Bauzustände</span></p><ul><li><span>Gerüste, Sicherheits- und Höhenzugangstechnik </span></li><li><span>Erstellen u. Vorhalten von Hilfskonstruktionen zur Montage</span></li><li><span>Schutz von Bau- u. Anlagenteilen während der Montage</span></li></ul><p style="text-align:left; "><span/></p></Text></DetailTxt><OutlineText><OutlTxt><TextOutlTxt><p style="text-align:left; "><span style="font-family:Arial; font-size:10pt; ">Hinweistext</span></p></TextOutlTxt></OutlTxt></OutlineText></CompleteText></Description></Remark><Item ID="APVWJGULEUQAVBZB" RNoPart="10"><LumpSumItem>Yes</LumpSumItem><UPBkdn>No</UPBkdn><Qty>1.000</Qty><QU>psch</QU><CtlgAssign><CtlgID>idDIN276_2008</CtlgID><CtlgCode>391</CtlgCode></CtlgAssign><Description><CompleteText><DetailTxt><Text><p style="text-align:left; "><span>Einrichten der Baustelle mit Geräten, Maschinen, Krananlagen, Schutzmassnahmen usw. für sämtliche in der Leistungsbeschreibung aufgeführte Leistungen des AN, </span></p><p style="text-align:left; "><span>Einschl. Schutz- und Arbeitsgerüste, auch solche mit mehr als 3,50 Meter Arbeitshöhe.</span></p><p style="text-align:left; "><span/></p><p style="text-align:left; "><span style="color:black; ">Hinweis: Zum Zeitpunkt der Montage der Fassade steht kein bauseitig gestelltes Fassadengerüst  zur Verfügung</span></p><p style="text-align:left; "><span style="color:black; ">In dieser Position sind alle für den AN notwendigen Gerüste und Arbeitshilfen zu bewerten und einzukalkulieren.</span></p><p style="text-align:left; "><span/></p><p style="text-align:left; "><span style="color:black; ">Einschl. mehrmaliges Einrichten der Arbeitsplätze für zeitversetzte Arbeiten, sowie für Arbeiten in mehreren Bauabschnitten gem. Terminplan.</span></p></Text></DetailTxt><OutlineText><OutlTxt><TextOutlTxt><p style="text-align:left; "><span style="font-family:Arial; font-size:10pt; ">Einrichten der Baustelle für Leistungen des AN</span></p></TextOutlTxt></OutlTxt></OutlineText></CompleteText></Description></Item><Item ID="APDEMTPPFZDMVBCF" RNoPart="20"><LumpSumItem>Yes</LumpSumItem><UPBkdn>No</UPBkdn><Qty>1.000</Qty><QU>psch</QU><CtlgAssign><CtlgID>idDIN276_2008</CtlgID><CtlgCode>391</CtlgCode></CtlgAssign><Description><CompleteText><DetailTxt><Text><p style="text-align:left; "><span>Vorhalten der Baustelleneinrichtung für sämtliche in der Leistungsbeschreibung aufgeführte Positionen über die gesamte vom Auftragnehmer benötigte Bauzeit.</span></p></Text></DetailTxt><OutlineText><OutlTxt><TextOutlTxt><p style="text-align:left; "><span style="font-family:Arial; font-size:10pt; ">Vorhalten der Baustelleneinrichtung für Leistungen des AN</span></p></TextOutlTxt></OutlTxt></OutlineText></CompleteText></Description></Item><Item ID="APEKVOCPPIOXSRZF" RNoPart="30"><LumpSumItem>Yes</LumpSumItem><UPBkdn>No</UPBkdn><Qty>1.000</Qty><QU>psch</QU><CtlgAssign><CtlgID>idDIN276_2008</CtlgID><CtlgCode>391</CtlgCode></CtlgAssign><Description><CompleteText><DetailTxt><Text><p style="text-align:left; "><span>Räumen der Baustelle und der Baustelleneinrichtungsfläche, abschnittsweise, nach Durchführung der Leistungen.</span></p></Text></DetailTxt><OutlineText><OutlTxt><TextOutlTxt><p style="text-align:left; "><span style="font-family:Arial; font-size:10pt; ">Räumen der Baustelle von der Baustelleneinrichtung des AN</span></p></TextOutlTxt></OutlTxt></OutlineText></CompleteText></Description></Item><Item ID="APNPBTLCLGJSPGKB" RNoPart="40"><LumpSumItem>Yes</LumpSumItem><UPBkdn>No</UPBkdn><Qty>1.000</Qty><QU>psch</QU><CtlgAssign><CtlgID>idDIN276_2008</CtlgID><CtlgCode>391</CtlgCode></CtlgAssign><Description><CompleteText><DetailTxt><Text><p style="text-align:left; "><span>Autokran bis 100 to</span></p><p style="text-align:left; "><span>nach Notwendigkeit für die Ausführung der im Leistungsbeschreibung aufgeführten Positionen über die gesamte vom Auftragnehmer benötigte Bauzeit.</span></p></Text></DetailTxt><OutlineText><OutlTxt><TextOutlTxt><p style="text-align:left; "><span style="font-family:Arial; font-size:10pt; ">Autokran bis 100 to</span></p></TextOutlTxt></OutlTxt></OutlineText></CompleteText></Description></Item><Item ID="APGIDEXJRPQHWMYJ" RNoPart="50"><LumpSumItem>Yes</LumpSumItem><UPBkdn>No</UPBkdn><Qty>1.000</Qty><QU>psch</QU><CtlgAssign><CtlgID>idDIN276_2008</CtlgID><CtlgCode>391</CtlgCode></CtlgAssign><Description><CompleteText><DetailTxt><Text><p style="text-align:left; "><span>herstellen, betreiben, restlos beseitigen der Aufstellfläche für vorgennanten Autokran.</span></p><p style="text-align:left; "><span>als Untergrund wird im Innenhof eine befestigte Asphalt- bzw. Betonfläche zur Verfügung gestellt. Diese ist bei Kranaufstellung entsprechend zu schützen</span></p></Text></DetailTxt><OutlineText><OutlTxt><TextOutlTxt><p style="text-align:left; "><span style="font-family:Arial; font-size:10pt; ">Kranstellplätze herstellen</span></p></TextOutlTxt></OutlTxt></OutlineText></CompleteText></Description></Item></Itemlist></BoQBody></BoQCtgy></BoQBody></BoQCtgy><BoQCtgy ID="APDEOZLVWBDGKQXJ" RNoPart="2"><LblTx><p style="text-align:left; "><span style="font-family:Arial; font-size:10pt; ">Fassadenarbeiten</span></p></LblTx><BoQBody><BoQCtgy ID="APOUOWMOBECMUWOV" RNoPart="1"><LblTx><p style="text-align:left; "><span style="font-family:Arial; font-size:10pt; ">Blechfassade</span></p></LblTx><BoQBody><Itemlist><Remark ID="APCREWHAOJBTIDYF"><Description><CompleteText><DetailTxt><Text><p style="text-align:left; "><span>Aluminium-Blechverkleidungen - Konstruktionsbeschreibung</span></p><p style="text-align:left; "><span/></p><p style="text-align:left; "><span>Materialanforderungen</span></p><p style="text-align:left; "><span>(siehe auch ZTV Fassadenarbeiten Werkstoffe, Abschnitt 7.1, Aluminiumbleche)</span></p><p style="text-align:left; "><span/></p><p style="text-align:left; "><span>Dicke entsprechend den statischen Anforderungen, min. 3mm. Wenn aus statischen Gründen erforderlich, erhalten die Bleche auf der Rückseite unsichtbar angebrachte Aussteifungsprofile. </span></p><p style="text-align:left; "><span/></p><p style="text-align:left; "><span style="color:black; ">Bearbeitungen</span></p><p style="text-align:left; "><span style="color:black; ">Die Unterkonstruktion, Aluminium oder Stahl feuerverzinkt, nach statischer Erfordernis</span></p><p style="text-align:left; "><span style="color:black; ">- aus U-Profilen 60x60 mm Oberfläche E6-C32 Hellbronze </span></p><p style="text-align:left; "><span style="color:black; ">- auf tragenden Vierkanthohlprofilen mind. 60x60 mm Oberfläche Polyurethanbeschichtung, Farbton RAL 9002</span></p><p style="text-align:left; "><span style="color:black; ">- über Einzelkonsolen, Tiefe 250 bis 650mm Oberfläche Polyurethanbeschichtung, Farbton RAL 9002, </span></p><p style="text-align:left; "><span style="color:black; ">in verschiedenen Richtungen justierbar, gegenüber dem Baukörper, thermisch getrennt, in bauseitiger Stahlrohrkonstruktion oder Beton zu verschrauben (Schrauben mit bauaufsichtlicher Zulassung). </span></p><p style="text-align:left; "><span style="color:black; ">Notwendige Zusatzprofile/Aussteifungen sind nach statischer Erfordernis mit einzukalkulieren.</span></p><p style="text-align:left; "><span/></p><p style="text-align:left; "><span style="color:black; ">Zum Einhängen der Verkleidungsbleche sind in dem nach innen abgekanteten Randbereich Ausstanzungen vorgesehen, in welche die kunststoffummantelten Edelstahl- Aufhängebolzen (Ø 10mm) der Unterkonstruktion passen, welche die Fixierung der Bleche sicher und geräuschfrei übernehmen.</span></p><p style="text-align:left; "><span/></p><p style="text-align:left; "><span style="color:black; ">Die Ausstanzungen der Randbereiche der Lochbleche sind mit Flachblechen mit gleichen Ausstanzungen in Fassadenfarbe einzufassen oder einzuschweissen.</span></p><p style="text-align:left; "><span>Die U-Profile der Unterkonstruktion für die Aufhängungen der Aussteifungsprofile sind im Bereich der Schrägfugen abzuwinkeln.</span></p><p style="text-align:left; "><span/></p><p style="text-align:left; "><span>Bei der Bemessung ist davon auszugehen, dass das Eigengewicht der Blechschalen lediglich von den obersten Einhängungen aufgenommen wird. Alle weiteren Einhängepunkte dienen zur Aufnahme der Windlasten und sind vertikal mit entsprechender Dehnungsmöglichkeit auszuführen. Die Halterung der Bleche an der Aluminium-Unterkonstruktion müssen in ausreichenden Abständen angeordnet werden und sind statisch ausreichend auf Biegung, Abscheren und Lochleibungsdruck zu bemessen. Aushängesicherungen sind zwingend vorzusehen.</span></p><p style="text-align:left; "><span/></p><p style="text-align:left; "><span>In konstruktiver Hinsicht ist darauf zu achten, dass die ausgestanzten Bajonette in den Blechrändern noch eine ausreichende Stegtiefe nach innen aufweisen, damit bei ungünstiger Bolzenstellung an den Gleitpunkten die zulässige Biegespannung nicht überschritten wird.</span></p><p style="text-align:left; "><span/></p><p style="text-align:left; "><span>Unterkonstruktion</span></p><p style="text-align:left; "><span>Die Aluminium-Unterkonstruktionsprofile sind statisch so auszubilden, daß sie die Wind- und Eigenlasten aus der Verkleidung sicher in die Verankerung einleiten.</span></p><p style="text-align:left; "><span/></p><p style="text-align:left; "><span>Die im Leistungsverzeichnis angegebenen Blechgrößen beinhalten die reinen Ansichtsgrößen bzw. Achsmaße der Bleche und sind somit keine Abwicklungsmaße. Der Bieter hat in seiner Kalkulation die jeweils erforderlichen Abkantungen zusätzlich zu berücksichtigen.</span></p><p style="text-align:left; "><span/></p><p style="text-align:left; "><span>Ebenso ist die Aluminium-Unterkonstruktion und deren Verankerung in die jeweilige Position der Verkleidungsbleche einzurechnen.</span></p><p style="text-align:left; "><span/></p><p style="text-align:left; "><span>Montage</span></p><p style="text-align:left; "><span>Die Anordnung der Bleche hat so zu erfolgen, dass vertikal und horizontal eine 20 mm breite und ca. 50 mm tiefe Schattenfuge in den Teilungsrastern entsteht.</span></p><p style="text-align:left; "><span/></p><p style="text-align:left; "><span>Bei der Konstruktuion und Ausführung der Fugen ist sicherzustellen, dass jedes einzelne Blechelement beschädigungsfrei und ohne Demontage von Nachbarblechen ausgehangen werden kann!</span></p><p style="text-align:left; "><span/></p><p style="text-align:left; "><span>Die Alu-Verkleidungsbleche sind 4-seitig winkelförmig (unterschiedliche Winkel !) abgekantet und werden an den Ecken sauber verschweißt und verschliffen.</span></p><p style="text-align:left; "><span>Die Winkel der Abkantungen sind entsprechend der Lage anzupassen.</span></p><p style="text-align:left; "><span/></p><p style="text-align:left; "><span>Die Ausführung der Randkantungen der Lochbleche erfolgt mit Lochung, wie es sich aus der Kantung ergibt.. </span></p><p style="text-align:left; "><span>Es ist aber darauf zu achten, dass die Lochreihen der seitlich angrenzenden Bleche </span><span style="text-decoration:underline; ">horizontal</span><span> auf einer Höhe durchlaufen.</span></p><p style="text-align:left; "><span/></p><p style="text-align:left; "><span>Bleche</span></p><p style="text-align:left; "><span>Die Fassadenbleche werden in 3 verschiedenen Lochungen ausgeführt:</span></p><p style="text-align:left; "><span/></p><p style="text-align:left; "><span>oberste 2 Reihen: </span></p><p style="text-align:left; "><span>Lochung : RD</span></p><p style="text-align:left; "><span>Lochweite (w) : 20,00 mm</span></p><p style="text-align:left; "><span>Teilung (p1) : 28,00 mm</span></p><p style="text-align:left; "><span>Werkstoff : EN AW-Al Mg1(C)</span></p><p style="text-align:left; "><span>Freie Lochfläche : 40 %</span></p><p style="text-align:left; "><span>Rundlochung diagonal RD20-28 nach DIN 24041</span></p><p style="text-align:left; "><span/></p><p style="text-align:left; "><span>mittlere 2 Reihen: </span></p><p style="text-align:left; "><span>Lochung : RD</span></p><p style="text-align:left; "><span>Lochweite (w) : 15 mm</span></p><p style="text-align:left; "><span>Teilung (p1) : 28,00 mm</span></p><p style="text-align:left; "><span>Werkstoff : EN AW-Al Mg1(C)</span></p><p style="text-align:left; "><span>Freie Lochfläche : 23 %</span></p><p style="text-align:left; "><span>Rundlochung diagonal RD15-28 nach DIN 24041</span></p><p style="text-align:left; "><span/></p><p style="text-align:left; "><span>unterste 2 Reihen: </span></p><p style="text-align:left; "><span>Lochung : RD</span></p><p style="text-align:left; "><span>Lochweite (w) : 10 mm</span></p><p style="text-align:left; "><span>Teilung (p1) : 28,00 mm</span></p><p style="text-align:left; "><span>Werkstoff : EN AW-Al Mg1(C)</span></p><p style="text-align:left; "><span>Freie Lochfläche : 10 %</span></p><p style="text-align:left; "><span>Rundlochung diagonal RD15-28 nach DIN 24041</span></p><p style="text-align:left; "><span/></p><p style="text-align:left; "><span>Die Oberflächenbehandlung erfolgt im Farbton E6-C32 Hellbronze.</span></p><p style="text-align:left; "><span/></p><p style="text-align:left; "><span>Die Aufteilungen der Blechverkleidungen zwischen den Fassaden ist bei den einzelnen Positionen angegeben.</span></p><p style="text-align:left; "><span/></p><p style="text-align:left; "><span style="color:black; ">Bei der Planung und Ausführung ist die FASSADENRICHTLINIE 2018 </span><span style="font-weight:bold; color:black; ">- </span><span style="font-family:Calibri-Light; color:black; ">IFD Richtlinie für die Planung und Ausführung von Vorgehängten Hinterlüfteten Fassaden</span><span style="color:black; ">  zu beachten.</span></p></Text></DetailTxt><OutlineText><OutlTxt><TextOutlTxt><p style="text-align:left; "><span style="font-family:Arial; font-size:10pt; ">Aluminium-Blechverkleidungen - Konstruktionsbeschreibung</span></p></TextOutlTxt></OutlTxt></OutlineText></CompleteText></Description></Remark><Remark ID="APHZFILMYGMFCHXL"><Description><CompleteText><DetailTxt><Text><p style="text-align:left; "><span>Bauseitig wird durch das Gewerk Stahlbau die Stahlunterkonstruktion (Ebene 1 - BLAU) aus Konsolen und Hohlprofilen montiert, welche an den Rohbau angeschlossen werden. Die Stahlkonstruktion, Aussenkante ist Achse P, dient zur Montage der Fassadenunterkonstruktion (Ebene 2 - GRÜN).</span></p><p style="text-align:left; "><span/></p><p style="text-align:left; "><span>Lastansatz für Fassadenkonstruktion Δgk = 1,00 kN/m²</span></p><p style="text-align:left; "><span>Die Belastungen werden linienförmig gerechnet.</span></p><p style="text-align:left; "><span/></p><p style="text-align:left; "><span>ZAS_ARC_5_1822-590-24</span></p><p style="text-align:left; "><image Encoding="base64" Type="image/jpeg" 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0J/pU/8AaN1/0Br7/vuD/wCOUAaFFZdvrE1zbxXEOkXzRSoHRt0IyCMg8yVWjvda+1RNJpVz5AXDqHgyTjr9/wBcelAG7RWf/aN1/wBAa+/77g/+OVHLrE0TwpJpF8GmfYg3Q8naWx/rPRT+VAF0WdsJfNFvEJOu7YM9c9frU9Zg1S5MjINF1D5RySYQPwPmYNP/ALRuv+gNff8AfcH/AMcoA0KKz/7Ruv8AoDX3/fcH/wAcqnLfawZwY9LuVi3r8paDO3v/AB0AaEqRnWbZzLiUW8wWPb94Fo8nPbGBx33e1Wo12Rqp6gAVjyapcjVbdP7FuctBKQSYd/DR9D5mAOeR67fQ1ZXULtVAOj3zEDBIeHn/AMiUD6Es0Mz6tayguLeOKXcBIQpclNuRnnjf1zj8quVmRapO+pwWb6ZcwCWN38yR4+Au3srH+8PzHXkjToEFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRSMMjqR34pBIjNtDqTjOAaAHUUUUAFJS0h6UMDPTW9PdFb7Qo34Kg9Tkgdv94fTNLFrWnzruiuN4yF4U8ElR6erD/INZL6hYW8UTz6ZEGnhVsKqg7OgHuMcD16YFKutWAQotgmB1AI2jv1x6jP0G6i6W4PfQ1m1nT0MYkuBGZDhN6kZ5A9Pf+foad/a1kI/MaVkXO3LRsOc4xyOvt/hTora0nhgl+yxj5QUygyoI6e3WntZWrbt1vEdzb2yo5b1Pv70agncij1WzlkZI5WYruyRG2OM55xjtTU1mwaPzPOwuwPkqR8pGc9OnTn3HrVlbW3TO2FBnrgdaYbC0IwbaLG3bjYOnp9P8BR1BE8brJGrocqwBB9RTYII7dCkS7VLs5GSeWYsT+ZNRrJIt19nSACFI1IfdgdSMY/Co4ZkjDrGh++2SXLEnPqf8gYHagCdbiNpvJUkvt3fdOMfXp+FVNN/4/tW/wCvtf8A0RFUivEknmLbor4xuAAOPTOKz7A7Nf1W4Fv5YlEKkljmQqp+bkYxhgvHdTQBq3F3BagGZ9uc4wpPT6VPVKUwTEGW2jkI/vAH+lJcXELeV56ZAkBQbjgt2yO/rz3APUCgGXGZUGWOBTbeeK5hWaFw8b8qw6EVC06uMPEGHoeab50UUDKsQjjAJIQ4x69KALTsqIzscKoyT7VHHcwyyvFHIrSJyy9xyR/MGmWQiawiEcZEbL91iWJz1yTyc+p69alSGKMkxxopPUqoGaAJKgkvLeKVIpJAHdtijB5OM4/KnIkS3EpUfvWClzznHIH4cHgepPekNvEzb5I0dw24EqOD7flQBNUU9xFbxtJM+1VUsTjsP/11W1G2E81hI+zZb3IkYMM5yjKuPfcyn8KtyRRyrtljVxjGGGaAQkE0dxCs0Lh43GVZehFNijhsrRIoxsggjCqMk7VAwPfoKJUiS1kU/u4ghzsJUgd8Ecj8Kz9HcxaHYwSxDKW0aMpOeigEUAX4rqGaaWGN90kRw4weD/kinrKChcggDrmqckVpKkiSWUDrLjzFZAQ+DkZ45rMs9OsrfVJZYrO1jZZ/NQxxAFF8pV25wMfMS3GR+JoAteILsRaFfGV3id7aQIgySDg4OR+HtWuqqihVAUDoAOlZmq/Z5dPuTLYLdERP+7H3n46AgZBPTii8Hn3+nyjhreR5Cpc4KlGU8dCcsvXtnFHqDNGeeO3iaSVtqKCxOOgFOR1kRXXlWAI4xxVaSSOVdssKuvTDcio7meNbJ0MbLGExiNyhA9AV5H4UAXqhguoLkuIZA5TG7A6Z5H6U6AxvboIlAjxgLjAAHGMfpSxwRREmKJEJ67VAzQBJVc3luLhLcygSyZKr3OODToI4UeYxKA5f94e5OM8k9eCMeg4p3kQiQSeVH5gzhtozz15oESVDPdQWylppAgUbiT0A9f0pJfI+1QeZ/rfm8oHOOnJx0zjv15PqakeKOT/WRo3b5lBoGUdckz4d1CSNutpIysP9w81YupY7OBp3cRopyQTgMTwB7ZOPxqHWojJoN/DEo3NayKqjj+EgCnMYWiWJraMxqMKhAwPoMUAWLedbiFZEyMgZUjBX2IpLi5itkDTMVBOBhScn6CsvVFjmgS3EaKjywkq33MJIpxjHcDH4Cr8kkcv+sgR+CPmweD1oAtVDNdQQSxRSSASSnCLgkt0/xFUdQAuJrGR0Qpb3AlIbnPyMoxx13Mp/CrLtDJIsj28bOv3WYAkfQ4oAsNBG1wlwV/eojIrZ6BiCR/46PyppuYRci2Mg84jds7455/Q1mTTxSeJ9PV0BcW8+zIztJMfPtwGFWrJhPe3xkih3284jR1TDEGNG5Pr8xFAF+oEu4HupLZXzLGMsuDx0PXp3H51AlsF1yW6bYTJbJGnHzDazFvw+dfy9qTR5Dd6Za3ssMMc9xEsj+WOMsAfr6f4nrQBfqva3tteBzbSiQIcMQDwabaWzwXN9I5Ui4nEi47ARovP4qalht4IM+TDHHnrsUDP5UAUtHdY9OmdzhVurkk+g856y/Ed5FeW2jvazM0UmqQKxUldw5P8Agfwq/pUq/Yp43jDqbq5BB6Eec9LeWltc2yQpBHEEnjmUqoGCrA8YxgkAjPvQBbknayjZ7pw0CgkzdCvpkd/qPyqeCaO4iWWIko3TIIP5Hms3TYmt9JtrK7SKYRQpGRjIJUAd+vI9Kpa5pi3oluLeT7LKbSWBiijEgbBAYkHjIPQZ560AaGpaudOJMthdPECFEqGPaxPYAuD7dKje+e9gTdot9JHuWRcSQjlWDA/6z1AqsltqYtkgnvbO7VOjXFmWY+mcOBnHGcVFqSakbJIzcWPlLNCdq2jLgCRTn/WdBjOO4GKALt1rrWYQ3GlXyeY21fmhOT17SVBreoXEugX4/sq8RXtZPnZ4cAFTycSE4+gq1NY6jcbfPuNNl29N9gxx+ctU9Y0nUdRhgtp76yEZdh8towIzE68fvDk4b29e2CAWLjXzbTxQzaVfLJLnYMwnOPcScfjVn+0br/oDX3/fcH/xyo2s9TeQSNdaczgYDGxYnHpnzaRoNUNxGWv7LzArFR9kkxjjJx5uM9OevJ9TQAxteK3YtG0q+E5Abbuh6Hpz5mO1WP7Ruv8AoDX3/fcH/wAcqI2GombzjcaaZf7/ANgbd+fm1HImqR3JYXtk0uwA5tJMAZOMDzcc89PQZ6CgBY9eMt1JbJpV8Zozhl3Q8cZ/56VY/tG6/wCgNff99wf/AByqSRaikrSpLpqyN1cWLAn8fMpYzqgklZLyyLsw35tZD2GAMy8DHYccnuTQBJb681zLJFDpN+zxkqwJhHI64Jk5/CoNIv7hLKQDSbxx9puDlXh4zM5xzJ26fh3p8aanFny59OTJJ+WyYdev/LSobODULeCWOK6sWWSWSR91m3zMzEtn95z1x9AKALVprxvVLW2lX0gGM/NCMZ+slSy6rPDE8smj3yogLMd8HAH/AG0qtDHqNuCIJtNiB6hLFhn8pKWzt9Qm09ES6sDCy8o9m7Z9c5l5Oecnr1oAlttakuo/Mg0m+dM4zuhHP/fyi61qW0gaefSL9Y16kGEn06CTJpGtNQhtZEF5YQw7Tu8qydMDHJG2XIPuOac1jqLRLE1zppjXG1DYNgY6YHm0Ah0WqzzRiSPR74qeh3Qj/wBqVHda49mivcaTfIrNtB3Qnn8JPakvLe/Fo4ub2wEGRuAspMHnocS8gnqOhyc8U+ax1G4AE9zpsu3kb7Bjj85aAKj6jPJrVlKulXmDazbV3Q5YFojkfvMY6fmPfFi515rRlWfSb9WcEqAYTkDr0kqvfWF6Lm0up76y3Q5jiQWbhSWKnkCXnGwEZ4B56gEPlh1Cdg00umSMBgF7FiR/5EoBF3+0br/oDX3/AH3B/wDHKgl1x4rhIH0m/Ej/AHRmE98dfMxUEraibmBpLuxMo3eXm0kwOOTjzcZx364J9TStFqLSeY02mmTj5jYtnjpz5lIFYTR7+5WzkC6TeOPtNwcq8PeZzjmTt0/DvU39ut9q+zf2Vfed/dDQ8cZ/56egqnawX1rcMqXlm0x3vlrRzgPIXOP3mB8x+pwM5wKnEWoibzhLpol/vixbd+fmUwLv9o3X/QGvv++4P/jlZWp62biIW6abeCRLmAtkxYBEycZD9TwPx9OasWh1CS8uBHe2InO3eTaOcgdAP3vAHp6knqTTptHvpVwLnToz5iSFo7BgSVcOMnzOmVGaALf9o3X/AEBr7/vuD/45UFtrj3e7yNJv229cmEfzk9qS2gvyJxDfWBzI3m5spCS3fOZeew+gAHAqSKy1KHPk3Omx5xnZYsM/+RaQaDn1O4jRnfR74KoyTvg4H/fys6y1eS41u9kh0u9fFvChAMQxhpTnJfBBz2J6GrkNpqBtvJS709oslSrWTnJyc5zLyc5yT1qOPSdQiuLiaO8sozPGsbhLN1GFLHIxKCD855z2FMCxJqs8SF5NHvlUdSXg/wDjlMttbkulZodIv2CnByYR/OTke9QJ/aT26Itxp3k7RtX7E2MduPMojj1KJGSKfTo1brss3XP5S0AW21O4RdzaPfAeu+D/AOOVDa6612H+z6VfPsOGG6EEH3Bkqpp0Op2+lWtstzp5jjiVcG0dgcAd/MGfrgfSp4Y9SgBEM2mxg9Qlkwz+UlAFp9TuEXc2j3wH+/B/8cqK31x7rd5Gk3zbevzQjH5yVXtf7Q+yIkF1YGHtm0kOTnknMuSc8knknmnxR6lBnyZtNjz12WTD/wBqUIXoRX80yaeI4tGvIkFzHOxaSEjPnCRv+Wh6nP59hVuHW5J5JY4tJvmeI4cboRg/9/Kz9N0/UZtIWBdQtlj88yc27ux/e+ZgsZOc989iRk9a0o7LUoSxiudOQt94rYsM/X97QMf/AGjdf9Aa+/77g/8AjlQQ68Z7iS3i0u9aWP76Bocr9f3nH9aj02x1O1jnjjvNPVmuJJJMWbnLMxbJPmDsR9OmTjNTx2OoxOXjuNNRznLLYMCc9f8AlrQBWhv7ka7dt/ZN4SbaAFN8ORhpef8AWY5z69j7ZbYalOl/fqNJvWaaUTAK0PA8tFwTvxnK9PQipbbTr+K/u7qG+shNMESb/Q3wSuSD/reuHx9AB2ptnaamt3eOsljE4lCiQ2T/ALwbEOR+94GeMDjKk9c0AWYrqaJ5nj0S+DTPvc+ZDydoXP8ArPRR+VRprrST+Suk35cjI5iweM9fMxVS2k1H+0dRSObT0ljlRZHFm+ZP3akE/vPQ4/D3qZIdQSXzUl0xZP7wsWB/PzKAE0O/uU0LT1XSbyQLbRgOrw4b5RyMyA/mKmGvE3QtRpV6ZiM7N0PTGf8AnpVPToL6yj+z295Zs0UccbM9o5bCrhefMx05wOMknuanEWoiXzRLpok/vixbP5+ZQBd/tG6/6A19/wB9wf8Axysy71aS41GwRNKvt0E7OwJix/q3TGd+M5YcEipkGpLcyOt1YecwG5jaOTjsP9bwODwO+T3qOS01CS5huPtFgkkTl9y2TAtlWGD+85HzZ+oFAGj/AGjdf9Aa+/77g/8AjlVjr5W4SA6VfCR8hQTDgkEgjPmYzwePamQDU5L6UfbbMS7AebWQjGewMuB26dfwqf7DqPm+b9o03zB/H9gbP5+bQBL/AGjdf9Aa+/77g/8AjlOi1SIyLDcRSWs7ttSKXaWb3G0kfrxWe1pqZ1yKb+0LPzktnUj7NJjaWU/d8zHVeuQenXjFlrHUXlEr3GmtIMYY2DEjHTnzaAJZv+Rhsv8Ar0n/APQ4asG7iQRiRsPJtAUAk5P0qjFBfrrtvJdyRTILaZQ0MDRhSWi4JLN1xx06GtERQyhZDEhPDAlRkelHUYrQRtcJcFf3qIyK2egYgkf+Oj8qkqE7BdDgGQocEnoMj/P4CktpZZfN82JUCuVQq+7cABz0GOcjHtQInooooAKKKKACiiigAooooAKKKKACiiigAooooAhuo/OgMZUMrFQylQQVyMgg9sZppsbQkk2sOSMH5ByM5x+fNWKKACiiigAooooAKKKKACiiigAooooAi+7df76fyP8A9lVV0EcrgdC278+aulQXDdwCPzx/hWZd3kUF1KsrMCCMAKTxgeg+tAm0tWRahemwgac2000aKzuYinyADPO5h+melY0OtNbalqAuLW6Zi4Kx7kJjUIn+1jkuOAT1rQ1C9huNOuoYUeeSSF1WIxuA5Knjt1+oqnakp4kvLhrdzE4OJPLYsPliGMDpna3Ufw/mWbtYnnjpqTP4iWNNzaZf4wDgLGTg4xxvz3/ziornW45FjZrS4jVMT5YxkMo9MMea2FnidT8kmB2MLDsfb2/zmq9/MuYBh+JQfuN2JHp+lKcWk7oUpLl3Gx6lPJGrppV4VYZB3Q//ABynLfXTzRqulXvXcQHhyQP+2nriiZbO7lieWGZnhbzEJikXBH4fpWRfWax3UE9jaSSpNMVnVoZ2CKRhnAGBnr+mOc1fI+qK5l0Zr2F9cQqqrpV5IGQDcrxYOB1ALjqPX0FXv7Ruv+gNff8AfcH/AMcrHistPmSItDI0m0LuCSbc5z1HH3ua347yNoRIVk6ZIWNmweMjp7/ofQ4mMXyrQUZK25nS6rLbzPLLpd6u4Rx7Q0JIJYqv8eOS2PwOcUXGuSWMQe70u+VWPB3Qntk9JPY0t5OlxMUhheZvMtsq0TjbiXcSemMDkZ4OO/StBr2JTgpP0B4t5D1/CiMZPZApRtuY0/iSKQeX9gu1ZXU8mLsQ2OH9P1POKVvFtukvlvYXivtDYLQjg4x/y09xWjdX0LRKNs4PmIfmgcZwwPcVbM6DORJxnpGx9fb2P6eoycsrvQalG+5nXGoXEtnL/wASm9RXjPzs0OFBHU4kz+maqQXtwkEarpl24CgBlaLDcdRl81pX13H9luI9s27Yy58h8Zwe+MY96pwXMaWsIKyn5B92Jj7dhRyy5tieZc24z7fc/wDQJvP++4f/AI5UMd1KtxLILG6Z2IzEDHleBySXx+RNXWuo1OCs3QHiFz/SobeVWu53CyYJAyUI7AdMcf4U3GStoPmTe5Q1nVpoNMnBsLyCSSKRY5N0fysEZs5DkjAUn8KGFyZD/o2qAshAHmw7h8oXI+fA9frg+tL4mffpTFYXcKkpLFGGwGFxn82A59T6cX2u4vtKHEo+RhzC+TyOgxz0pOLtsDku5nql0gIFvrGSCMmaA+nPL47fqacUupFkd7bUtqryzSw4UhccgP0IJJ4PXitM3cYUttmxkD/Uvkk9O1SvPF/Z8sSpKGMTk5hdRnBJ5IpyhKzdgco23IbbUbpSy/2RfNn5h+8h47Y/1nH/ANc1Y/tG6/6A19/33B/8cqEXCFVlQOcfMvyNz19vY/mPUVbXUIGUMq3BBGQRbyc/+O01GT2Q+aPcqw39ysk5Gk3jFnBIDw/L8qjBzJ7Z4z1qX+0br/oDX3/fcH/xynW91F9puEAkJM2MrExGdqjkgYHIqT7fD/cuP/AaT/4mlGMmtEJSj3M+4vZ2v7Rzpl2jJv2xs0W58jth8ce5H41a/tG6/wCgNff99wf/ABym3MytqVgwD4y45RgeVHbHv+HPoastexKcFJ+gPFvIev4VMYtt2X9WQlJJvX+rFO6v7l7WZW0m8jDIwLs8OF46nEhP5Cq32+5/6BN5/wB9w/8AxytG+uoxYzDbL80bAfum4+XPPHHXv7+hqr9riwpAlIYZBETn+lNRd9h80b7lO4u5pBHv0+6i2yKy7miO8/3eHPP14qX7fc/9Am8/77h/+OUXVxG8aPtkCpKpJaNlxz7jmrLzogJIk4OOI2Pr6D2/l6ijlfNawcyvuU5r24ZADpl2g3KclouxHHD9+lP+33P/AECbz/vuH/45T57mNogcSDDp1iYZ5zxkc9Kk+0xyfL5czKfvfuH6d+1Plld6BzRvuZNxdTnV9Om/s24VxFM6qXjzLzHjBDkcADOce2adY67OuvXtsumXJ86USFMx7x+5jwPv46DPXv7GreoTLLrumuiyBUjmU7o2U5OzGARz0/DvRo72n27U5zEXlW4BEghLMAYowRnGRz2/wpKLu1YFJa6ltr+5N1G39k3gIRgE3w5OSvP+sxxj17j3xneGdYnl0W2jTSruQQRRx7kaIA4Refmceta/2yJ7+EKJc7GGDC4PJXHUdOOvSqmgTW9toVgqwyKzW0TOY7dyGOxecgYJoUZXegKS11LX9o3X/QGvv++4P/jlVrzUNXKj7DpMyt3E3lEHkekoxxn9K0GvoVdlKzkqcHbA5/kKmWQOSAG49VI7kd/p/L1FOzWtilJPZnHWF5rKwSLHppb/AEmYl8pwfNbcMeYOh9+3frWqL+6wM6ReZ74eH/45TrNXjs7nBCv9ouGU43gZlcjgHn6daiaS/RCrXMJcngrYSkAcg9H9cd/zzQk3sF0t2Sfb7n/oE3n/AH3D/wDHKZPe3DwSK2mXaAqQWZosLx1OHzSm5uC8RWZfLAHmD7FKS57lTngHt1x71G0l6baYy3ETLsIwLORD1GerHsT/AD7EUSjK2xLlGz1Jvt9z/wBAm8/77h/+OUyS6nkjLNpV4oRlwzNFjO4HH3+p4APv25pFnu98WZ0Kj/WD7BKN3PY7vl4x1z6+1TTtepYyl5kK8NHH9kcMp3KQCS2GxnGABn2waJRklsDkrPUnt9RuvJA/sa8+XgbXhxjt/wAtPTFE1/ctJATpN4pVyQC8PzfKwwMSe+ecdKx7TUNc2uWggjlPf7JK24c4GA3GDnJyevtzpLdXs00byOsYJdkjaykDIdjYyd2Hx6DBPtRKEuwOce5b/tG6/wCgNff99wf/AByomuruW6iZLCWFgjjbMYzkfLyNrnvjrQ1zepCYzcJ9oD8uNOmKbfTAbrnvnHt3pvnXZvoGM8ZXyySPsUgJAxvH3uCSOPTgYbIolGVtgco9yw17dxnDaXcynruieLH0+ZwapT31x9qZv7KvMlFGzdDkcnn7+Oc+vY+1Ti5vUSZJLhGmyAjJp021cHnI3Hd7YI/GsmXVLw6vs3RbBKkLn7O+5h5e8kLuypzuGDngg8gEkcJaaA5R7l37fc/9Am8/77h/+OUyO9uA8pGmXbFmyQGi+XgcH5/x49aTzL9EJe5hJYfLtsJeDweRvPY+3P0IqOF793cJdQAlhuLWMmCeB/fGO3B+vShxlpoDkrrUsfb7n/oE3n/fcP8A8cpkN7cKhA0y7cbmOQ0Xcnjl+3Snma6R5GeZCjA+UFs5MqeCN3zc8HngZ9sVXjnu/KxHcRhg7bibGRh19m45yfoQO2ScsrrQHKN9ywLyeVxG2kXpyMkB4eQMf9NKdYX9zFGsa6VdSJtGGVoRuIHXlx1H41Jp810ZTK86mAYDILKRWYhTkht3qDxg9AOpyciO+1VBEIUiZVPyv9ldwF5GOG5PuPXtRyy5rWByje9zaur+5e1mVtJvIwyMC7PDheOpxIT+QqX+0br/AKA19/33B/8AHKzluNauLe4+1/ZoIghAAtnYuMHd82/C/dOOvUdcjNlbu+MRxdxMxIKuumTbcc5/j57c59eueEovmtYOaN9xupXs8thIj6ZdwKcZkkaIqOR12uT+lWv7Ruv+gNff99wf/HKoahPdPZFZJ0ZcDzB9hlj3Hdxhi2F7dc9D68WpLm9V5cXCBWGYh/Z0zbckEbiG54yO3P0xQoS52rdv1EpR5nr/AFqQaleTyRw79MuodsqsN7RHceflGHPJ98D3pv2+5/6BN5/33D/8cqC/ur15bK3eWFmkd3D/AGZ4tpXYF+VmyR85zz6dO72uLvdJtnQKf9WDYSkrz3+bnjI7c8+1EYy5noClG71Gy3czXUDnTrlWTdhC0eXyO2Hxx7kVN9vuf+gTef8AfcP/AMcqrJNdF4S0yGYFsP8AY5AoGB/AWye/Q1bmkulmdkmjEOCFX7JIzA4IByG5GRnp0+oNKMZXen9WQRkrvUg+1zfbvM/s653eXt8rdHuxn7338Y7dc+1StqFwoydJvf8AvqH/AOOVVV71rrIuIvN8s/MbKQDb1xt3Zz759sZq6JboXcH75PLQAyqLKRyxzg4IPyg4OOuMd6IxlroEZLXUhhvZra9mkawumOF3opiBXC/xfPjnrwT71pf2jdf9Aa+/77g/+OViTXN/HdTNGUlkYLuYWkgHbHyFsjjPU89faprfUdfnaFRFAq52SSNauSDu6kbxjgqe/wDEe1EIytt1YQkrb/1ct2N7PH9o2aZdy7p2Y7Gi+Q8fKcuOR7ZHvVr+0br/AKA19/33B/8AHKo2E13m4VJ41Z5DgmykYbyRknDcDGflPI6k1cklvvs8ZS5iEgBMjGwlYN0xhQ+RweeT36YNEIuy0CEly7jLe/uVjIXSbxxvc5V4e7E45k7dPw71L/aN1/0Br7/vuD/45VWC6ucu0VwnkM0hRfsErnknB3BsHnnGOnHXmpRdXhtyDcxrMGLGRtPlVAgHTBbr759sU4xfLew4zjZalOC9uEgjVdMu3AUAMrRYbjqMvmn/AG+5/wCgTef99w//AByoIJbxFhzcRmHAO0WUhbb6bg2M++PfFSK9+YSftUG4kEH7DIMDnIxvznj/APXkU1GVloEZK24QXtwkEarpl24CgBlaLDcdRl80/wC33P8A0Cbz/vuH/wCOVDDPcqkAEyiNVG9fsUjEjPZg2OmBnB559qclxdiKQPOhkONjCwlAX1yN3P5j8aIwlZaApxtuNs7uaK1RE065mUZw6NGAefdwf0qYXl1IQo0e7b+8C8PIzz/y0qtDJdLaxfZ5o40wQQ1pJKc5POVYccj9aswzX+biaBo5SflhQ2ki7fmA5Ytg47gY6Z4xUwjLkTsKEkorUZpuoTwJGi6XdSKw2h1aL5iDxjLjjr1rR/tG6/6A19/33B/8crnRearFbxC3hV1DthvszPgDBH8Y5z37+2OdmC+vZUSRpkUGP5kGnzMVfbg/MGwQG7Y6cZ71UYScU0hqcbbkkN/crJORpN4xZwSA8Py/Kowcye2eM9al/tG6/wCgNff99wf/AByqtvLfMlwUuofM8wEsbGQj7vPy78joO/Uf7QxNHd3IuFaSbdCANyLp0wYnHOGyQOeeh4496Ixk1ogUo23Ehv7lZJyNJvGLOCQHh+X5VGDmT2zxnrUFjqV4brUQdMvpALgAL5kP7seVH8vMn1PHHzeuakie/H2kC5hEolGW+wyFThecDf7Dv277hjG0PVr+W/kMkkAW4YTyhLSRjkRQcLhumG68jgHowFEYyfQFJW3J7a8nGraq4066ZnmTMYaLcmIk6/Pjn2J/Crn2+5/6BN5/33D/APHKpwPc/wBrao0cqq00ylC1q5x8iAZG4EYAI5xnrwOKnaa+VFH2mLfnJP8AZ8pBBAwMb+vXv+WKIxk+gKUbbiRXcy3U7jTrlmfblA0eUwO+Xxz7E1N9vuf+gTef99w//HKghe4a9uDHKihv71s59l/iGMZGc9ecY7KZ77ywBcx78nJ/s6XBHGON317+n4qEZNbd/wAxRlFLfuPF7cCd2/sy7JKqNu6LI5PP38c5/Q+1P+3XP/QIvf8AvqH/AOOVBPdXAuJpLdgwCACM2rls4OM8jHJzyORxx1qpb32uSwlpbaNZFdWULayEY5zkbhznHcdPfgUXbYakrbmkt3cx3SMdJuzIFXKeZFkctk534x8xx9O3FPuvEYs5Vin0u/V2XdgeU2B6nEnA+tQPNdzXCmWSNcxJ5yfY5ecA7gCSMc7sHHcDBIObST3n2SSOe5jlkYbVZdPkKjBIbcAxznHqPXmnGL7ApK25R/4SCL+0GuPsN2CqeSYiE3g/ez97GMH1z7Vrf2jdf9Aa+/77g/8AjlY1lDNY3Oy3nUSGMlnaxlIPzdNm7PpznHFbMU127yt58flsGESmykUocjBYluQM88DPPIwamMZa3QRlHWzKcupXn9s2yjTL4KbeYmLzIfmO6PDf6zHHI55+bjvWtayGW2RzC8OR9yQqSB/wEkfrXLSanqKa5FLI8DrAxgOLWRCyu0GeCxIPzcfQcHetdAuqWcSiNnkyg2n9w/b8KbTW4+eNty7tG/dgZxjNJGpRSD/eJ/M5qG2nS4lkkiJKbVGSpHqe/wBamiYvEjnqyg0DTvsPooooGFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUARyEh4sE8vz/AN8mqOoW0FxcjzASwQdGIOMn0NaJIUZJxziqdyMXWT/Egx+BOf5igTSe5j6pp9smlXjKTGRA/wA7yOVX5TyRzke2DVa3th/wkLxyXAciKQhVkbeBuTALDngY4J7jr21NVaNNJvHmj82NYHLx7tu4bTkZ7Z9azLFox4tv0MeZCCVk3fdASHIx75HPt701Jx0RDpxutDXW2RQQGl59ZWPYj196r38K5gOX5lA++3ck+v61eqrff8u//Xdf61M5O24TiuXYeLVFPytLk8DdO+OePWri6fAqhVa4AHAAuJP/AIqmwIHmG5CVUbs9ge3171dq+eXcrkj2MS0toxBC4MgO0NgStjP0zirUEUYcxM0oEg4xIw5GO+euAPyPqajtf+PWH/cX+VSNux8rFW7H0NTGTstRRirbFW/tIo5SVdkIltWzJI7Bj5wGD1yeABnocdOtaTWUTHJefoBxcSDp+NU7+WLJeSLzUZ7UBSxXBM2AfwJBx3xitWnGUl1BRjbYz7qxhWJTunJ8xB807nGWA7mrZgQ5yZOc9JGHr7+5/T0GG3n+pX/rrH/6GKnpczvuCik9ihfWkf2W4k3TbtjNjz3xnB7Zxj2qnBbRvawktKPkH3ZWHv2Nal9/x4XH/XJv5GqEDqllEzsFURjJJwBxS55c24uVc2wjWsbHJaboBxM4/rUNvCi3c6jdwRyZCT0B55z/AJxUqXtu8/kCTEnZWUru/wB3P3unbpTYf+P+46dvr0FU5SdtR8qvsUtcgIjtDFci3ZZid8sjYwI2zzzjgZzx3555tfZU8+IMZMlGJ/fOcH5ehznvVTxQ0a6WwePezLMEO7Gw+RIc+/AIx7+1ab8XUZwT+7boM91pynLlsJwje46CyR5Mb5wi8n98/J54zn/PFSXVpHFaTurTEiJvvTuw6HsTirVtH5cQyCGb5mBOcH0pt9/x4XH/AFyb+RpSnKz1G4xtsUVt41QKpcKBgDzG9/f3/l6CnWtnFuZC8w/iUC4kH14z6/zp9G4oQykjacnHOR3FNSktmPlj2HW9rF9puHBkBE2cLKwGdqnkA4PJqT7BD/fuP/AmT/4qnWrBpLllOQZAQf8AgC1YpRlJLRiUY9jNuYVXUrBQXxlzy7E8KO+fb8efU1ZayiY5Lz9AOLiQdPxqK7/5Cth/20/9Bq9Uxk03Z/1ZCUU29P6sZ2qWm7TpfKkkVkXPMrYIGMg885A7+vuagFohRAfMXaMYWZ8D9RmtG+/48Lj/AK5N/I1Wqud3HyR5tijdW0axxr87BpVB3ys35ZP8qsvAjggmTk54kYevoff+XoKjvekH/XZas0uZ817hyq+xUnto1iAzIcunWVjjnHGTx1q1aWUZMhImAxtDGZ89icc+w5+tR3P+qHU/OnQZ/iFaUKeXEqFtxA5PqafNK71DljfYw9QhWHXtNRGkKtHMx3SMxyNmMEnjr0796bp8aLe6jveRUFwqsQ7AkeVF1IOeuOfr6mptW/5GLS/+uNx/7TplgAbvVARkG5HH/bGOkpO7dwUVroX/ALHEl/CVMudjHJmcngrjqenPTpVTw/a20ug6eUeQEW0W4RzuoB2DPAOAe9X438y5gO4MwicMcY5ymapeFbcwaBZkyblkgjdV5+XKDI5J75PYc9KFKV3qCjHVWL7WMLOzFpwWOTtncfyNNtreaK9u5HlLQylTGhctt4O7r059Kt0VXO7WHyK9zDsS0tpcdC32i4UYO3pK4HI6fWi2s3FtGt1LI8qggsszgHkn1FGl/wDHvN/193H/AKOerlCm0rIHFN3ZX+xxDo0wHoJnH9abcW6LZzAGQjYx5kY/zPt/P1NWqiuv+PWb/cb+VKUpW3E4xs9BYLOP7QmJJgVO/mVznH1OPSpr+BBaEZk+8g5kY/xKPXrwOfr6mpbNflaTdkMcAemP/r5o1D/j1/4Gn/oYolKTW4OKs9DPayjKkB5gex85+D2PWrJtot9q6mcb2Iw8zkgFG9TwfcUUI2JoIyxJ80sAew2N/X+dEpytuDhHsTtZROxYvPknJxcSAfkDUbW0YvIVDS48pxzK+eo759z+noMXagf/AI/4v+uT/wA0olKVtwcY9hrWUTsWLz5JycXEgH5A1gT20/8Ab7KL8fZxIAYvtDb8GLIT1zuBbGeh/CuorlpTD/wkso2Pv+2oM7xjd9lbnGOmOMevOe1HPJNag4R00NNrZGABaXj0lYdgPX2qO3gRZZsGThwOZGPZT6/56dKtVFD/AKyf/fH/AKCtDlLTUHFXWgjWyMAC0vHpKw7AevtUMFpGYzgyBi7AfvnUE7iBnB+lXKZYIXcdNqO7MDz/ABHH+Ofajmldag4xvsWobJIognmTMcYJMz88EevHX+XoKzLa0iNtEcyjKgkLK4HT0BrcrKtf+PWH/cX+VHNLmvcOWN9iR41GnXHL5RGxlzjGD29PmI/AegqcafAoAVpwBwALiQAf+PVUuWWK3nY5+eJkOOnTjP48fjWrSUmpXuHKm9jK1W0ji06V1aYkY+9O7DqOxOKuNZRMcl5+gHFxIOn41FrX/IKm/wCA/wDoQq9Qpy5279v1Eox5np/Wpz2u28iS2kVvclVbf8jzMzFjtwwzk4HP03D1q19ji/vT/wDf9/8AGoNdKf2zpYKtvxJg7uAN0eeMfTv2PXPF6hTld6iUI8z0M+a2Rby2UNLht2cysT07HPFW3gRwQTJyc8SMPX0Pv/L0FRXH/H/af8D/AJVapRlK71/qyHGKu9CgsCLqWwGTHkk8yMT1x1zmtGCySRfMdpcscjZM68duh56k/jjtVPG7VggGd0OODg43c/pmtkAKoVQABwAO1EZS11CMVroYn2WM6jdJulwuzH7589O5zk/jVy0iWOTZvfaeQDK2c5B9een6H1NQ/wDMVvf+Af8AoNSklcMF3MvIGcZP1ojKVt+/5hCKtt3GaZbRlrht0uUuGA/evg4x1Gefxq8baMrtLS4xjiV89u+fYfr6nNbSiGF2QQQblyCPwq/RCTstQhFcuxn2ljCYTgzKA7gBZ3UABiOgNLdacGgIheUvkcPcybWGRkHk9RkdKsWf+pb/AK6yf+hmp6qE5JLUFCLWxhWdrus4jM8hbHG2VgMEkjoR2NWBAgXbmTGMf6xs9/f3/l6Ci1/49Yf9xf5VLQpya3HGKSWhTt7WNreJi02SgPEzgdPrUv2OL+9P/wB/3/xp1r/x6w/7i/yqWiM5WWoKEbbFCxtxLYxY8wsScBZGXknHY9P/AK9a8VlDDjyzMAMYBmcgYOehPtVHQ0L20bEDamcHvuyf6fzrWqYSlyJXFCK5U7GFZ26PZRZMg6n5ZGX+Rq1a2kZdkaSf1UC4kHHfv/nNRWH/AB5RfSrAIR1f+6c5xnjv+lVGclFJMajG2w61tY1e5UGQDzMf61v7g9/c/p6CpPsEP9+4/wDAmT/4qnWxDS3JBBBkBBH+4tWKIyklowUY22KcECGa7yZOZe0jD+Ae/uf09BjH0W1umkhW81SO6HlMW8m8cl2xGQQBjgAk/wDA19q3bf8A111/11H/AKAtc14WMJvovLjkXNvlNzg7V8i04PAyenPHQ8c8OM5JNIXJF6lm1hU6zqi7pMQzR7f3jZ/1ank5+bk98+lXGtY2OS03QDiZx/Wq9p/yHNZ/67R/+ikq/SjKS6jUY22KNtCq3tyAXwuzGXY+/PPPSp/scX96f/v+/wDjTLf/AI/7v/gH8qtUoSklv3/MUYxa27lNbSL7TIMyj5VORK+Tyepzz0q/BZxtEWfzlaQ5OJWU98DgjHU8f4CoEUtesoUtlUBwcYGWzzWpQpPuNRjbYyZbWNL1wGmx5a9ZnPUsO5//AFVNBaxO7hmkUn5vlndc+vAP0pZ/+P8Af/rkn82pAyxyJIxICnkj0PHPt3/CmpS7goxtsRfZI/7Y8vdNt+z7s+e+c7vXOce1X0to4wAGlODn5pXPp6n2H6+pqv8A8x3/ALdv/ZqvVMZS11FGK10OYubO8Grt5erRpbieMCJrpt4T93uX1yS3r/GvqK2F0m1ZQZEkLkZY+c/X86wr4w/8JC+Y5Di4UNhxy2+ywRxwOnHOcHkZ46mHiGMABflHAGAOKucnO1xqnFJ6ENlDDAkkcAYAOc5Ytzgep9MVYVQqhVGABgVXDZt55FPLFtuPUfL/AE/WrNSUlZaBRRRQMKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAiuP9SW7KQx+gIJ/lVTVIrl/Ke1miiIyD5kRcHP0YelXZU8yJ0zjcpGahvWISMD+J8H8iaAZg6lHqy6bdFb60UiFyCsDRkcHoxkwv17VTt7bVI/ENx/pNuhlVnJMZKuNsSghN+eMMM5OP+BCtfVzGNKuxMrmEwP5hQjcF2nOM98dKo2v2X/hKbrZ532jYd2cbPuxZx36bP8Ax72pPoJ9C55Wq/8AP7Z/+Ajf/HKhuY9QHledc2z5kATbbsuG7E/Ocj24+talVb5d/wBnQkjdOoyOo60p/CKfwj7SDWPJ3/brIBzuANo547f8tfQZ/Gp/J1j/AJ/rH/wDf/47WhRVFHPQRakYIzHd2iptG0NasSBjjJ8wZ/Kn+Vqv/P7Z/wDgI3/xyrNr/wAesP8AuL/KpaUdkKOyMiWPVIyyxXtsrtLASwhKDHmgYGZPrkfxZwME86/k6x/z/WP/AIBv/wDHaz9R8sNulDHbJblduPveb8v4Zxn2zW8jrIiuhyrDIPtQgRmXEWqiMeZe2bDenC2jDncMf8tD3x/9brUvk6x/z/WP/gG//wAdqzef6lf+usf/AKGKno6h1Mq6i1UWsxkvbNkCNuC2jAkY5wfMOPyNY1493BZxvLd24haMqqG1Y9R0z5g5xnnjvXT33/Hhcf8AXJv5GqFuqvZRK6hlMYBBGQRip+0L7Ry9ijmYtp00KXLx5TdayAHJ6cyHA4GSAcc9wRW3Gl8ZpVS6tROCN5NsxBGBjA35H5mtCSGOQ5dFJxjdjkc54PbkA/hVWzV0up0kkMjLgbiAN3A5OOM/Qfl0qn0DsZuuW2rz2iwJd2zmXzE2JEYy+Yn45k5+nY4PQGtCODUZLtFN5Z+YFLA/ZWwBkdR5nrjv2PXtD4h+y/Yl+2eds/eY8nGf9TJnr/s7se+K2IE23MJKgM0bk8Y7pjPvjFDGxnk6x/z/AFj/AOAb/wDx2orqLVRazGS9s2QI24LaMCRjnB8w4/I1q1Bff8eFx/1yb+RolswlszI8rVf+f2z/APARv/jlHlar/wA/tn/4CN/8cq9RTGVLGPVMzol5agh8sz2rNkkDp+8GABgY5/oLfk6x/wA/1j/4Bv8A/HahhYRzyyk4CSZJz22jP+P4CtWkhIxriPUhf2ge7tGlO/y2W2YKvHOR5hz+Yx71a8nWP+f6x/8AAN//AI7Trv8A5Cth/wBtP/QavUo7v+ugo7v+uhlXUWqi1mMl7ZsgRtwW0YEjHOD5hx+Rqt5Wq/8AP7Z/+Ajf/HK177/jwuP+uTfyNVqfUfUzJ478KnnXVq2XUJttmGGzwfvnj24+tS+Vqv8Az+2f/gI3/wAcqW96Qckfvl6d+as0dQ6meY9S3KHvLQ/MpAFqw53AA/6z1I+vt1rQ8nWP+f6x/wDAN/8A47S4Btt+F5mQAgc4Dgc/jmr9HUOpzGpR6iNc08SXVq0hhn8tltmAXmPOR5hz+Y/GqVpDq/8Abl8Ult/L80B5DG20N5SfweZ6Y9a2dW/5GLS/+uNx/wC06Zp//H5qf/Xyv/omOhbsF1HQRan9pVRd2YfYxDfZWxjK5yPM+nOex/BuhxaqdC08x3tmqG2j2hrRiQNoxk+YM/kKssxS8hdVDFVY8/Vc498ZqLwncm40G0VgAYYY0wMdNgx0J7fT6ULdgupa8nWP+f6x/wDAN/8A47R5Osf8/wBY/wDgG/8A8drQopjOW02LUzBLsu7QD7TPnNqx5818/wDLT1z/APX61b8rVf8An9s//ARv/jlO0v8A495v+vu4/wDRz1coAo+Vqv8Az+2f/gI3/wAcqO4TUUgkMt3aFNp3BbVgSPQHzDj8q0qZMha2uGKjasT4J9cHp+GfzpS2YpbMctvq6qFW9sAAMAfYn/8AjtQ3kWqC3PmXlmy7l4W0YHO4Y/5aHvj/AOt1rXqtqH/Hr/wNP/QxRLZhLZmV5Wq/8/tn/wCAjf8AxymldRjmheS7s87sKwtW+UkHr+85GPp69q0KinALwgjILnj/AIC1DBkvk6x/z/WP/gG//wAdqJotV+1Rg3tnv2Ng/ZGwBlc8eZ9O/Y9c8aFu7SRAvjd0OKrXy3LXUK2rohMUmSev8IGDg9yD07UMGN8nWP8An+sf/AN//jtYN5FqlvqUs80tmqrMsjTfZhjZ5RUNjfuzuyvXPT+Hg9RbLMkIFw4d/wC8P/1CucmWH/hJZfnff9tQ42DG77K3Gc9Mc59eMd6H0B9AF9cMjOup2RVZPLJFlIRu44/1nuKnjj1ItJsu7QHd8xNqxycDp+844x61o4HpUcP+sn/3x/6CtD6A90VvK1X/AJ/bP/wEb/45Ulhb6l5LSQ3lmA7NndasxJBI6+YOM5IHv361ZI3lUwTvO3g4wO5z9Ks2QCwEKAAJJAAO3zmjqHUr+TrH/P8AWP8A4Bv/APHazoItSMEZju7RU2jaGtWJAxxk+YM/lXQ1lWv/AB6w/wC4v8qOodSnPFqQgkMl3aMm07gtqwJGOcHzDj8qvQrq8sSuL6xGexsn4Pcf62m3X/HrN/uN/Krdq5DtGzAgjco7+/4dPzo6h1M/Uo9SWwkNxd2kkXG5Y7ZkY8joTIcflVrydY/5/rH/AMA3/wDjtO1r/kFTf8B/9CFXqS+J/wBdxL4n/Xc5vVYNUF7ZPNNayINyrIltt2OSuM5ckg4PAI6c9sRLfXLfd1SxPBP/AB5v0BAP/LT1I+uat66E/tnSyWbfiTA28Ebo885+nbuemObuB6ChfExL4mY0ct1dSW8kd5bSFtwjcWzqBxzkF8n8x+NXPK1X/n9s/wDwEb/45Ulx/wAf9p/wP+VWWYIpZjgAZJoW7/roEd3/AF0M+2jv31MqLq089I/vm2YqBnpt35zz1z+FaPk6x/z/AFj/AOAb/wDx2mwIU1dQd2fs2TuPIy+cVpUR6jj1OeMeofb7kLdWolG3zGNsxVuOMDfx+Z/Cn+Vqv/P7Z/8AgI3/AMcqx/zFb3/gH/oNTUQ2+/8AMIbff+ZR0xL8rPHbXdpHskO8Pas2T6jEgwOOnP1q95Osf8/1j/4Bv/8AHar6Y4jmmLFsNOy8dMnGM/y/GtiiHwhD4TKt4tVMZ8u9s1G9+GtGPO45/wCWg75/+v1qXydY/wCf6x/8A3/+O1Zs/wDUt/11k/8AQzU9OOyHHZHKvd3FpFGJNRs4lMe9Ve1diFA9Q/PT0qX7Re/ahbf2hZ+cc4Q2b845/wCelaFsAbWHIz8i/wAqlojsgjsjOgi1IwRmO7tFTaNoa1YkDHGT5gz+VPMeqAEm9sgB3+yN/wDHKs2v/HrD/uL/ACqeOMyyKpUFOrZ/z6/1ojsgjsilpkOomxRra6tI42JIV7VnbrjkiQZ/Krfk6x/z/WP/AIBv/wDHadov/IKh/wCBf+hGr1KHwoUPhRzdpHqRtkMV3aKn8Ia2ZiBnufMGfyqbytV/5/bP/wABG/8AjlTWH/HlF9KsU47IcdkVrOPUz5qx3lkpVgGBtGP8IxgeYMDGB36H6Cz5Osf8/wBY/wDgG/8A8dplo/l3UpyArSBTn/dXH6/zrToQIyoYtVMk+y9swQ43E2jHJ2r0/eccY9f6DEsLbWNMcXF3JZW0Zj+ZjahtreXCNoCOCPuMMDAymccrjqbf/XXX/XUf+gLXO+G1s/tVp9nednFoQfMQAN+6teeCcfLs455Lc8DIgWxWhup01PUW+32geSeMF/szlXzGmMAPkehyT+FaapqjKGW9syCMj/RH/wDjlJaKP7c1ngcTR44/6ZJWhRHYEZcUeoG6nCXNsJBt3sbdiG44wN/H5n8Km8rVf+f2z/8AARv/AI5Ulv8A8f8Ad/8AAP5VZJIHAJPQAd6UNvv/ADFDb7/zKlrBqhuZCLq0WQIvzG1YgqSeg8zjkH/63e55Osf8/wBY/wDgG/8A8dqaCMRXUiL0WJBz1PL81apoaMOeLU/tTA3lnv2Lk/ZWwRk448z69+49OWmHVCCDeWRB7fZG/wDjlX5/+P8Af/rkn82pKECKUY1GTUQRd2nnmD74tm243YI2+ZnOe+fwq75Osf8AP9Y/+Ab/APx2obRQutNjPMGf/HhWtSj1FHqcnd6frv8AaT3JazZEfPmfZhgrm3JbBfJxsbrz8hwRlcXo7+78gO2saf8AKpLFrNweCASf3nqR+fFVb1bP+2Zt7z+ebuMjCDaPms8jrk8+Xz2y3BwM9Dbky2iO0Qid1B2Zzt9Bmn1L6EVo6z2MbRyCUkqzMFKgkkMcA9uauVDC/wC4g3ZLOB274zU1MlBRRRQMKKKKACiiigAooooAKKKKACiiigAooooAr3sK3Fv5TZ2l0zjOeGB7c1VOh2BeNmidvKbcgMjYU+uM8n61cuU8yHaehZex/vD05pi2FstyLhYgsoJbcOMkjBz69KBWLNFFFAwooooAKKKKACqbala7eJkB6/fH5VcqGNA8RB/vt/6EaAIF1K12jdMme+GFL/adp/z2T/vof402RCjYP4H1ptAEn9p2n/PZP++h/jVG51mzaz8wzJujKE4YdTjPGfQ1arP+yRgSAMczyjO7ooXnH0wp/E0CexSvvEVsLG4MEojlETbHZ0IVsHBxk557YNZP/CSQWt7c3yS4t7wMYlZCcuqooJ9ACrd+4/Do9StIo9NuntrSIzrC5j2whjuwcYGOeaxSfs+rXcYtBKsZcA+Q8qqTsZRhQcZBPOOMHHoajy2XN/X4mL9pdL+vyEfxcMW6LPZrJIATuyV5HHIOF54O4jGQfo2HxVFdToZHjZLf985iV+ikdmAz3/Me+NSObE5jSzhVWQNg20iL9zPLlcDqRyO+ODxTppUlgila0GY5AHV7SVCxOSQCy5YE54AJ9uaVRxt/X+ZUubl/r/Iy18W6ZdXUM2reWyx/vbdoVfcpHTcAeuQeD7Hoaz9R1rRJLiOfTvOVfM3XSOSAUbAYqC3L9McH14xmu2jfSw8QSwdWlGFP2CQYBJX5js+Xv1xxz0NMWTSGVyNOkwgyc6bIO4HGU569B9e1ac0P6/4cdpf1/wAMc9caroVvHBDeghvY7ipzkkhTkcnIyPpVw+L9GDun2glkByAvBwMnB6Hv0POOM5GbcBskitWNqfMkwFYWzHDDAySF457ng9elPa4sv3sbWspEYww+xyEHkDj5fm6DpngZ6Coi42X9fqKKlb+v8jJuPFFl5KXUUzRJK8ahnXnaHO/jk/dyM49OnFWrXxxoqssKySkuw2nZtUZ9SSAOSck8VIlzp6TlxaTAADbixkyCCecbcjtz7e1TzNYpcbGs3Z4xuO2zZlIAzgNtweOAM9cDrRFx6/1+IJSt/X+RWbxppF3Axiab92yuwKgHAO44GcnhT+nqKmTxxoLyBFumyxwCYyo79zgDoOT6jPfE8smlvb74rB1AkQHNhIpIzk4ynPAP5gdSM2zdWLTLEbWYtJjk2Mm35s9TtwPvHOemTnvReN/6/wAxpSvr/X4GTJ4x0i8t7iKCR2OPLBIC7i3AwCQSPoOO+KqHxdpNnHFFLJIXC4YKudpBKkH06fkRWzO2nXFndTJZMHVeWksnRtx6EblBPPU9upxVZfsSrbRS2pd2RcEWzOoz6sFIHOep96Lw5v6/zJtLm/r/ACKT+MdIR5F8128sfMVAI6gcc/Nye2fXpzTI/FOkozXMk7okxGwFcnAwM7Rz2PPtV/z9OkDMbKU7FGd1hJnHAGMpz24Hb6VFDd2UU8hFtOFOCoW0kOOn8IXI5GefaiTjpb+vxKtK+v8AX4GZr/iSxntZbO2uxvaOQSBSpDAwsQA3T7xXoc8Eemd1vEenm5SUSxlVRlJFxCQCSuMnfgdD1rN1wwvY/uLKZZY2aSVntpEEcaRseGwFP3QOpHI9ARvJp1ok8EZs4APJbcu0MMgr3I578mqlycqfW/8AXUmXPe39fkQf8JNpm0n7RBkEDb9qhyff7/8AnNRzeItOnt5YlnhDPGwX/SYTk4OBgOSSenStT7BZhSotINpIJHljBI6dvc1DdWVpFaTvFawo4ifDLGARwaUnCz/r9RtSt/X+Rmf29p2PmuoFburTxgg88EbuDx+o98M/4SLT/wDnvD/4Ew//ABdaAt4Au0Qx4xjG0e/+J/M037Daf8+sH/fsU049f6/Edpf1/wAMUE1uwjnkD3ESq7gqzTRqCMAZGWyRx1FT23ibT0j2NNBheFxcwjjt/HUsVtA1xM5hjLiQEMVGRwD/ADp32OzR1drWHaD8w8oHIP8AnNTBxtr/AF+Ikpf1/wAMQT63p8l7ZzLdQGOMsJGE8ZCbgMEkNgc5H4HGeKmbxNpgOBcQNwDkXUP5ffqe5ghXUrBViQLlzgKMZCjH5YH5CrLWFm5y1pAxwBkxjoOB2pQcbu/9aLzBKV3b+tPQzLvxDp0lrJHHcwO8iFQq3EROSPTdz1xxnp9M128QaeuMzxA91M8QKn0ILda0tWsYZNNkEcMSsgDKdoGAMZx+C4/KoVsrby0V7aHKrjBUNj8SKpct7/1+Ye/zP+v0M6bW7CdYwk8bOsisESaNmbHJ4VjUsmv6eqnZd2zN0H+kR+/+104H5/XE91bW8aRqkEahpUyFUDPPf171citIZpD5lvGyAZ+ZQcnJ/wAT+dK8eZ9v68x2lf8Ar/IpSeINNa2VIpofkdMKLiI/KCCTw5wAB1NSjxNphDE3EAwMgG6h59vv1bubK0S32pbQqGljyBGBn5gP5E/nUosLNQwFpAAwwQIxyOvp7CmnG7/r9RWlf+v8jnbzWbK51mxuEnhEcMcqufPjYDcUwSVYgdO+PbNMs9a0+O41BjdQfPOGUefGCf3UY7tg859uDV7UbaCHX9MSKGONWimZgqAAkbME/TJxTbGCF7nUkaJGUXCqAVGAPJi4/QflSTjd/wBfqNKWv9foRjW7JrhH86NUAKljNHgZI77vY8daboniKwt9EsYJLiIvHbxq2biJedo4wWB46dO1Xfstul1Ftt4lwrMMIByCuDVfQbe1fTNOea3jcvbRqS8YPOwYOT+X4ihON3/X6glLX+v0LTeJtMViBcQsAcBhcwgH3GXqZfEGksSDqVmuO5uY+eT6N7Z/Ee9WnsLN2LPaQMxOSTGCSajtLJrfUL2f5BHcFCoXrkA5z9Sar3Wn/X6h7yf9f5GJZatpsEEwbULQsZ53AE6gkNIzDqR1BHtUj+INOU4F1A/uLiL192qayBmsrlX+fdcXK4ZiMjzXGM9qLLTo4rOKK5ihlkQEbiue5Pce9EVHlu/6/EHzXsv6/Ag/4SLT/wDntF+NxEP/AGepBrunPp0yrcwebKrYQXEZYkgAcbuuO3sfbNoafayOqfZYvmPJEQ6dT9PTPvVq7tLaPT7gJbxKBGxwEA5xn+g/IUpOPL/X+YmpWd/6/Apr4m0xmANxAoJwWN1Dge/D0y71/TZbYhLu3Zsq20XEZPBUno319vlPbGdNbCzRgyWkCspyCIwCD+VRX9tALQgQxgbkXAUdNyjH5AfkKUnG2n9fiNqVn/X6GR/wkWn/APPeH/wJh/8Ai6a2u2EjxkTwgISxPnxH+Ejs3HJA545rQ+w2n/PrB/37FRvaWySQ7LeJdzEHCAZG08U5OFv6/wAxNT/r/hiKHxJp8Ujr9ot2Q85FzCMn15f6VIfEOnNcxS/aYNojcE/aIsAkjAJ3Yydv6+xxK9nasS7W0TNncfkGWPX9asm0theQqtvDt8lwAEGMZX/4o/mfWiThb+v8wal/X/DFRvE2mKxAuIGAOAwuocH35esGXW7U6y8/nW/lNdLg7ouggIPzZwTkjnPT5c/w11zWFm7FntIGZjkkxgkn8q5W7tYh4kcQKpVbgJ5DKFQsYM7eM/LgFs4+9xjvTvDT+v1FJT/r/hi+3iDTgARdQNnsLiLjgf7X+cU2HXNPEkhe5gQOwZS08eCMAf3ueh/I9+K0msYWADWqEDoDGOOAP5AflUUFpDHJOy26LtcdI+gwp/nzUtx0/r9SmpX/AK/yIIfEOmpIW+0wnAxgXUQ64Pdx/nNOg8R2EUZV5EUl2Ybp4lyCxIIy4yOeo4rR+xWcUCLcQwtg9WQHk+n5D8APSq9tFpZDJJHZ+YJHXayrkfMcD8sfhReF1/X6ialf+v8AIYviXTGBJurdcdjdQ88H0f2x+I96z4tdsYYkjkljVkUAhpo1PT0LA1tKNKj2ov2NfNJVQNo3noQPXqR+NUbeztWtoma2hJKAklBzxTvHm/r/ADC0rrX+vuK0+tadJDJGl5bszKVUCdCSecYAbPYfmPfCr4jskkXE8SkHDK08QOO4IL5Bq5cxRi2mYRpnYxztHof8T+ZpfsNp/wA+sH/fsUk482v9fiNqV9P6/Aqahr9jd2ckEMsbO2MBZ4mPBB6K5P6VZbxNpgOBcQNwDkXUP5ffpL60tF0iR47aBZEwMqoyOR3x1x/OtFrCzc5a0gY4AyYx0HA7UJw536L9fMlKXM/67+RzmpazZ3eo2DRXFvsjEhk/eRuVGY+Syk7R17jOOnHE/wDwkWn/APPeH/wJh/8Ai6i8S2S/arO3tGW3aWOUIixgJnMYLH36Dp69O+hHYWyxqrwQOwGC3lKMn1xRHku3/X5gufmf9foZ0mt2UlxDMssZSLduImjIGRgZIbA/HFWf7e05XUreWzANzi5iBI56Zb2H4H8nTWlsLy2UW8QVt2RsGDxWlBZwyq7SxQyIx4UoDyCck++Sf8mknG79f0XmOKlr/X6GYuvWB1P7SZ4li8kpuM8WN2c4zuxn2zn8OasyeJdMQ4W6t368rdQ+vu4+v409bS2TWti28Kp9mJ2hBjlsH9OKuyWVpKcyWsLnnlowe+f5kn8aIuN3/X6hFSs/6/Q5865ZLeTzmWMJLt2kzxAHAwcHdg/gTUqa/prAZu7deehuI/b0b3/Q+2Zvsdr/AGjdp9mh2rs2rsGBx2qwltAgASGNQDnhQPT/AAH5CiLjb5v8/UIKX9f8MZVtrVlCZBJcRx+bIXVmmjGAeh5bke4yK0k8S6b5IZry1L7RlRcxDnjIGW9z+R9swWNtBumbyI9yTMFOwZXHTFaFtbwNvieGFlIyFKDpwCPpwv6egog42X9fqEFLl/r/ACKEHiOwhQrJIitvZsPPEpGWJGQXBHWpV8Taaxx58XQ4xcQsSfQAOSSelWbWws3iYtaQMfMcZMYP8R9qZfaVBLAEtrO1DF1LEjZ8oOTggE84x+NVDkcUv6/MXvqN/wCvyMuPXbCGCKNp4dyqAw8+IFSOMEFhUg1/TSuftduDjp9ojz3/ANr2/Ue+JLGyhNlF50MUjYJBKg8Ekgc/WrQtoAu0QxhcYxtGO/8AifzNHu2t/X5jhzWX9foZkOvWMUKRvNEGRQpBuIgQR7Fs1PbeItOjLs00GWwARdQ9B6/P6k1LbWNrLBAGtoSzqMkqATxzz69a0v7Nsf8Anyt/+/S/4U4uFlp/X3glO39f5GRYa9YWlhFFLPEJFLAo08Skc5BIZge/+eKsx+JdMc4a6t06ctdQ+vs5+v4U/SbS2l0uEy28L8sfmQHnOP6D8qux2VpEcx2sKHjlYwO+f5gH8KiDjyL+v1CClZf1+hz1trljBbJG88QdcgqZ41I/AsKk/wCEi0//AJ7w/wDgTD/8XViztbeSyi3wRNxnlAef8gVN9htP+fWD/v2KqDhyq/8AX4glO39f5GemtaeRN5lxCqyHIDTxjcNuOPm55GM+/wBcW4/FOntGpaaHdjnFzCOfxenQW0AedRDGBvxjaP7o/wAT+Zqe3srPzdrWlsQw4zGuc/l6fyoi421/r8QSlb+v8ivFr+mpLcFru3AaTKE3EQDjaBkfN0yuPx9jjn9A1uwt7tWf7Mg8rAxOo2/urcYG5+mUP3vm49mx18FtAZrvMEZzLzlBzlBn/wBCb8z61y/hayha6iSdoLjbA2SdzeblYGDAMOwfqcH5ulOHJZt/1+Ivf2X9fgTW+sWSapqE73EKx3MqFWM8eBiNVPO7B6ds/nxVlvEOnA8XEB4HIuYv/i6daW8P9taovkx7Ypo/LG0YT92p49OeauNZ2rHLW0JOAOUFTFx6/wBfiNKVv6/yM2DWbFbmaV7iFEl27WaaMA44ODuwfw/nU0PiLThMCZocKM/8fUI56f3+e/6VLbQQre3IWKMBdmAFHHf+YBrQg0yzWIF7OEs3J3Rrke1EHCzv5/n6iipW+/8ArYz18R2AuXlMiBGRVUmeIA4LZwS+D17E1YfxJpagkXls/OMLcxc9eeX9h+Y98TLYWZvJFNpBtEaEDyxgct7Vae0tpARJbxMCckMgPPJ/qfzNEXH+v+HHFSt/X+RhSa/p73TSGeFUKBQTcRYJGTjIbHcfnzikfxBpynAuoH9xcRevu1XpbO1S9cJbQqPKXgIB1LA/pQ9rbyHL28TH1KA98/zJppx/r/hwSlb+v8jMj12zTUFufOjEWzyyfOiwTnOM7seh65rTTxJpbAE3lsnOMNcxcdOeH9z+R9s1TZ2x1Ex/Z4thhzt2DGc9a1rWC2MKsltFHznaEAwcjP6qPyFTFx19f66hBS1/r9DkLrWbF9Xa4BtigmGczqdxLWxDEh8ZHlnoccDPR8bJ8Tae1qUSTaCmA7SR4HHXhqyb+xQeJGVJYUgNzEfLwwChTACmAMZbzB04+Y5I5rpnsLP7IGW2ty5UbXVByx6EHHrVVFFW5RL2jT/r9CS+u4LJY5J2CRLnoO/QADv16CrlUr+xi1SCMNJIij5gYzgkEY/rV2oNgooooAKKKKACiiigAooooAKKKKACiiigAooooAiuZhbxeYQMBlBycYBIBP4ZzUMWpWk1x5Ec26TcyY2nqBkjOMd6tUYHpQAtFFFABRRRQAUUUUAFRwfcP++3/oRqSo4PuH/fb/0I0AOdA64P5+lU3Qo2D+Bq9TXQOuD+dAFGmPB56kKeUDHA7kqRj2+9UroUbBptozLfFOMOrN+W0f1NAFTVFSTSLxZpPKjaBw77d2wbTk4749Ky4/tdx4kvYYp5beFeWeGNOSEi2gkqf7ze/HoK0NTkX+wbyTYHX7NIdjZwRtPBxzVGxWM+Lb9zJiQAhY9v3gUhyc+2Bx7+1J9BdjWgs5TeRM93cSxKMtGyx7TgdSQoOc4PX17cUl7azRRwK+oXMxe4QK7rGDH15GEA/MHpV+0U7XcqRk4HuB/9fNRap/y5/wDXyn9aU/hFP4Ry2U4aInU7tgn3lKxYk5zz8n4cY4HrzTVsLlVcHVrxiwwCUh+XkHIxH7Y5z1q9RVFGHBBI1vakXcyhAGIATDg87Tleg6cYOO+eac1pMWkI1G5Af7oCx4TnPHyfhzng+vNS2v8Ax6w/7i/yqWlHZCjsjOFlcGd1/tO7BCqd22LJ5PH3McY/U+1WJLaV52kW+uEUggRqse1eMZGVz79evtxUi/8AH1J/uL/NqloQIqJazpamE6hdNiWPYWEXA3Y4wnYkHv8AdHbIN8WU/nI/9p3ZVduY9sW1sYzn5M898EdeMVWuGEarIxACum44zxuB/oK1aOodTOntZotPug+oXMxKZBkWMbcckDag69D+mKqRQSSJbSLdzRqqLmJQm1vrlSfbgitW+/48Lj/rk38jVG1/49Yf9xf5UvtC+0QLZXAVgdTu2LDAJWL5eRyPk/Dn1qtDYXE19JCuoXC9N8gEW5hjuNuPQcAVq03TWVru5IK5OP4ecYHOfSm+g30KPiJb20s5p4rueaJ0m8yGSKNo0XyZGGfkzjcFHJOehzmtl/8Aj/i/65P/ADSsrxckbaQxkl2MqTFF253n7PKMe3BJz7Y71qv/AMf8X/XJ/wCaUMGT1Bff8eFx/wBcm/kanqC+/wCPC4/65N/I0S2YS2ZWooopjIof9ZP/AL4/9BWpaih/1k/++P8A0FalpISIzJv1GwUjDJ5g5Ocjbwf8+9alY7skeqWTNgZLLn6jA/U1sUo7v+ugo7v+uhBff8eFx/1yb+RqtVm+/wCPC4/65N/I1Wp9R9Ste9IP+uy1p20YSIHBBf5ju65/zx+FZl5tY28bYIeZQR7ZrZo6h1ILz/Ur/wBdY/8A0MVPUF5/qV/66x/+hip6OodTE1b/AJGLS/8Arjcf+06Zp/8Ax+an/wBfK/8AomOn6t/yMWl/9cbj/wBp1nWcU3/CS38qx5g80B3yvBESY7Z7np60Ldguprt/x9R/7jfzWs/w7A0OhWmJM74Y3TgnYdo9Se/PatBv+PqP/cb+a1V0AMNB0/eQT9nj6DHG0Y/ShdQXU3Y3WRA6nINOqtaOPmjyMj5gMY4P/wBfP51ZpjMPS/8Aj3m/6+7j/wBHPVyqel/8e83/AF93H/o56tsQqljwByaAJ7Rcs0m7I+6B/P6//Wp99/x4XH/XJv5GpI08uNV44HOBjJ7mo77/AI8Lj/rk38jSlsxS2ZPVbUP+PX/gaf8AoYqzVbUP+PX/AIGn/oYolswlsyCopv8AWQf75/8AQWqWopxl4R6uf/QWolsDJap+dfLfCO2iRliT5Q/VlLLuwc8YHT6d6a2mAx7Bd3SDjG1wMcY444rOFlcGZdxvo2ZOCLobtwXHBwRySB+R4xQwlsX9XuNa+xXqxW6RJ5cm2beqlRg4Od4xjAOffpxzm6hb2tmymeFo72R08uJtRky7lvL3B87iAuO2QOwyan1ezuodHuVkOoND5DGV/tQfblctwcbgMeoz+tR+L5N9zpxA4F9b/jzJQ+guxsG61srxY2IyOD9rb/43SyPqkdzL9mtbeSFnDbpLkox4A6BCB09TU88IurTyHV1VgMkbT0we+R+lZ50lredZbTzWZyI5C7DKpnJIIIPYZ55plBd29/eHM2nxfe3YTVZkGcAdFQen8/U5rRaTPFL5q6ZDv2GPcdVm4UgjH3PQnnr3681q29ksNy06GUM2AwYqA3Xngc/596tgv3Vfz/8ArUrXAwP7Jn8tI/7LiCoxZcavOCCcZ5257fz9TT0stSjnWZbOLcoAAOpS7emPu7Nv6e9bmX/ur/31/wDWoy/Pyr/31/8AWpgc+NOvFjdJLdVU/Nk6pMxyAcdV6c8jn6HFOXT9RVo2FomY/u51Wcg855G35uvfPHHSt8Z5yAPTBpaAMEWOofv82cRM33s6nKR1B4UoQOg6DpxTjZ35jVPsfCkkH+2bjPOO+3J6dPr6mtyiiwWOfuNNvLicztYR+bzhv7VmO0EgkKCny9B93HQU06bqBjCfZVwCT/yF588477c9v5+proTuyMEAd8ikw+R8y/8AfP8A9eiwWMKex1K4fc9pCCTn5dRlXsBxhOOnbFOSyvUhMS2ICEhv+QzcZ4z0O3I6njvx6CtvD/3l/wC+f/r0YfH3lz/u/wD16LBYxha6gLhJ/sUe5AoH/E0l7Yxn5Mkccg8HqQSc0qW+oJDJELJSsmNxbWJywx6ErlfwxmtoZ70UWCxz407UFmEi2iZUgjOqzHJHqdmW+jZpq6bqCqwFquGGDnV5z3B4+Xjp2roqKLWC1jnf7N1AxhDax4BJG3VJlPOOpCAnp3zTxYaiLgzfY4yx3ZH9qz4GQQcDbgdTjHTtW6VJP3iPyoCn++x/L/ChKwJWMOS2vIrY+baokUe5y51mdMDuSQo447+56kk03mc+KrDTbtJovPgfKQ6nO2MD5WPC/wBxh75JPvu6tby3Oj3sEJLyy27oi8DJKkAVgX//ACU/Sf8Ar1b+UtAD3W6tbyz/ALP3yPNbSM6SzMycGPBALYGNx6fT6XGn1YJEBaRM7KS5yMIcnHG7njHf/wCs6Ip9v08FW3/ZJMHPAGYs8Y+nf1/DROcfKNzdh60lshR2G6QrPbxvLHtKqAhz19/yx+taVV9PULYW4UYHlqfzFWKFsEdkUdF/5BUP/Av/AEI1eqjov/IKh/4F/wChGr1KHwoUPhRj2H/HlF9KsVXsP+PKL6VYpx2Q47Iih/1k/wDvj/0FakJYYZMblORn/P4VHD/rJ/8AfH/oK1LQgRYtWDSXLKcgyAg/8AWsHw55pvIw9msIig2HCMvlHybU7Dn8fvZb5cZ4rZ04qHuUHUSBiPqo/wADWJ4Zd2vhuvPN3RZblj5x8i1+fke564PzdOtCBFm0/wCQ5rP/AF2j/wDRSVfqhaf8hzWf+u0f/opKv0IEVrWPzdSuUKFkOzd6AY/yMVs1maZzfXvBH3Ov0NadKG33/mKG33/mQJ/x/wAv/XJP5vU9QJ/x/wAv/XJP5vU9NDRQn/4/3/65J/NqSln/AOP9/wDrkn82pKECKv8AzFf+2H/s1aNq4yyF8t94D0H/AOv+dZ3/ADFf+2H/ALNVuN/LmRtucnaT3AP/ANfFKPUUepkXnm/26yCzVg84cHYxLgNafPnrxz0wvyDIODW+6vJDEDkNuVm7dOTXPXruPEJxebcS4HLfIC9nlOn8WT04+fk9cdCr4+z4Bw4xyckcZ/HpTK6EH2qCzQtc3CRxRxoC7nCg5I6n8KWHU7K8V/sd5FOU+95ThsdcZ9KzTpumXMs0kmnWjOZXDEwqSTuPJOKRtE017uW5ksrd3lADBolIyCSW6dTu5PfApgbYmjwMvk/Sl8+P+9+lYv8AYulf9Ayz/wC/C/4Uf2LpX/QMs/8Avwv+FAG158f979KPPj/vfpWL/Yulf9Ayz/78L/hVmLw9pQ+Z9Mss+nkJ/hQBoLcRPcPArfvURXZcHhWJAP8A46fyqWq9pYWdlv8AsdpBb78bvKjCbsdM4+pqxQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABUcH3D/AL7f+hGpKjg+4f8Afb/0I0ASUUUUAVbn/WD6VFZkG+mBHKxpj2yWz/IflUtz/rB9KS1I80gHJIIPtjH/AMVQBlamZY9IulhdY9kUimUsR5YCkbhgE54B/wA81o948VSI0EcZeFvLlUfMw/dDJweecjkZwo/GfXbmOG21CDyS+YZGbP3cFSTnBBx16c1W04Tp4puptkhVlLeQsihidsagkFsHGG5Gcbh60WvYzclojqUUIioM4UYGap6p/wAuf/Xyn9amWeRgSbSZcdiU54Po3tj8R71T1WZlNoPs8n/HwpByvJyeOvfrSnF2Cclymi8scbKryKpboCcZpIpopl3RSJIvHKsCORkfoQapTRR3c8Mtxps5eAl4yzpgEdOA/X0+tYWraE8t3bXOm6fcQyeaftBLxNvjYYbAZjzjgduTWij3/Qrm7GpZ3MDRQxLNGZPLB2Bhn06fUH8qtVj29ra3UULtZzyfLt3mTgc88bumc9q0zK4XPkSE46ZXPb39/wBD7ZmMfdQoyVgX/j6k/wBxf5tUtU4rlnvZFFvKCAitkr8vU5PPv2qVp5AeLWY8DkFP/iqIxYKSsOuf9WP99P8A0IVdtJMoYyWLRgZJ7jt/n2rKublwihrWZcyKBkpydw4+9VpZ5IpFYQSMM7SAV6c89fYfgfrhcruCkmy5ff8AHhcf9cm/kao2v/HrD/uL/Kpr+4kFpcr9km27GG/KYxg8/ezj8Kp287i1g220rgxjkFf6mjlfMLmXMW/LMp2Ald3BI7Cltj/xNrwZOfl47fdFMt5JAxlNjcE4wp3J079WHf8AlS2krtfXTG3nUllBBK4HC++M9+vSm4vQfMrkXiDeYrVIraK5leSRY45fulvIlwDyBz0OeME/UX3/AOP+L/rk/wDNKxvFks50dtiPGuybepkUbh5D8YzzgnOP9gnsM35LuQX0ObOcMUcKuUyeVP8Ae9qHF2CUkaNQX3/Hhcf9cm/kab9pl2k/Yp8ggbd0eT7/AHv85qG6uJGs7gNaTRjynyzFMD5T6MTRKLswclYSioY5zJEsiwyYZdw5X39/YfmPfCfaJf8Anzn/ADT/AOKpqLY+ZDof9ZP/AL4/9BWpap29wXnnCQyMvm7Sw24GAAe+e1S/aJf+fOf80/8AiqUYtoSkrFe+gM1zEgmMZdSFwmegOe/v2/8A1aungpaiNpmmdCQzNnPr3J7EVlzyH7dZ5icEluDj0Hv2z+lWo7qSKYf6NOysAMApjJ+rfh/kUopttApK7Lt9/wAeFx/1yb+RqtTr+dxYzf6NLgxtk5T5fl7/ADe/b0PtmqLp3jR47aVg4BX5kHXp1b6fnQou4cyuOn5ED5OPtKKBj0znn/PStasm9naGyiea3nQQyoSfl+bnk4BP9OSK0HmkUEi2lfnGFKc9eeW9h+Y98FvesHMriXn+pX/rrH/6GKnrPu7p/IXfazITNGFBKfMdwPZvb9anFzKQxNlOMDIBaPn2+9T5XdhzK5m6t/yMWl/9cbj/ANp0zT/+PzU/+vlf/RMdN1GSR9d012t5I8RzKAxXJzs5GCemOf0zUenzk3WplYpGb7SCU4BH7qMdz9eenH0pKLu0CktS+3/H1H/uN/NazvDFx5+h2qk/NFEiH2+UY/TB/GrX2hmvY1NvKp2HIJXgEjnrVbRLknQ7DyoJJVFvGNyMmMhQCOW7HI/ChRd2CktTWRjHIrADrg59D15/X8Kv1jtOxLoLWVwDtOCmD+bVo20ryx/OhDDgnIwTk/4A/iKdik0zK0v/AI95v+vu4/8ARz1fhQvKvygqOTn9P1/lVGwBjt58fOftNw2F75lc45q3bTTIGY2E+W6ENH0/76+tCVwckjQqC+/48Lj/AK5N/I00XLtCsi2szbgCACmec/7XsPzHviC9uZTZTg2U6jy2ySY8Dj2ahxbTJlJWNCq2of8AHr/wNP8A0MUsc8jnDWkydOWKevsx+v4VW1C4k+z4NpNjdGd2UxncOPvfh/8AW5olF2YSkrC1FN/rIP8AfP8A6C1CSuwGYJF56Er7eh9/0PtmCW4k8yHNrMPn45Tn5T/tUOLCUlYuVVmto3uSPmUyo+4qSD0Ufyp/2iX/AJ85/wA0/wDiqZLM63ceLeRjsfoV9R6n/OR70SiwclYztWs0Sxlks9NS5kKu7De3LgDjHVgcdO+BVbxLvL6WZAof7bbbgpyAfnzg1d1GWWbTdQgaJkD28mGdlwvynOcHp0/Os7xJcpLfWkKghodQtg2ffeeKUk1YFZ7G3r//AB4W48y5jBlGTbOyuflb05rBktbmV1W2u9VQjlvOupBkeg6/56ZrpdS/1dn/ANdf/ZGqGgsxorYTTeWt5rIHXe1y4X881Z/sr/qJan/4GP8A41oUUAZ/9lf9RLU//Ax/8ajk04o8SjUdSw77T/pj/wB0n19q1Kgn/wBbbf8AXQ/+gNQBW/sr/qJan/4GP/jR/ZX/AFEtT/8AAx/8a0KKAM/+yv8AqJan/wCBj/40f2V/1EtT/wDAx/8AGtCigDP/ALK/6iWp/wDgY/8AjVeGxeS7uIjqOpbYtuCLx88jPrWxVK1/5CV7/wBs/wCVADP7K/6iWp/+Bj/40f2V/wBRLU//AAMf/GtCigDP/sr/AKiWp/8AgY/+NH9lf9RLU/8AwMf/ABrQooAz/wCyv+olqf8A4GP/AI1e0hS2mQFpZ3Yrks0zMTz6k04AnoM07RY3fSrcgcbev40AWNn+3J/38b/GjZ/tyf8Afxv8asi2bPLAfSni3QdSTQBn3EebeUeZKPkPIlYHp65rDv8A/kp+k/8AXq38pa6qeJBby4UfcP8AKuS1WVYfiTpsrAlUs3Y464Cy0AakTuL/AE+MMwRrSQlc8EgxYOPxP5mtSFBJMuRkJ83Xv2yPzP4VkKGW8sJ0iMn+iOpC4B5MZHUjjg/nWvZPJtJazmjLHJLFeecD+LI45/A96cYvlTIUlaxNY/8AHhb/APXJf5Cp6oWtxItnbhbSaQeUmGUpg/KPVgaspNIwBNtKnOMMU46c8N7n8j7ZFF2QRkrFfRf+QVD/AMC/9CNXqydIuZBpsIS0nkXn5lKYPJ9WBq59qm/58Lj/AL6j/wDiqUIPlX+YoSXKijYf8eUX0qxVKxmYWERSGR+P4SvqfU+361OszkEm2lXHYleeD7/5zRGL5UxxkrIWH/WT/wC+P/QVqWqcVw3m3Gy3lcCTGVK9gB3NS/aJf+fOf80/+Kpxi2gUkPtn8u5lfC48zDE9htXPP5H8KztEBihtbsWLrEloFhMZDNIrRw/ewPmbKEZ+XhRwc8XIJGZ5swuMycgleOF68++fwrP8OXl9Jeyeftk8w5mKNHh28q3Acc8qBknHHzj8Eouw4yRNpson1fV5FV1DTR8OpU/6pO1aZDsMRgFz0z0rNgZ01jVmETsXeJtoIyv7tBg5OM/Tj3q/byyNJv8AsU7bOBho+D/316fzpxi2hKSH2ShNSvlUYVRGAP8AgNaFZdnMx1G/b7PIG/d5TK5Hyn3x29e9W2uZVYgWU7AHAYNHg+/LVMIu33/mKMlb7xyf8f8AL/1yT+b1PWfBdGS9ucW8odERWQlcj7x9cenfvU32qb/nwuP++o//AIqqjFsakrEU/wDx/v8A9ck/m1JUMs8jX7ZtZlzGgOSnAy3PDf5xQ0zgAi2lbPYFeOB7/wCcUKLBSViP/mK/9sP/AGarLDKkZIyOo6iqKSs2qcwyIfJ+6SucbuvBqw08gPFrMeByCn/xVTGL1FGS1M+aRJbyeVbUtD9thEkhYB1kJtdoHHC+o5yU6jIrdjkWWSAKysFVmyowMj5en4muda6vP7YBQBfLYqqFowVRntyynnGThuCc/vFx7dFZNHIp2RNGYf3WGxkYx6HFNqzLUk9Clb4E92B90TnH4gE/qTVXULZZ7j57A3C7B84kC85+6Rkcdz/I1pyRLFI23+Mlj7k1nXcM5vVliiVgAoJyQepJ7gdPbvQUVW0q1yNunSEb1yTMQQOuRz1B/wDrVNBoVg6KfsjRuf4fMOQfqDUw0SylJXyOSclgxBzz3/E/nWzFEsa4HJ9TQSU9N0m3055Xh3Ay7cqTkLgdu/fnNaFFFAwooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAqOD7h/wB9v/QjUlRwfcP++3/oRoAkoqk1vffbjKt+Bbk8QGEHAxj73Xrz+JFRSWmqOxKaoqZAGBbggevU/wBfz7HUCxc/6wfSizh2GSRsfO+V+mFH81ouf9YPpSW8u+GJhwPMZTz6Fh/PFAGbrVslxBqG7yUfy2CSyceWdnUt2APOao6Xaw/8JLNbz226MxPJFuX5Cp8s5Ckdi2Ac8Yb140fEIxY3xaNmjNo5fadpICtnnB5xgdD1FMtiT4wuttwsqiE7kYDdEcRYVc84x8xxxlhnnFNTktEzNwi2m0aq2VogIS1hUHqBGBngj+RI/E1U1W2gJtSYIyWuFUnYOQSSR+JOa06o6p/y5/8AXyn9amcnbcJxXLsSrYWaHK2kCnBGRGOh4Pak/s6x/wCfK3/79L/hVqir55dyuSPYxLW1t/Ihk+zxb9qndsGc465qY20BXaYYyuMY2jHb/AfkKLX/AI9Yf9xf5VLUxk7LUUYq2xUS1t1u2228Q2qpXCDg5bkVI1nasctbQk4A5QU5f+PqT/cX+bVLTjKXcFGNtinPZ2qxgrbQjLqOEH94VYMEJzmJDnr8o56/4n8zSXP+rH++n/oQqWlzO+4KKvsRS2tm1hcN9mg81EbLbAWzjg5xnPeoYLOCW3gUwQFygALoD2yf6mprljHBM2RtaJlbjrxx+v8AOptKUNbRycHCBRx0455/z0o55c24uWPNsTHT7I43WkDYAALRgnAGB+lVrS3t01G6RII1ClcAAYHCnp9RnNaVUbb/AJCt38q/w855+6KblJ21HypPYzPFNrH9ht1gtyZfMYxrEMFisLttwBzkIBj6emK0WsLMXkai0g2mNyR5YweV9qh8REi1iP2hbZAZN82AWjHkSfMo65Bwfl5xntmr7/8AH/F/1yf+aU5VJctricI3vYb9gswpUWkG0kEjyxgkdO3uahurK0itJ3itYUcRPhljAI4NX6gvv+PC4/65N/I0pTlZ6jcY22KIt4Au0Qx4xjG0e/8AifzNN+w2n/PrB/37FT0U1KS2Y+WPYqxW0DXEzmGMuJAQxUZHAP8AOn/YbT/n1g/79inQ/wCsn/3x/wCgrUtKMpJaMSjHsUp4Yhe2iiNAMscBR2Ax/IflUz2Vq/3raI8YzsGcdKZcf8f9p/wP+VWqmMmm7P8AqyEopt6f1YivrWC60qQiGKN4xu4UHaVxwPqFA+mKdFY20syg28BVByCgPBzgfnk/hSTOsdtc5wA8TDOe+OP8/SrtooEe/bhn5znOR2/Tn8arnlfcfJG70Kl9aWsUcKpbRKHnQEKoUHnuO/f86uPaW0gIkt4mBOSGQHnk/wBT+ZqDUultwD/pCdT057Vdpcz5r3DlV9ijc2VolvtS2hUNLHkCMDPzAfyJ/OpRYWahgLSABhggRjkdfT2FOvP9Sv8A11j/APQxU9Pmld6hyxvsc/qNtBDr+mJFDHGrRTMwVAASNmCfpk4qOxSBr3UoWiRsTrhSmQF8qLj0HQfl7VZ1b/kYtL/643H/ALTqhZ2JfxDf3olICTBDHj737lMHOfc9qSk7t3BRWuhf+y26XUW23iXCswwgHIK4NVdEt7WfRLB2gidvs8YLMgOSFHetBv8Aj6j/ANxv5rWd4Ytjb6JbEyFxLFHIBj7mUXgfjk/jQpSu9QUY66Gg1nauxZraFiTkkoDmn6dbi3vrmRSMXGDgDGCP55yTT6RuMMASUO4AHBPt/T8arnla1x8kb3sU7DMtrOrhpN1zcKRjJx5zjv7VHZx2draRQzaZPO4kKF2tBn13Hk8c4zmrHh8LNFLKMlVurgqe2TK/9P51s0KcoqyYOEW02jDkv7IL5baLdsgbaP8ARARn6f8AAjz05OKbcvY/Z5QukSRvsOGNsAF4HOfbd/46T0reqC+/48Lj/rk38jSc5JbicY2ehT042k7t5elvakKpzJAqZ6HHHcHH4in6hZWv2fd9mh3bkXPljONwGPy4rQqtqH/Hr/wNP/QxRKbs9QcVbYppbQIAEhjUA54UD0/wH5CoJbO1EkIFtCAXwf3Y5+U1cqKb/WQf75/9Bahyl3BxjbYb9htP+fWD/v2KZLbQPdR74Y2+RjygPcf4n8zVqom/4+o/9xv5rRKcu4OMbbGPrNtBFp11LHBGrRI0g2qB05x+lVPElukV9ZyqTulv7Ytn23itPV9/9nXvlttfypNrbtuDg4Oe31rN8RPvfTcggrf24557vRKcnZNhypO6N/VQxhtNhAbzeCRkfcaqm25/57Rf9+j/APFVd1L/AFdn/wBdf/ZGqGkWQbbn/ntF/wB+j/8AFUbbn/ntF/36P/xVT0UAQbbn/ntF/wB+j/8AFVFMtx5tvmWLPmHH7s/3W/2quVBP/rbb/rof/QGoANtz/wA9ov8Av0f/AIqjbc/89ov+/R/+KqcAnoCacI3P8JoArbbn/ntF/wB+j/8AFUbbn/ntF/36P/xVXBAT1IFOWBR1JNAFHbc/89ov+/R/+KqrbJcHULwK8e75MnyyQePTNbYjQfwiqNkMatqIH/TP/wBBoABBeH/lpEPrEf8A4qni2u+88P8A36P/AMVV2igCmLa5/wCe8J/7Yn/4qnCC5HSWD/vyf/iqtUUAV9l5/wA94P8Avyf/AIqp9A/5Atr/ALp/maWk0D/kC2v+6f5mgDRooooAiuP+PaX/AHD/ACrkdRVX+JulKwDKbRgQRkEYlrrrj/j2l/3D/KuSv/8Akp+k/wDXq38paALclqL280q2IGwQtK2ehCmMEfjurfjsrSI5jtYUPHKxgd8/zAP4Vl6eqHUbFyWDm0lVQOVKgxZOc8EHjGPyxzuVSqS5VG+iM4wjvbUoWtlaS2kDy2sLuYkyzRgk8CrKWltGAI7eJQDkBUA54P8AQfkKSx/48Lf/AK5L/IVPSUpcqVxxirbGTpNjaS6dE8lrA7HOWaMEnk1c/s6x/wCfK3/79L/hUei/8gqH/gX/AKEavUoTlyrUUIR5VoYdnbwyWMQkhjYY/iUHuf8AE/nUy2tugIW3iUHqAg54I/kT+dNsP+PKL6VYojJ8qVxqKstColrbyTTl7eJjv6sgP8IqT7Daf8+sH/fsU6H/AFk/++P/AEFalpxnJKyYKMexWgghV5QsSAK/ACjjhT/MA/hWL4XhhW9tPNDvugZonljx5g2wMG6nBBYjvznmr+pmURN5Uzw5u4QzJjOCUGOexJGfb16HKkt7+EyNHdxjybiGJAFH7rJiwg+UYB+QnHHXinGckmkxKEW9jTXyk1bVle3MyLLFGiKgbapjj4A9M8/hVoNYQoVbR5WZSQcWu7J3Y49R3HtiodEEkur6kZPmIkiMh3A/MIU9Mc59uxroqmMpJaMajF9DAsp7Y3k4GnzCOUooT7Pjyzgg7h26nn0z682HksXEkp0iSRhhjm2Xc2fr39as2n/IVv8A/tn/AOg1eohKVt+/5kxirfeUYrW2W6lRbeJUMaHaEAHO8Hj6HFSf2dY/8+Vv/wB+l/wp6f8AH/L/ANck/m9T04yktmUoxtsZMtnax3x2W0K7UVhhAMHLc/oKGtbdwA1vEwHQFBxwB/ID8qnn/wCP9/8Arkn82pKFKXcFGNtiikEMep7UijVfJzgKAM7uv6Cp2s7VjlraEnAHKCmf8xX/ALYf+zVPMHMLiIgOQdpPrUxlJXdxRitdDmbi0j/t07fMFv8AaolcLENiH9yAnXGG38/8C4NddZQxRM/kLGEKISYwACeeffjFcnYwXzrZvHerIZrcTKsyjMhHl/O2ARuXCdSTzwa6DRmnOhmWWbzN8YaN92SV2DBJ9ePernOUmrvYcYRjsiUlnuBIw+9BHz2zls/zp6ruYD1qS5Kq0aDglTgewx/jTYv9av1qSy2ihFwtOqBry1UsGuYQVBJBkHA55/Q/kafHPDKxWOVHI6hWBxQBJRRRQAUUUUAFFFFABRRRQAUUUUAFFFFADJVZlARmU7lOVx0yMjkHt/8AWx1p9FFABRRRQAUUUUAFFFFABUcH3D/vt/6EakqOD7h/32/9CNAElFFFAFW5/wBYPpVMwzBAkd3Ki79+NqEfezjpVy5/1g+lQ0AUNYaaPSb2b7QzMltJgOiMD8ucEFeRwKp2VjJ/wk10Dqd2LjMg3rFFlgEtycnb7jjHbtzuta5Gn9j6hKVBcWkqhj2G05A9O35D0q3a20qa/czqYnhcuWK4LRsUgCqe4yFY4HGNpPagCU6fd9tZvB9Y4f8A43TH0y6fG7V7ptpyN0UPB9f9XWpRQBlmx1AdNWuz9Eh/+N002WoD/mKXn/fEP/xFa1FAGH/Z9yox/aV4oHQbIR/7TpRp90emp3p/4BF/8RW3RQBi/wBlXec/2ld5PfbD/wDEU4aTdnrqt0P+Axf/ABFbFFAGSdHnI51a7Pf/AFcP/wARThpM3fVr0/8AAIf/AIitSigDKfRpHQq2rX2GGD8sP/xunQaVPBCkUesX+xFCqCsJOB7mPJrTooAzzp9121i9/wC+If8A43UIsLoXTKNUnBZdxkEcO49sH5OnStaopm8sCXC4TO8nqF74/IflQBzHiqynj03dLql1LxNtVo4sE+RKTnCjHGR36/iNY6ff7g39qXRIGAdkP/xujxHbS3Wn+XEYkQiUSSS4CxqYZF3EnpyVyRzjPbNa1AGSbLUB/wAxS8/74h/+Ipj2l4VKvql4QRggxw4P/kOtmigDDGn3R6aneH/gEX/xFOGmXh/5iV5/3zD/APEVtUUAYw0m7yf+JldjPJ+WH/4iqsmyFgs2t3sZJYAGBOdoBP8Ayz6cjmujpNo9BQBlHRpiwY6tdEr0Plw5H/jlOGkzd9Wvf++Yf/jdalFAHPa1pk0Wi30o1S8Yx28jgERAEhSeyZ/I5rRXTrhVCjV70AcAbIOP/IdSaxF5+jX0PmRx+ZbyLvkOFXKkZJ7CrlAGVNYXBeJDqty25uN8cJK4BOR8nX/GnnT73trN3/37h/8AiKuRsJZWYAFU+QHHOf4vw6fkamoAym0++PB1S6YZz9yH/wCN0hs9QH/MUvPwSH/43WtRQBgy6bNLcxzy6ldtLErKhKRcBsZ/g/2RTLfRbqKWd11O8/fSeYfki/uqOcp/s9sdvqehooAx/wCyrosCdRusjjO2H/4io7LQbm1tIYDq9yREgQbY4gOBjjKE/mTW5RQBljSZ++q3f/fEX/xFI+lyjGNVvf8AvmH/AON1q0x+1AHP6TZ3P2GQpqt3GBcXAwqQ44lcZ5Q9etaEdjdPGG/tm+BP+xB/8bp1jbPa2kkchUlpppPl9GkZh+hFXYP9StAFH+zr3/oN3v8A37h/+N0x9NvipU6vdspGCCkHP/kOtWigDINjqI/5i17/AN8Qf/G6insLuVNkurX23cG4WEcggjpH6ityigDDGm3Z6apff98Q/wDxulOkXhIzqd5xyPlg4/8AIdbdFAGONIuz11e7H/AIf/jdL/Y0+4E6xeZHGfLh/wDiK16KAOU1vTZY9J1BjqV24WCQlWWLDfKeDhM/lVLVLZYP7PNzdXNwDfwgFgmQQH29AOMkZ9q3PEH/ACBtT/695f8A0E1n6rBFcvp8U6B0N2GKnoSI5CP1AoA09XZ0t7Voo/McSjC5xn5G71n/AGm9/wCgf/5GWtPUv9XZ/wDXX/2Rqbb/AHz9KAKIk1A/8w7/AMjLRv1D/oHf+R1rWooAyhJf99NP/f8AWmyzXnm2+dNwRIcDzlO47W4/mfwrXqvc/wCvtP8Arqf/AEBqAK4utQHTS8f9t1pfteof9Az/AMmFq/RQBQ+16h/0DP8AyYWj7XqH/QM/8mFq/RQBQ+16h/0DP/Jhap21xeDUb1lsdzts3p5wGzjjnvmteCdJ1YxnIU4/QEH8QQfxqpZ/8hfUf+2X/oNAB9r1D/oGf+TC0fa9Q/6Bn/kwtX6KAKH2vUP+gZ/5MLR9r1D/AKBn/kwtX6KAKH2vUP8AoGf+TC1e0D/kC2v+6f5mlpNA/wCQLa/7p/maAMbUL7VG1q+t7W8ljig8vakdqJT8y59PX+ftUaXGuELvv7xC3rpy4H40SPInjC7ZJmjTzYN4VXO4bOnyg/rxWhZrplveJLFJchyWxut2AOTzltgOMnucce1ILMXSprySK5F3eG6R7aOaNjEqYDb/AE/3RWTqiJJ8RbFDNPBKbI+VJCFJDZfOdwIxt3duuK6FmDahf7SDi1jBwfeWsmSCOX4hxO65aHTd6HJ4PmFc/kx/OmA9rCeDWbGFNUuwPs0wVtkOVG6Lj/V45z354+udT+zrr/oM33/fEH/xuobn/kYbD/r3m/8AQ4q16AMwaZdqoVdavAoGABFBx/5DpDp1+Oms3Z/4BD/8brUooAx002+jUJHql2qjoFjgA/8ARdBs78ddWvv+/cP/AMbrYooAwU024A2pql4B6BIeP/IdPGl3h/5il7/3zD/8brbooAxV0i7yf+JpdjPJ+WHn/wAh08aPdd9YvP8AviH/AON1r0UAc7qemT29qsn9qXL7riFSGihI+aRFz9zqM5HuBVCWzmi/tBhqFy23ULdDuSI7twhG77nUbuMeg/HoNd/48I/+vq2/9HJVDUrZ4Le7kcqRPqFtIuOw3Qrz75U/pQBJHpi2LSSLq19G9x+9kIjhOcKBn/V+mKmgt5bpXaDXL5gjFGzFCMEdRzHWmgBjTI7CnUAZg0q6VmddZuwzfeIigyfr+7pDp+oDprF2f+AQ/wDxutWigDI/s+/BLf2reZIwTsgz/wCi6abW+HXV70f9s4f/AI3WzRQBiHTryRt39qXpOMZ8uH/43S/2Te/9BW8/75h/+N1tUUAY40W43bzq12GxjIjhzj/v3Txo8/fWL0/RIf8A43WrRQBx+m2c08mjudRuUMunvJ8iRAJ/qflUbMAc/oPfOjpkdxHo1skN46N5QYHy02gnn7oUcc4wMcfnRols7Wei3IK7I9O8sjvlhER+Hyn9KNCRU0SyIOS8EbMxJJYlRzk0AXNjtKskkzyFVKgEKBzj0A9Kmi/1q/WmU+L/AFq/WgB76dZOcvaQMTn70YPXr+eTUsVtBCSYoUjLdSqgZqWigAooooAKKKKACiiigAooooAKKKKACiiigAoqG6uBa27TGN5AuPlTGTzjuQKpprMLdYJ0+oX+hoA0qKzJdYUD91CXP+023/Gq/wDbd1u/48ocev2g/wDxFAG3RWSustj5rcD6SZ/pUMurXRP7kQp/voW/qKANyiudbUdRcYM8Ke8cOD+pNMF3fg5N/KfbZHj/ANBoA6WooCMOuQSrtkA5xk5/kRWIuoXYHM5b6qv+FE0tpPM0stkrSMpUkyHkHqKAN7emwvuXaM5OeBjrQHQoHDLsIzuzxj1rnlNmo+Wzxxj/AFzcUjCxZNjWWV9DM2P88CgDcnRnf5RnAx1qEITjBU56fMOaygbIK6/Ysq67WDTMQRkHofoKkjjhYBk0+RwAAD5jnpQA/X43TQdQLDA+zSf+gmqdtZFvEc6Lqd8k6+YC+2E7/ktyT9zA4KDGD93ORyCuqwSHRr2G0sZ0aSFhhdzbvlIAx+NW7JW/4Se9YQ5UPIDLg/KfKtsL6c8nnn5eO9AFz+zrr/oM33/fEH/xuj+zrr/oM33/AHxB/wDG60KKAMS63Wcm241rUEXAO/y4CMnOBxHnPB7dqh+2QGJ5F8Q3rhFLELFCTwcH/ll610NFAHPrcxOwCa/fnJA/1MXGf+2VO86PBI8QX5AIHEMXfOP+WXPQ1u0UAc+9ykY+fXNRDZxs8qEnrgdI+9WLJJL6HzYNav8AAOCGjgBH/kOtmigDP/s66/6DN9/3xB/8bo/s66/6DN9/3xB/8brQooAz/wCzrr/oM33/AHxB/wDG6P7Ouv8AoM33/fEH/wAbrQooAz/7Ouv+gzff98Qf/G6P7Ouv+gzff98Qf/G60KKAOU8Qab9nsYVn1S8e3XzfkKxc/uZCfmCZUbdwzg+w7jYjsrmQf8hfUVI6hooRj/yHVbxcrHSGIh8wBJiWwf3Y+zy/Nx+A54+b1xW5QBn/ANmyt8s2qXc0Z6o6w4P5ID+tNXRo4jut7meCTGA6bCQOPVSOw/KtKigDP/s66/6DN9/3xB/8bo/s66/6DN9/3xB/8bq88iRqGkdUBIXLHHJOAPxJAoMiCRYy6h2BYLnkgYyce2R+YoAo/wBnXX/QZvv++IP/AI3R/Z11/wBBm+/74g/+N1oUUAZ/9nXX/QZvv++IP/jdH9nXX/QZvv8AviD/AON1oUUAYesWMyaReGbVL6aPyH3R4hUMNpyC3l/KD69qsNpt65A/tm+VDkMCkGT6YITipPEH/Ivan/16S/8AoBrQoAwptM1lGVLPWZViAx+8jiJGB7Jz/T3pg0/xBsH/ABOGLFTxtjAVsHH/ACz5GceldBRQBg/2frxcf8ThwmOTsiJz/wB+6nttO1TMn2rWrnGfkEccIwPfMda9FAGf/Z11/wBBm+/74g/+N0f2ddf9Bm+/74g/+N1oUUAZ/wDZ11/0Gb7/AL4g/wDjdH9nXX/QZvv++IP/AI3WhRQBn/2ddf8AQZvv++IP/jdJ9guUdWOr3rgHO0pDg+3EdaNMk7UAYlpaG4gmnt7u5tSZpUfZ5bbyjsuTuQ/3c8everUOn3RiX/icXw/4BB/8bpuj/wDIPm/6+bn/ANHPWlB/qVoAp/2ddf8AQZvv++IP/jdH9nXX/QZvv++IP/jdaFFAGf8A2ddf9Bm+/wC+IP8A43QdLMistzfXFypBAEixcZBBxhB1BrQooAzhpbpkW+o3cCnkqixEE+vzIaX+zrr/AKDN9/3xB/8AG60KKAM/+zrr/oM33/fEH/xuj+zrr/oM33/fEH/xutCigDltcsrhNJ1Bm1S7kCwSEqyxYb5TwcID+VF0pWTTVLFyLjBZsZP7mTk44q74g/5A2p/9e8v/AKCaqX3/AB8af/18n/0VJQBNd36T6fYXUcMxSRldVwCxBjbsD71HDqW1ifsV4eO0X/16y/Ceg20tnbaja288E4ASQ3GQJMoCWUdwSRg/WuqispEbJZOnqayoylKN5f5fqxsz/wC1P+nC+/78/wD16P7U/wCnC+/78/8A161fsz+q0fZn9VrURlf2p/04X3/fn/69Qz6lultz9ivBtkJwYuvysMDn3rb+zP6rVK6GLi1B7TH/ANAagCv/AGp/04X3/fn/AOvR/an/AE4X3/fn/wCvV+igCh/an/Thff8Afn/69H9qf9OF9/35/wDr1fooAyra/METIbG9OZHfiH+8xPr71DbX+zUb2T7JdNv2fKI8suB3GeK26oWf/IX1H/tl/wCg0AH9qf8AThff9+f/AK9H9qf9OF9/35/+vV+igCh/an/Thff9+f8A69H9qf8AThff9+f/AK9X6KAKH9qf9OF9/wB+f/r07RdTtobKC1lfZIsKyZYgAhmccc/7J/MVdrhtQgSae236LJqm2yT7kzJ5f7yX065/pWVeTjTbW/y/VpfiNbnSwSWsXifVpLt4UXMIVpSAM7OgJ+lbiW9rIiOkULKVyrBQQQfT2qraafLBrV/esyGO58vYATkbVwc8VpVpZApNdTIunisptUm2YjjskkYIOuDKT+PFY93bm/8AG5i86a3H9mAkoEJOJfcEf14rd1HT5bqLUljZAbqz8hNxPDfPyeOnzj9ay9H8Kro2utd2hVbVrYxlS5LbywOenTAHeobkppLbUBg0l7XWbOGHUrxQ0U77tsRIJeMnHyY5Jz+Axitn+zrr/oM33/fEH/xullspH1W2ugy7IopEYE85ZkIx/wB8H9Kv1oIz/wCzrr/oM33/AHxB/wDG6a+nXmPk1m9zkdUg6d/+WdaVFAHOx6f4j6y6xjthUj9uc+X9eP1qVdN1NolW5uY5nyS0hwpPAwcBQPUfQCt2igDAj0/XyAZdZdST0WOJsDPr5Yzx7Vci0698pPN1m88zaN21IcZ74/d1p0UAZ/8AZ11/0Gb7/viD/wCN0f2ddf8AQZvv++IP/jdaFFAGBrNhcpZIW1a8cfabcYZIcczIM8Rjp1/DvVLUrVHW6eKSWGWK9t4Wddp3gvG+cFcDBkz9R6cVt67/AMeEf/X1bf8Ao5Kyrv7mpf8AYUtf/begDRNheLb7o9WvmYL8q7YBk+mfLqk8t2oOLnXCQu4Yt4ME4zj/AFf4V0Ef+rX6CnUAc8kl40yxm51xQxGHMEGBnHX5O2f0qRBdNIiG+1gFsZYwQ7Rn38ut2igDn1M74E/9qzQyDb+8jjVlJyCMKg4xnJz6UQxzq0MUEmq20TgZVY4iIyTzkshPr3roKKAM/wDs66/6DN9/3xB/8bo/s66/6DN9/wB8Qf8AxutCigDP/s66/wCgzff98Qf/ABuj+zrr/oM33/fEH/xutCigDlNKtkltNGieWbzWsPNSYFQY9oTAA24ON/Gc9O+au+H4nXQ9ORnLObZCAxAOMDjHHAyB/Oo9Kikik0OORGR00x1ZWGCCPIyCKs2dqlzpNit3ZuWSJDtfKlTgHkeoNF2PQueU+4rgZAyRkUsKlnypVgrYbDA4PpVb+zrNSX+yEZO4/O2M0qWNkz48hhu4P71v8fYflQI0gynowP40F0Gcsox156cZ/lVOLSLGFkaKFlKHcuJGwD9M0i6PYoMLCVXO7aJGwD9M0AXqWqsOnWsEyyxRlXXod59MetWqACiiigAooooAKKKKACiiigAooooAoa5u/sqUI21iUAIxxlgO9c/DDNHIzPcF1P8ACVxj8a39ckkh0id4YvNcbcIW25+Yd65IahqJH/INjH1uR/8AE0wNWiswX2oHGbCEfW5P/wATTxd3ve1t/wALhv8A4igDQoqkLq7720I+kx/+Jo8+6J+7EB+JxQBdoqkZbrs8Q+sZ/wDiqjaS/wA/LNbge8DH/wBnoA0aKzd+o/8APe2/8B2/+Lpd+od57b/wHb/4ugDRorPEl/3mt/8Avw3/AMXTc6gSSbmL6CD/AOyoA1I1DSKrHCkgE+la8SxQoEjvwFHbK1yW2/x/x/H8IVpGivieNQlUe0Sf4UAdg8pVGaO781wMrGpTLnsB06/UVj2+pzJr08UOn3jeYZHni3Qn94qwAFSWHAUjv1f24w5lu7eN7kalPuiUuNwULwM84XOPpS25u5LyeSTULx5IXMaMZMHayoxHA9aTKik93Y7D+0br/oDX3/fcH/xyj+0br/oDX3/fcH/xyuZ33X/P/ef9/jRvuv8AoIXn/f41N32NOSn/ADfgdN/aN1/0Br7/AL7g/wDjlH9o3X/QGvv++4P/AI5XM77r/oIXn/f40b7r/oIXn/f40XfYOSn/ADfgdN/aN1/0Br7/AL7g/wDjlH9o3X/QGvv++4P/AI5XLG4nVip1K7BHX98aPtM2cf2ld59PONLmLVBPq/uZ1P8AaN1/0Br7/vuD/wCOUyXVZ4YzJJpF8qL1JeDj/wAiVzP2mb/oI3n/AH9an77r/n/vP+/xp3b2E6UY7y/Bmu3iqFSAdOvssVA/1XViAP4/cVPaa697G0lvpN+6q20nMI5/GSsAm4YYa+uzgg8yml3XI6X95/3+NF32J5Kf834HTf2jdf8AQGvv++4P/jlH9o3X/QGvv++4P/jlczvuv+ghef8Af40b7r/oIXn/AH+NF32Dkp/zfgdN/aN1/wBAa+/77g/+OUf2jdf9Aa+/77g/+OVzO+6/6CF5/wB/jRvuv+ghef8Af40XfYOSn/N+BoeItQka1iS50/UILZzIsxV4ssnkSZAw5zj73PHy+uBWt/aN1/0Br7/vuD/45XH6i1yto9wL+78y3VpYyZScNsYfyJq1vuv+ghef9/jTu+wuSn/N+B039o3X/QGvv++4P/jlZOqz2dzNuv8AQ3MiJw04tyRydvJk5Gc8e9Z++6/6CF5/3+NRSQvM26W5uHPq0maV5dh8lP8Am/AvC7n/AOEa061FhcEo1snmpLCyExupOCJP9ggZ71bh1GW71dLu2sbieOKKRGVJ4GKljHjpJ0+Q/nWMYWMQiNzcGMHITfwD9KWKKSDPk3VxHnrskxmi77ByU/5vwOq/tG6/6A19/wB9wf8Axyj+0br/AKA19/33B/8AHK5nfdf9BC8/7/Gjfdf9BC8/7/Gi77ByU/5vwOm/tG6/6A19/wB9wf8Axyj+0br/AKA19/33B/8AHK5nfdf9BC8/7/Gjfdf9BC8/7/Gi77ByU/5vwNzVL930q8W70nUI7doHErq8GVTackfvD29qtf2jdf8AQGvv++4P/jlcnez3kNjcSpqF4HSNmX96eoFT77n/AKCF7/3+NF32Dkp/zfgdL/aN1/0Br7/vuD/45R/aN1/0Br7/AL7g/wDjlc1vuf8AoIXv/f40b7n/AKCF7/3+NF32Dkp/zfgdL/aN1/0Br7/vuD/45R/aN1/0Br7/AL7g/wDjlc1vuf8AoIXv/f40b7n/AKCF7/3+NF32Dkp/zfgdL/aN1/0Br7/vuD/45R/aN1/0Br7/AL7g/wDjlc1vuf8AoIXv/f40b7n/AKCF7/3+NF32Dkp/zfgdL/aN1/0Br7/vuD/45R/aN1/0Br7/AL7g/wDjlc1vuf8AoIXv/f40b7n/AKCF7/3+NF32Dkp/zfgdL/aN1/0Br7/vuD/45TWv7luukXq/V4f/AI5XOb7n/oIXv/f403ddHH/Ewu/+/pou+wclP+b8DZsbwraSC3029ZPOmJLNFnd5jbh9/oGyKtw6hciIAaPen3Dw/wDxyuTt5r2W3kb7fdMweRVBlIBwxAyfwFN8zWRGNt0wbJyPtT4A7fw/Wi77ByU/5vwOx/tG6/6A19/33B/8co/tG6/6A19/33B/8crkPN1fzT/pcnljOD9qfJ9OMcfrj3qb7drP9nNblk83flZvtT5x6fdp69hOMFtL8Dqf7Ruv+gNff99wf/HKZLqs8MZkk0i+VB1JeDj/AMiVyRk1rcgF64HG9vtL/jgY7c9+fahZNZIcteODxtUXLnPrk44/I0rvsPkp/wA34G7d+J4/LaMWV9G+R8w8pu49JPw/Gm2mo390srW0WoOvmNjdHBhfQcycgVhbtYYKJLsnJBY/aHO3nsMc8Y9KVZdZwc3TA44xdPyc/wC7xx9aLvsHJT/m/A6Ce/1CCfzJbe/SN8qsZW3wCenPmZ4qpb6tfYVne+kSQFUAit1O7B5/1nr6+nvWWZdY4xdOcjkG7cYOf93nj6U8SanucG7mCgHYRctkntkY4/X8aLy7ByU/5vwLD6hqM9rcDyrmYMAAJoYFU5DZDfP0PfrjFSW91PLfWyXFtJc/6SSNojHlgRsMfIx557+v0rNuLjVorZ5TdspQMxLXTkKAOvC5PfirZE5lilN9dF4m3KWfdjgg9fYkcU7u+wnGCWkvwNvTbyzg0qx+0ubRfLUJGZCNny/dPOTjnr6VbXVdKzxfxfjN/wDXrlUtLdcExIzgYLlRk85PT1PNP+zwf88l/KpjGUVZAvZdbnU/2rpn/P8Awf8Af7/69Ry6rYceXfwe/wC+H+NcyYIu0KflR5EX/PGOn7w/3Pd/gdF/atp/z/wf9/h/jVe41Czaa2IvIDiUknzRx8je9YnkR5/1MeKTyV/594vz/wDrUe8H7nu/wOj/ALSsf+f23/7+r/jR/aVj/wA/tv8A9/V/xrmkhJkYPawBBnaQ5JPpkY4/M1JFbxt/rYY0A6lecD15xR7wfue7/A6H+0rH/n9t/wDv6v8AjR/aVj/z+2//AH9X/GskabZsoZJEb5dxAiPAyAT+Gaja101XKm5j+7uB8liCMZ9PSj3h/ufP8Dcj1PT1bL3luRj/AJ6L/jSR6xpBuZgrwIw27pCUAfjjBzziuevbRYlia0jguFkGSXLR4/8AHT/SohA+8tJbWqQDJ3mbB2jvgge3ej3hfufP8DqhrOmbwpubTkEjEqk4Bx/Q07+19L/5+bf/AL+L/jXNjTZ95j+xw+d1Cb+cevSoPJXj/Ro+evPSj3gXserf4f5nSNqVgWJF5bgZ/wCeq/40f2lY/wDP7b/9/V/xrmzEPm220XQ4y2M+naovLm2jFna7snI804x252/Wj3g/c93+B1P9pWP/AD+2/wD39X/GsrR7u2imzJcRIDaRKCzgZIkmyP1H51QES/KGtkyQN2DkA/1oESc5tQMDjpzWOIouvTdN6XGnRTvr+BvWmpxL4h1MT3yCACLyg8o2/d525OOvXFan9qaf/wA/9r/3+X/GuOMceAfsoz6ZHFIyRjOLMtgZ4288dOTW3vC/c+f4G/qWoxPFqv2e+QYsR5TJL0f95yMd/u9OelRzamYp5Xa3vjIFKCQMDEV7EDeEJ79n9sVzd2I3066MlnJCBE3J2E9DyMN2/CkhuJbW8+w20tzEhQ3BihCJ32/eBHAAHHX37UWe5L9nfRs3P7VvUmJRbvylQFy3lZBwMDBfnPzH1HT6Pu9WvBOQF1CIjHyLHbsOg/2+/Xr3rHuLrUluFjguLlwVYnfdbScYxjr6nt6c0klxqZ3gNdNFjHzXeCeO4xjGeOtO7vsVyU39r8DTi1e+nfEct62TtCiO2zknA/5aZ46VeWXWVjkUw37Fh8jGO2+Xn/rpzXLf2jqjHaVujyp3fbflA9Txng47f/Xsfbr8ugW4uSuBuJu2GDnnHHP44/Cp5zT6v5v7mdLZXGqwM5urO/uQfujbbpt/KTmrn9o3X/QGvv8AvuD/AOOVxqXmqsvMlwGI+Vftrc/+O/Wra6jqn2UWzqw+cEzi7YsF7/w002zOdOMba/gdP/aN1/0Br7/vuD/45R/aN1/0Br7/AL7g/wDjlcik+rMrbpplOOB9tY5Of92nNNqexCtzMXOdwN4wA9MHbz+Qou+wclP+b8DrP7RnHL6Xdxj/AGtjE/TYzfrihNULBd1jeAnOf3R4rkvO1TzGH2ifZztb7Y2T6cbeP89aXztU8rP2mbzN33ftjYx6529fbFF32Dkp/wA34G/ql+bi0CfY7qPE8LKZI8A7ZFbGfUkY79R1qnNd20z3UXk3kRe7hkld4gVV18ohRz3AUc85PGaxrmXUSqB53aPzI877tjg7h0BUDIPTnsO/FNmmvHS5X7XNKY7iNUWWYhf4D19ckke+Kd32Dkp/zfgdmL+4VVCaTeyLtBDBoRnj0Lg1WufEH2Rwk+l3qMRkDdCeOfST2rm/N1UIMXEu7PI+2vgDt/B9aUy6nvYfaZtnOCbxsn0428f560rvsHJT/m/A3H8W28asz6ffAL1/1Xrj+/Wj/aN1/wBAa+/77g/+OVx5l1Tbnz5N5OD/AKW/Ttzs+tSLNqXmqHu5xGRywunJBx6bfX3/AMKLvsHJT/m/A6z+0br/AKA19/33B/8AHKP7Ruv+gNff99wf/HK48XOqlW/0ibcO32qTBHfnZ9KPtepDyy1zc7T97FxISOew2c8fSi77ByU/5vwOw/tG6/6A19/33B/8co/tG6/6A19/33B/8crlbXU9RgncbpJkZSF82eT04P3OO3eq/wBt1VgzedPx1/0mQfkPLp3fYSjC/wAX4HZf2jdf9Aa+/wC+4P8A45R/aN1/0Br7/vuD/wCOVx7XeojcftNxt/gJuJBnnv8AJxx/nvQbrVBx9pm3jOR9rfGPrs+tK77D5Kf834G1p+pTXD6TPNZ3cl29mTuHlBHVvLLsRuyOduPr0rbs52ntI5ZN8DsuTHJjcPr/AJz64PFcDBdTmO0hGoXMCNbklY5MKpGzAXqMcmrfm3TkM2rXSNJ821WXAJ9Plpq5ElFfC7ncNtYYM2R+FQIAJgAcjdXHeZPlh/bV1lfvDenH/jtSre3SKHGtS7QcBiITz9dlMg7miuMGqXyvtOsyFj0BWHP/AKBSrq162SuruwHXCxf/ABNAHZUVyP8Aa96ACdQOD0O1Of8Ax2nf2tfjIF6Cf9pF4/ICgDrKK5T+1tR/5+0/79Cpv7c1D/p1/wC/Tf8AxVAHS0VzJ1zUextf+/Tf/FU063qeDhrTP/XFv/i6AOoorlP7a1j/AJ62P/gM/wD8co/trWP+etj/AOAz/wDxygDq6K5T+2tY/wCetj/4DP8A/HKP7a1j/nrY/wDgM/8A8coA6uisfRdQvLuWRLtoCFXI8qMr392NFAFvWVZtJudu0FU3ZZgAAOSecDjHQkA+o6jjLx721ju3lFmnkRPIqrcK5OJGTkZU9lGMdSTncPLPdXcBurWSBZ5YDIMeZCQHX6Eg4+tcXqcoi/t2zudUuZWhjIVZbgrlGiL8qqhf9YwGcj+FeBhXAJaKrLbSqwJvZ2AOdpCYPtwtH2aXaR9tnySDuwmR7fd/zimBZ4oqAwSEuftcw3dAAny89vl/DnNNW2lByb2duCMEJ+f3aALPFFVvs0u0D7bPkEndhMn2+7/nNOaCQ7sXcy7myMBPlHPA+Xp9fSgCeioRDICxNzKcrtAIXg/3vu9f09qQQSAoftcx29QQnzc9/l/DjFAE9FVfss3/AD/3H/fMf/xNSGGTEg+0y/Ocg4X5PYfL/PNAE1GKg8iTdn7XNjbjGExnGM/d69//AK3FNW2lVgTezsAc7SEwfbhaADUNo0663glfKfIBwSMHvSWg/wBIvf8ArsP/AEWlMuYp4rOZkvZTIqllLiMAEA8H5cY/wogtp1e433UoDMNjBY8kYXn7vXgjntQBdoqFIZFZCbmVwowVYLhuvJwv8sdKZ9ml2gfbZ8gk7sJk+33f85oAs0VXFvKFI+2z5JB3YTI9vu/5xThDICxN1KcrtAIXg/3vu9f09qAJaKgNvKQoF7OMDBIWPn3+7QbeUqB9tnyCTu2x5Pt93/OaAJ6WoDBIS5+1zDd0ACfLz2+X8Oc01baUHJvZ24IwQn5/doAs0VCIXxGPtMp2HJOF+f2PH8sUz7NLtI+2z5JB3YTI9vu/5xQBZoqsLaUBgb2c5GASE49/u08wuSp+0yjC7SAE5P8Ae+71/T2oAmoqubeXYB9tnBBJ3Yjyfb7v+c0C2l2kG9nySDu2x5Ht93/OKAG6n/yDLv8A64v/AOgmrVVL2CZ4LjypnLNGQkZVCuce47+57mnG2lIUC9nGBgkBOff7tAFmiq32aXaB9tnyCTuwmT7fd/zmla2lZiRezqCc7QqYHtytAFiioPIk3Z+1zY24xhMdMZ+717//AFuKXyJAI/8ASZTsOScJ8/seP5YoAmoqr9lm/wCf+4/75j/+Jp5gkJc/a5hu6ABPl57fL+HOaAJ6KhMMhK4uZRhdpAC8n+993r+ntTVtpVYE3s7AHOCqYPtwtADdT/5Bl3/1xf8A9BNWqpXNtObOZUupZJCp2h1jwTg8H5cYNSNbSk5F7OvAGAE/P7tAFmioUhkVkJuZXCjBVguG68nC/wAsdKZ9ml2gfbZ8gk7sJk+33f8AOaALNFVmtpWYkXs6gnO0BMD25WneRJuz9rmxtxjCYzjGfu9e/wD9bigCeioBBICh+1zHb1BCfNz3+X8OMUz7LN/z/wBx/wB8x/8AxNAFqioDBIS5+1zDd0ACfLz2+X8Oc01baUHJvZ24IwQn5/doAs0VWW2lVgTezsAc7SEwfbhaPs0u0j7bPkkHdhMj2+7/AJxQAmn/APHu/wD12l/9GNVqqcFvOI333EkZLMAFVMD5uG+71I5P1PA7TJDIrITcyuFGCrBcN15OF/ljpQBNk+tGT61W+zS7QPts+QSd2Eyfb7v+c0NbSsxIvZ1BOdoCYHtytAFnJ9aMn1qEQyAsTcynK7QCF4P977vX9PakEEgKH7XMdvUEJ83Pf5fw4xQBPk+tGT61V+yzf8/9x/3zH/8AE08wSEuftcw3dAAny89vl/DnNAE+T60ZPrVZbaUHJvZ24IwQn5/dpywSDbm7mba2TkJ8w44Py9Pp60AJqLbdOuiQGAiclTnB4PHFWMn1qndwSm1uNt7JGSpKsdoCcHvtyB79eOtPFtKAwN7OcjAJCce/3aAFFzMQxNncDAyAWTn2+9VYpES5OjsTJ98lYvm5zz83PPNW0hkVkJuZXCjBVguG68nC/wAsdKz7+wMjJuuI2YA/POkZY+g+70z/ADNAFkwQODE+mgxxBimUjKn2UZ4z7496YY4smX+ySZHLBvli3c9STu75P61UispSZALm3Mso+ZlSPcwPXPy9D369BT/7JlIwRb7ADhPKTAJAG77vXjP4enFAi0ttbMyxNpaqn3txSPapIGeM5zwB07U3y4uX/sk7gAn3YskYx/e6Y4/GiDTFikjmMpMqAZIijHQYxkLnGOOvSj+ybcQGIY5YMW8mPJwOBjbjue2aBjhDCUSH+y8Rs24qVj2qemSM9cemeKaI4siX+ySJEKhfli3cdCDu7YH6U7+y4Q+5W2lf9XiKP93zn5fl+v5+tEWhoysEDSIeqiCPGcEA8J1GaABIYVXy10vakuN42x4GDxuGecde9Na3tzlTpIYRjC/JHgjPbnjqTzjvU66Jt8giF90JyD5CZPOcfd4/DHWo30QIshk8wGQ/M7QR5PfB+TnJwfwoAYY4iGc6SS0hIcbYsnocn5uef5VKPLVPIGkx+WhYqxggIz6jPPOB19s1CNHg2FC25ewMMXynjJHydeMUy4sIzP8AJFlyh3P5MZ3Eg5JJXqfrj2xmgCxavJDA7yabCZXJRlW2gBKn1xwRUf2e3OIzpI2AFh8keASOR168Af8A1uarQacBALaTf5e/cCIUwSQOoK9vX61Z/sqLk+YdxAG/yosgYxj7nTHH4UAHlxcv/ZJ3ABPuxZIxj+90xx+NSxpHbsqw6eUEgBYoqAL9eece2ahbR4CCobapxlRDFgkDGfudev5mpP7NjMkLs5ZoQAuY4+gOR/Dx+GKABtsriWTTHMkYG1mEZPXoDu49aIttsMwaY6bxlhGI19eD83+c0waTbrC0YwCx5cQx5I9Pu4xkA9Kr3WkSPL+5aERjIVWhj+UZzgfJ05NAFoW1sd0Z0tQiZZcpHhj7c9TgdcdKb5cXD/2SdxBT7sWQMY/vdMcfhUH2CZC8rywRtIpV/wB2mGyOSTtycnnHSoxYqRCjPZFFYnGxPmJI6/L6DHGPxoEWHgjaFkj0dQwVmQSJFt3Y9m74Ap0NxJLrBRrPygLfJd1Bf73AyCRjrx7VOlo6ReWt3MAMbcLGNoHYfLjH+FVmjlbWihu2C/ZyyAbdy5cZxx04A5/DvgGXH2fb4s7vM8p9vpjKZz79P1qeqMlvObuFRczbRE+ZNiZzlcDO3jOf/HRUv2aXaB9tnyCTuwmT7fd/zmgCzRUDQSHdi7mXc2RgJ8o54Hy9Pr6U1raUnIvZ14AwAn5/doAs0VAIJAUP2uY7eoIT5ue/y/hxim/ZpdoH22fIJO7CZPt93/OaALNFVmtpWYkXs6gnO0BMD25WneRJuz9rmxtxjCYzjGfu9e//ANbigCeioFgkG3N3M21snIT5hxwfl6fT1pv2aXaR9tnySDuwmR7fd/zigB15s8lfM3bfNjxt653jH4ZxVU7N135m7b9rixt65xHj8M4qW9ilKFo5ZDueMBAikJ865YcdQMnnOKgmtrkK+JpP9dGAQkZLjK5Y/L1HPp90UAadFQLBINubuZtrZOQnzDjg/L0+nrQ0Eh3Yu5l3NkYCfKOeB8vT6+lAE9FVmtpSci9nXgDACfn92npDIrITcyuFGCrBcN15OF/ljpQBNRVb7NLtA+2z5BJ3YTJ9vu/5zQ1tKzEi9nUE52gJge3K0AWaM1B5Em7P2ubG3GMJjOMZ+717/wD1uKattKrAm9nYA52kJg+3C0AWc0Zqt9ml2kfbZ8kg7sJke33f84pxgkJc/a5hu6ABPl57fL+HOaAK1qU83T/K3eX9kbbuxnH7vGferkAVbeNYxhAoCg8nGOKoWdtc4tXeaRR9nIYbIx5bELgAbcgdeP8AZFT2sMptoGe5nzgMysiLngfKRjj+fPWl1DoXM0ZqBoJDuxdzLubIwE+Uc8D5en19KaLaUBgb2c5GASE49/u0wLOaM1AIJAUP2uY7eoIT5ue/y/hximfZZv8An/uP++Y//iaALWaM1CYZMSD7TL85yDhfk9h8v880nkSbs/a5sbcYwmM4xn7vXv8A/W4oAnzRVZbaVWBN7OwBztITB9uFp3kSeVs+1zbt2d+Ezj0+7jH4UAT0m0ZzgZqEwSEuftcw3dAAny89vl/DnNNW2lByb2duCMEJ+f3aAJ9iEEFV568UhijbG6NTjpkdKh+zS7QPts+QSd2Eyfb7v+c0fZpdpH22fJIO7CZHt93/ADigCbyo8sfLTLDBO0c0nkQ7dvlR7c5xtGM00QyAsTcynK7QCF4P977vX9PamG2lIUC9nGBgkBOff7tAG74cRVuZdqgfu8cDtmimeGYnjuZd1xJL8h++F9R6AdMfqfbBSA6SuP1aJ3/4SdlmkUFNu0JLtyIEbOQwTopHTPIySCFPYVxesSFZfEqrHAW2ZDGNC+fIUcEuD9zzSPl/vEE8qQBKKKKYBRRRQAUUUUAFFFFABRRRQAUUUUAVtQ2nTrreSF8p8kDJAwe1Jaf8fF7/ANdh/wCi0pb8sbK4CFciJvvYx0PXPGPrT4vK82cRH594MnU84H9MUATUVGY0kZXYfMuQDnpnrTY7ZI1wC5PclzmgCaiq5srcnJQk5J5Ynk05reNhhtxHIwWOOeOlAE1FQrbImNpk46DzG/xqVQFUKOgGBQAtFFFABRRRQAUUUUAFFFFAFXU/+QZd/wDXF/8A0E1aqKYI9vKJ8CEqQ2Tj5e/P0p0biSNJIzuRlBHuD3oAfRRRQAUUUUAFFFFABRRSUAVtT/5Bl3/1xf8A9BNWqguDH5Drc/6uQbNozk57DHJP0qRTkBlJKkUAPzRRRQAZooooAKKKKACiiigAoopvJb0A/WgCvp//AB7v/wBdpf8A0Y1WuKhiWNYyICMb2J5z82Tn9c1LQAtFFFABR+NFFABRRRQAUUUUAV9Qx/Z10WBK+U+QDgkYPerFV78t9huAu3d5TY3Y29O+eMfWn+cnneUC5fHJCHA/HGM0AS0x40f76K31GacpPQ9RS0ARpDEhykaKfUDFSUUUAFFNdRIjI4yrDBFRPaxuQW3nHQb2x+WaAJ6tWtzHFCUkEm4OHVkIGDjHfrwT+dZz2kUhBcOSM9Xb/GhbWJOEDKMYwrkfyNAGrFPYxHcsEwfkFgwBIIxzjrTLi4t2tfJt4TGPM3np6Y7fQVnG2jJJ+cZ64dh/WnqixAkbjn1Yn+dAh9FRTSpCoMnmHJ4CIWP5KKfyDg8g0DHUUUUAFFFFABRRRQA1lVhhgCPQ0z7PCDkRJkf7IqWigAqqyxLqcb+X++eFhv3HhQy8Y+rfpVqqc83lXUckj7YfLfIBySdyAHA5P4evvQA99v8AaMOSd3lSYGOMZTPP5VZqnkveQTIknliGQEshXHzJ6jPY/lVygAooooAKKKKACiiigAooooArX20wLuJA82LoM871xVZ9pN3uJA+2Q9Bnn91irF8rvEgRScSxk4GeA6n/AOvUMximjk+zK5Y3EbOdjYJDqCRng4C9vSgDQopByKWgAooooAKKKKACiiigAoopCSBwOaAM6y2htO2ElfsbYJGCR+77VdtiGtoivQoCOnp7cVUsfJSGzSTK3CQKmDkbcgZB9+Oh54q1aDFrEu3aAgwMYwMdMdqXUOhNRRRTAKKKKACiiigAooooAKKKhe3jcsfmUuQWKsQTigRNRUQt4wCBvwRg/OfTHrTVtIFbcE+b1yc0DJ6Kge1ifG7ecHIJc5H605YVU5Bc/Vyf60Abfh7/AI+Zf9z+tFHh7/j5l/3P60UgN+uP1a5aP/hJ4hcwKuzd5TzqrHMCL93YTg7hg7uWVRxkk9hXI6o20eJiXlwATtWKUqf9GC9QdnVwcEcBcnoCoBBRRRTAKKKKACiiigAooooAKKKKACiiigCrqAX7BdByQrRNkgZI+Xmi3iMNxdOVCo7hgeOflGT+eadO/m29ykKrLIildjDgttyAfbkfnU9ACL3Pqc06iigAooooAKKKKACiiigAooooAKKKKACiiigCOQeZC6kAkjGPeo7VDHYwRSDDiNVIz3xzU/fNGBknHJoAWio3gjkcO65IGBzVdbRZQRcRjCnamCfujoetAFyimRosaBEGFHQU+gQUUUUDCkIyCPWlooAhnLmA7I2cngqH2tjvg+v4j60QAxwRIR8wAGCckfj3+tS980YGScdaAFooooAKKKKACiiigAoopiSK7OqnJRtrexwD/IigB9Jnkg/h70tIQD1FADIl8tCMADcTgfWnr05owMg45FLQAUUUyKRZokkjOUdQyn1BoAfRRRQAUUUUAFFMMiiVYyfnZSwHsMZ/mKfQBV1Iqun3JcEp5T5wcHpTfKlF8GQMke4u7b8h8rjGPwH5e5xNeK72c6xKGkaNgoIBBOOOvH51LgYxgY9KAEHJJ/CnUUUAFFMEimVowfnVQxHsc4/kafQAUUUUAFFFFABTWzt45NOooAq3qSSRjyVYuylQwfbtz3/SrB5Ye3NLQBjpQAtFFFABRRRQAUUUUAFFFFABWfeIHuIUETSOsbEAPtzhoz/h37floVCyubyJwo8sRuCcDIJK49+x/wA4oEV4lKzwtIxWYpLtjYluCynr7cfn7VeqBkJvY5AgKiNwXzyMlcD8cH8qnoGGaKZLIsMTySHCIpZj6AU+gAooooAKPwoooAKKKKAK12qGMB32AyxnOM5IdcD8SAPxqsYtkASUNBGkiYJfeGPmAj6en4+1W7pDJEFVA/7xCQT2DAk/h1/Ci6QyRKFQORIhwT0wwJP4DmgCYHIzjFLRRQAUUyORZVLIcgMV/EHB/UU+gAooooAKKKY8ioyKxwXbavucE/yBoAfikJx9O/tS0UAZUFllbUwsxi2xP5vQNtHHynkZyP8APW/bjbBGodpAqAb2PLe596SzjMdlBG8YQrGoKDkKcciltIzFaQxsqqyRqpVTkDA7Ug6E1FFMEimVog3zqoYj2OcfyNMB9FFFABRRRmgAooo/CgAooooAKKKKACiiigDW8Pf8fMv+5/Wijw9/x8y/7n9aKQG3PCtxC0TmQK3UxyMjfgVIIqiNA0vy7hHtFlNyNsrys0jsOON7Et/CMc8EAitKigDJXw5piMGEc+Qc83UpH5FqP+Ec0wKV8ufBIP8Ax9S5/Pd71rUUAZR8O6aS58qb5+uLmX1zx83H4Ui+HNMU5Ec/Qjm6lPX/AIFWtRQBk/8ACOaYVC+XPgEn/j6lz+e72pW8O6a27MU3zNuOLmUc89Pm4HPQVq0UAZY8P6aCxEUvzLsObiQ8f99cH360g8O6aCh8qb5OmbmX1zz83P41q0UAZH/CNaX/AM87j/wLm/8AiqefD+mkSDypf3hyf9Ik4+nzcfhitSigDK/4R3Td27yps7dv/HzLjGMdN3X3/HrSL4c0xGDCOfIOebqUj8i1a1FAGQvhnSlDhYZhvYMx+1S5JAx13en8h6Uo8OaYAwEc/wAwwc3Up/8AZuK1qKAMtPD+moyMIpSUGBuuJCO/UFuevem/8I5phUL5c+ASf+PqXP57vataigDJ/wCEc0wKV8ufBIP/AB9S5/Pd704eH9NBYiKX5l2HNxIeP++uD79a1KKAMk+HNMIUGOf5RgYupR/7NzR/wjmmFQvlz4BJ/wCPqXP57vataigDKPh3TSXPlTfP1xcy+uePm4/CkXw5pinIjn6Ec3Up6/8AAq1qKAMseH9NAjHlS/uzkf6RJz9fm5/HNN/4RzTApXy58Eg/8fUufz3e9a1FAGSPDmmAMBHP8wwc3Up/9m4px8P6aSpMUvyrsGLiQcf99cn361qUUAZP/COaYVC+XPgEn/j6lz+e72o/4RzTApXy58Eg/wDH1Ln893vWtRQBlv4f012djFKC4wdtxIB26ANx07U0+HNMIUGOf5RgYupR/wCzc1rUUAZP/COaYVC+XPgEn/j6lz+e72obw5pjsWMc+Sc8XUoH5Bq1qKAMr/hHdN3bvKmzt2/8fMuMYx03dff8etKPD+mgRjypf3ZyP9Ik5+vzc/jmtSigDI/4RrS/+edx/wCBc3/xVOPh3TSXPlTfP1xcy+uePm4/CtWigDLPh/TSVJil+VdgxcSDj/vrk+/Wmr4c0xGDCOfIOebqUj8i1a1FAGT/AMI5pgUr5c+CQf8Aj6lz+e73obw5pjHJjn6AcXUo6f8AAq1qKAMtPD+moyMIpSUGBuuJCO/UFuevem/8I5phUL5c+ASf+PqXP57vataigDJbw5pjsWMc+Sc8XUoH5BqX/hHdN3bvKmzt2/8AHzLjGMdN3X3/AB61q0UAZQ8O6aCh8qb5OmbmX1zz83P403/hGtL/AOedx/4Fzf8AxVa9FAGUfDumkufKm+fri5l9c8fNx+FNTwzpUbMywzAtnd/pUpzxjP3uuK16KAMlfDmmIwYRz5BzzdSkfkWo/wCEc0wKV8ufBIP/AB9S5/Pd71rUUAZR8O6ac/upuVC/8fMvQY/2uvHX/GlTw/pqMjCKUlBgbriQjv1Bbnr3rUooAyf+Ec0wqF8ufAJP/H1Ln893tTV8MaUihUinVVGABdygAf8AfVbFFAGWPD+mgsRFL8y7Dm4kPH/fXB9+tIPDumgofKm+Tpm5l9c8/Nz+NatFAGR/wjWl/wDPO4/8C5v/AIqnHw7ppLnypvn64uZfXPHzcfhWrRQBkL4Z0pXD+TMWClQTdSnAPX+L/OBTl8O6au3EU3ytuGbm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</image></p><p style="text-align:left; "><span/></p><p style="text-align:left; "><span style="font-weight:bold; text-decoration:underline; ">Bauseitige Vorleistungen:</span></p><p style="text-align:left; "><span>Winkelkonsolen mit Aussteifungen von</span></p><p style="text-align:left; "><span style="color:black; ">150x1500x15 mm bis 300x300x20</span></p><p style="text-align:left; "><span style="color:black; ">Werkstoffgüte S355</span></p><p style="text-align:left; "><span/></p><p style="text-align:left; "><span>Rechteckige Hohlprofile 200x15x8 mm</span></p><p style="text-align:left; "><span style="color:black; ">Längen von ca. 5,00 bis 56,00 m</span></p><p style="text-align:left; "><span style="color:black; ">Werkstoffgüte S355</span></p><p style="text-align:left; "><span/></p><p style="text-align:left; "><span style="color:black; ">Alle Anschlüsse sind vor Ausführung und Montageplanung vor Ort eigenverantwortlich einzumessen und zu kontrollieren.</span></p></Text></DetailTxt><OutlineText><OutlTxt><TextOutlTxt><p style="text-align:left; "><span style="font-family:Arial; font-size:10pt; ">Hinweistext zur Fassadenunterkonstruktion Ebene 1 bauseits</span></p><p style="text-align:left; "><span/></p></TextOutlTxt></OutlTxt></OutlineText></CompleteText></Description></Remark><Remark ID="APAVGBFTGUWTZDIU"><Description><CompleteText><DetailTxt><Text><p style="text-align:left; "><span>Planung der Kostruktion siehe beigefügte Planunterlagen gem. Planliste, im Besonderen:</span></p><p style="text-align:left; "><span>ZAS_ARC_5_1822-590-24 Unterkonstruktion Fassade Nord-Südfassade</span></p><p style="text-align:left; "><span>ZAS_ARC_5_1822-590-25 Unterkonstruktion Fassade Ost-Westfassade</span></p><p style="text-align:left; "><span>ZAS_ARC_5_1822-590-26 Detail Fassade Rahmenkonsruktion</span></p></Text></DetailTxt><OutlineText><OutlTxt><TextOutlTxt><p style="text-align:left; "><span style="font-family:Arial; font-size:10pt; ">Planunterlagen</span></p></TextOutlTxt></OutlTxt></OutlineText></CompleteText></Description></Remark><Item ID="APGEUBSWHXPRPEZV" RNoPart="10"><UPBkdn>No</UPBkdn><Qty>625.000</Qty><QU>m²</QU><CtlgAssign><CtlgID>idDIN276_2008</CtlgID><CtlgCode>335</CtlgCode></CtlgAssign><Description><CompleteText><DetailTxt><Text><p style="text-align:left; "><span>gem. ZTV Fassade und technischer Vorbemerkungen Blechfassade,</span></p><p style="text-align:left; "><span/></p><p style="text-align:left; "><span>aus Aluminium 3mm, gekantet,</span></p><p style="text-align:left; "><span>Wenn aus statischen Gründen erforderlich, erhalten die Bleche auf der Rückseite unsichtbar angebrachte Aussteifungsprofile.</span></p><p style="text-align:left; "><span/></p><p style="text-align:left; "><span>Fachgerechtes Liefern und Montieren der Aluminium-Unterkonstruktion nach statischen Anforderungen und Zeichnungen einschließlich der Zuschnitte, Ausklinkungen, Verschweißungen, Vernietungen, den Wandhaltern mit Fest- und Lospunkten und Dübeln.</span></p><p style="text-align:left; "><span/></p><p style="text-align:left; "><span>Herstellen, liefern und montieren von allseitig gekanteten Aluminium Kassetten gemäß statischen Anforderungen und Ausführungsbeispielen. </span></p><p style="text-align:left; "><span>Einsetig je Blech eine vertikal schräg verlaufende Kante.</span></p><p style="text-align:left; "><span/></p><p style="text-align:left; "><span>Die Kantungen sind angepasst in unterschiedlichen Winkeln herzustellen.</span></p><p style="text-align:left; "><span/></p><p style="text-align:left; "><span>Die Kassetten sind in Unterkonstruktion einzuhängen, auszurichten und gegen Aushängen zu sichern.</span></p><p style="text-align:left; "><span/></p><p style="text-align:left; "><span>Die Bleche sind je horizontalem Feld 2-teilig mit sichtbarer, schräger Stossfuge 20mm (siehe getrennte Position) und geändertem Winkel herzustellen.</span></p><p style="text-align:left; "><span/></p><p style="text-align:left; "><span style="color:black; ">Höhe Achsmaß 1,27 m </span></p><p style="text-align:left; "><span style="color:black; ">Breite Achsmaß Gebäude 2,90 m </span></p><p style="text-align:left; "><span/></p><p style="text-align:left; "><span style="color:black; ">Abrechnung nach sichtbarer Oberfläche Blech ohne Kantungen der Ränder</span></p><p style="text-align:left; "><span style="color:black; ">Modullänge im Grundriss (0 bis 2,98m) x vertikaler Ansichtshöhe (1,25m)</span></p><p style="text-align:left; "><span/></p><p style="text-align:left; "><span/></p><p style="text-align:left; "><span/></p></Text></DetailTxt><OutlineText><OutlTxt><TextOutlTxt><p style="text-align:left; "><span style="font-family:Arial; font-size:10pt; ">Blechfassade Achsmaß 2,90 m</span></p></TextOutlTxt></OutlTxt></OutlineText></CompleteText></Description></Item><Item ID="APHHXMTKZAJZUGFN" RNoPart="20"><UPBkdn>No</UPBkdn><Qty>295.000</Qty><QU>m²</QU><CtlgAssign><CtlgID>idDIN276_2008</CtlgID><CtlgCode>335</CtlgCode></CtlgAssign><Description><CompleteText><DetailTxt><Text><p style="text-align:left; "><span>wie vor beschrieben, jedoch</span></p><p style="text-align:left; "><span/></p><p style="text-align:left; "><span style="color:black; ">Höhe Achsmaß 1,27 m </span></p><p style="text-align:left; "><span style="color:black; ">Breite Achsmaß Gebäude 3,16 m </span></p><p style="text-align:left; "><span/></p><p style="text-align:left; "><span style="color:black; ">Abrechnung nach sichtbarer Oberfläche Blech ohne Kantungen der Ränder</span></p><p style="text-align:left; "><span style="color:black; ">Modullänge im Grundriss (0 bis 3,24m) x vertikaler Ansichtshöhe (1,25m)</span></p><p style="text-align:left; "><span/></p></Text></DetailTxt><OutlineText><OutlTxt><TextOutlTxt><p style="text-align:left; "><span style="font-family:Arial; font-size:10pt; ">Blechfassade Achsmaß 3,16 m</span></p></TextOutlTxt></OutlTxt></OutlineText></CompleteText></Description></Item><Item ID="APYXQLRLUUMBNYYO" RNoPart="30"><UPBkdn>No</UPBkdn><Qty>165.000</Qty><QU>m²</QU><CtlgAssign><CtlgID>idDIN276_2008</CtlgID><CtlgCode>335</CtlgCode></CtlgAssign><Description><CompleteText><DetailTxt><Text><p style="text-align:left; "><span>wie vor beschrieben, jedoch</span></p><p style="text-align:left; "><span/></p><p style="text-align:left; "><span style="color:black; ">Höhe Achsmaß 1,27 m </span></p><p style="text-align:left; "><span style="color:black; ">Breite Achsmaß Gebäude 3,575 m </span></p><p style="text-align:left; "><span/></p><p style="text-align:left; "><span style="color:black; ">Abrechnung nach sichtbarer Oberfläche Blech ohne Kantungen der Ränder</span></p><p style="text-align:left; "><span style="color:black; ">Modullänge im Grundriss (0 bis 3,64m) x vertikaler Ansichtshöhe (1,25m)</span></p><p style="text-align:left; "><span/></p></Text></DetailTxt><OutlineText><OutlTxt><TextOutlTxt><p style="text-align:left; "><span>Blechfassade Achsmaß 3,575 m</span></p></TextOutlTxt></OutlTxt></OutlineText></CompleteText></Description></Item><Item ID="APQMFNVCCSSWNSVI" RNoPart="40"><UPBkdn>No</UPBkdn><Qty>185.000</Qty><QU>m²</QU><CtlgAssign><CtlgID>idDIN276_2008</CtlgID><CtlgCode>335</CtlgCode></CtlgAssign><Description><CompleteText><DetailTxt><Text><p style="text-align:left; "><span>wie vor beschrieben, jedoch</span></p><p style="text-align:left; "><span/></p><p style="text-align:left; "><span style="color:black; ">Höhe Achsmaß 1,27 m </span></p><p style="text-align:left; "><span style="color:black; ">Breite Achsmaß Gebäude 4,01 m </span></p><p style="text-align:left; "><span/></p><p style="text-align:left; "><span style="color:black; ">Abrechnung nach sichtbarer Oberfläche Blech ohne Kantungen der Ränder</span></p><p style="text-align:left; "><span style="color:black; ">Modullänge im Grundriss (0 bis 4,07m) x vertikaler Ansichtshöhe (1,25m)</span></p><p style="text-align:left; "><span/></p></Text></DetailTxt><OutlineText><OutlTxt><TextOutlTxt><p style="text-align:left; "><span>Blechfassade Achsmaß 4,01 m</span></p><p style="text-align:left; "><span/></p></TextOutlTxt></OutlTxt></OutlineText></CompleteText></Description></Item><Item ID="APIFIPFPFKRYFGKH" RNoPart="50"><UPBkdn>No</UPBkdn><Qty>52.000</Qty><QU>m²</QU><CtlgAssign><CtlgID>idDIN276_2008</CtlgID><CtlgCode>335</CtlgCode></CtlgAssign><Description><CompleteText><DetailTxt><Text><p style="text-align:left; "><span>wie vor beschrieben, jedoch</span></p><p style="text-align:left; "><span>als Fassaden-Endfeld aussenseitig vertikal schräg verlaufenden Kante.</span></p><p style="text-align:left; "><span>Unterkonstruktion Ecke siehe getrennte Position.</span></p><p style="text-align:left; "><span/></p><p style="text-align:left; "><span style="color:black; ">Höhe Achsmaß 1,27 m </span></p><p style="text-align:left; "><span style="color:black; ">Breite Achsmaß Gebäude 2,90 m bzw. 3,575 m</span></p><p style="text-align:left; "><span/></p><p style="text-align:left; "><span style="color:black; ">Abrechnung nach sichtbarer Oberfläche Blech ohne Kantungen der Ränder</span></p><p style="text-align:left; "><span style="color:black; ">Modullänge im Grundriss (0 bis 2,98 m bzw. 0 bis 3,64 m) x vertikaler Ansichtshöhe (1,25m)</span></p><p style="text-align:left; "><span/></p></Text></DetailTxt><OutlineText><OutlTxt><TextOutlTxt><p style="text-align:left; "><span style="font-family:Arial; font-size:10pt; ">Blechfassade Eckfeld Achsmaß 2,90 m / 3,575 m</span></p></TextOutlTxt></OutlTxt></OutlineText></CompleteText></Description></Item><Item ID="APYEFFAHNHMDUCVK" RNoPart="60"><UPBkdn>No</UPBkdn><Qty>90.000</Qty><QU>m²</QU><CtlgAssign><CtlgID>idDIN276_2008</CtlgID><CtlgCode>335</CtlgCode></CtlgAssign><Description><CompleteText><DetailTxt><Text><p style="text-align:left; "><span>wie vor beschrieben, jedoch</span></p><p style="text-align:left; "><span>als Fassaden-Endfeld aussenseitig vertikal schräg verlaufenden Kante.</span></p><p style="text-align:left; "><span/></p><p style="text-align:left; "><span style="color:black; ">Höhe Achsmaß 1,27 m </span></p><p style="text-align:left; "><span style="color:black; ">Breite Achsmaß Gebäude 2,48 m bzw. 3,16 m</span></p><p style="text-align:left; "><span/></p><p style="text-align:left; "><span style="color:black; ">Abrechnung nach sichtbarer Oberfläche Blech ohne Kantungen der Ränder</span></p><p style="text-align:left; "><span style="color:black; ">Modullänge im Grundriss (0 bis 2,56 m bzw. 0 bis 3,24m) x vertikaler Ansichtshöhe (1,25m)</span></p><p style="text-align:left; "><span/></p></Text></DetailTxt><OutlineText><OutlTxt><TextOutlTxt><p style="text-align:left; "><span style="font-family:Arial; font-size:10pt; ">Blechfassade Eckfeld Achsmaß 2,48 m / 3,16 m</span></p></TextOutlTxt></OutlTxt></OutlineText></CompleteText></Description></Item><Item ID="APQZKZPWLJDRJWSU" RNoPart="70"><UPBkdn>No</UPBkdn><Qty>58.000</Qty><QU>m²</QU><CtlgAssign><CtlgID>idDIN276_2008</CtlgID><CtlgCode>335</CtlgCode></CtlgAssign><Description><CompleteText><DetailTxt><Text><p style="text-align:left; "><span>wie vor beschrieben, jedoch</span></p><p style="text-align:left; "><span>als Fassaden-Endfeld aussenseitig vertikal schräg verlaufenden Kante.</span></p><p style="text-align:left; "><span/></p><p style="text-align:left; "><span style="color:black; ">Höhe Achsmaß 1,27 m </span></p><p style="text-align:left; "><span style="color:black; ">Breite Achsmaß Gebäude 3,26 m bzw. 4,01 m </span></p><p style="text-align:left; "><span/></p><p style="text-align:left; "><span style="color:black; ">Abrechnung nach sichtbarer Oberfläche Blech ohne Kantungen der Ränder</span></p><p style="text-align:left; "><span style="color:black; ">Modullänge im Grundriss (0 bis 3,34 m bzw. 0 bis 4,07m) x vertikaler Ansichtshöhe (1,25m)</span></p><p style="text-align:left; "><span/></p></Text></DetailTxt><OutlineText><OutlTxt><TextOutlTxt><p style="text-align:left; "><span>Blechfassade Eckfeld Achsmaß 3,26 m / 4,01 m</span><br/></p></TextOutlTxt></OutlTxt></OutlineText></CompleteText></Description></Item><Item ID="APTBQMPWSNTTJPYK" RNoPart="80"><UPBkdn>No</UPBkdn><Qty>560.000</Qty><QU>m</QU><CtlgAssign><CtlgID>idDIN276_2008</CtlgID><CtlgCode>335</CtlgCode></CtlgAssign><Description><CompleteText><DetailTxt><Text><p style="text-align:left; "><span>als Zulage zu Blechfassade </span></p><p style="text-align:left; "><span/></p><p style="text-align:left; "><span>für die Herstellung einer schräg verlaufenden Fuge zwischen 2 nebeneinander liegenden Blechen mit Wechsel des Winkels.</span></p><p style="text-align:left; "><span>Je Einzelfuge / Fassadenfeld sind min. 3 festen Verbinungen mit </span><span style="color:black; ">Edelstahl-Bolzen (Ø 10mm).</span></p><p style="text-align:left; "><span/></p><p style="text-align:left; "><span>Fugenbreite 20 mm</span></p><p style="text-align:left; "><span/></p><p style="text-align:left; "><span>Paneelstösse wie Fassadenteilung</span></p></Text></DetailTxt><OutlineText><OutlTxt><TextOutlTxt><p style="text-align:left; "><span style="font-family:Arial; font-size:10pt; ">Zulage Fuge schräger Blechstoss</span></p></TextOutlTxt></OutlTxt></OutlineText></CompleteText></Description></Item><Item ID="APJBZHVMDOWIOTAG" RNoPart="90"><UPBkdn>No</UPBkdn><Qty>32.000</Qty><QU>m</QU><CtlgAssign><CtlgID>idDIN276_2008</CtlgID><CtlgCode>335</CtlgCode></CtlgAssign><Description><CompleteText><DetailTxt><Text><p style="text-align:left; "><span>als Zulage zu Blechfassade </span></p><p style="text-align:left; "><span/></p><p style="text-align:left; "><span>für die Herstellung / Montage der </span><span style="color:black; ">von Alu-U-Profilen 45 Grad zur Gebäudeecke der schräg verlaufenden Unterkonstuktion der Aussenecken einschl. Einzelkonsolen .</span></p><p style="text-align:left; "><span/></p><p style="text-align:left; "><span>einschl. evtl. notwendiger Aussteifung zu den angrenzenden Unterkonstruktionen</span></p><p style="text-align:left; "><span/></p><p style="text-align:left; "><span>Paneelstösse wie Fassadenteilung</span></p></Text></DetailTxt><OutlineText><OutlTxt><TextOutlTxt><p style="text-align:left; "><span>Zulage Unterkonstruktion Eckbereich</span></p></TextOutlTxt></OutlTxt></OutlineText></CompleteText></Description></Item><Item ID="APJZWJXJCCKCJCYC" RNoPart="100"><UPBkdn>No</UPBkdn><Qty>16.000</Qty><QU>St</QU><CtlgAssign><CtlgID>idDIN276_2008</CtlgID><CtlgCode>335</CtlgCode></CtlgAssign><Description><CompleteText><DetailTxt><Text><p style="text-align:left; "><span>als Zulage zu Blechfassade </span></p><p style="text-align:left; "><span/></p><p style="text-align:left; "><span>für die </span><span style="color:black; ">Montage der Einzelkonsolen am Gebäudeanschluss an Massivwand (Beton) thermisch getrennt, verputzt verschraubt (Schrauben/Dübel mit bauaufsichtlicher Zulassung) zu montieren.</span></p><p style="text-align:left; "><span/></p></Text></DetailTxt><OutlineText><OutlTxt><TextOutlTxt><p style="text-align:left; "><span style="font-family:Arial; font-size:10pt; ">Zulage Befestigung UK auf Beton</span></p></TextOutlTxt></OutlTxt></OutlineText></CompleteText></Description></Item><Item ID="APCLXBVQIJJZOYJY" RNoPart="110"><UPBkdn>No</UPBkdn><Qty>150.000</Qty><QU>m²</QU><CtlgAssign><CtlgID>idDIN276_2008</CtlgID><CtlgCode>335</CtlgCode></CtlgAssign><Description><CompleteText><DetailTxt><Text><p style="text-align:left; "><span style="color:black; ">Unterer Abschluß Blechfassade</span></p><p style="text-align:left; "><span/></p><p style="text-align:left; "><span style="color:black; ">für unterseitiges Lochblech zwischen Blechfassade und Aussenwand als unterer Abschluß des Zwischenraums</span></p><p style="text-align:left; "><span style="color:black; ">aus Aluminium min. 3mm, gekantet, Breite 350 bis 1000 mm,</span></p><p style="text-align:left; "><span/></p><p style="text-align:left; "><span style="color:black; ">Sichtbar verschaubt auf Unterkonstruktion, </span></p><p style="text-align:left; "><span style="color:black; ">Paneelstösse wie Fassadenteilung,</span></p><p style="text-align:left; "><span/></p><p style="text-align:left; "><span style="color:black; ">einschl. Unterkonstruktion in Raster der Fassaden-UK, verschraubt an Fassaden-UK und verputzter Massivwand (Beton).</span></p><p style="text-align:left; "><span/></p><p style="text-align:left; "><span style="color:black; ">Siehe Plan.</span></p><p style="text-align:left; "><span>ZAS_ARC_5_1822-590-26 Detail Fassade Rahmenkonsruktion</span></p></Text></DetailTxt><OutlineText><OutlTxt><TextOutlTxt><p style="text-align:left; "><span>Blech Unterkante Blechfassade</span></p></TextOutlTxt></OutlTxt></OutlineText></CompleteText></Description></Item><Item ID="APDGNIELQFWLNXVC" RNoPart="120"><UPBkdn>No</UPBkdn><Qty>1.000</Qty><QU>St</QU><CtlgAssign><CtlgID>idDIN276_2008</CtlgID><CtlgCode>335</CtlgCode></CtlgAssign><Description><CompleteText><DetailTxt><Text><p style="text-align:left; "><span style="color:black; ">als Zulage zu Blechfassade</span></p><p style="text-align:left; "><span/></p><p style="text-align:left; "><span style="color:black; ">für den zusätzlichen Einbau von verlängerten Einzelkonsolen auf Betonuntergrund oberhalb, unterhalb und seitlich der auskrangenden Betonkonstruktion Notausstieg, Grösse 1,725  x 2,035 m.</span></p><p style="text-align:left; "><span style="color:black; ">Seitlich sind nach Notwendigkeit zusätzliche U-Profile einzubauen.</span></p><p style="text-align:left; "><span/></p><p style="text-align:left; "><span style="color:black; ">Die Lochbleche wind umlaufend um den Notausstieg mit gleichem Abstand anzupassen und zu kanten.</span></p><p style="text-align:left; "><span/></p><p style="text-align:left; "><span style="color:black; ">siehe Plan ZAS_ARC_5_1822-580-81 Detail Notausstieg</span></p></Text></DetailTxt><OutlineText><OutlTxt><TextOutlTxt><p style="text-align:left; "><span style="font-family:Arial; font-size:10pt; ">Zulage UK um Notausstieg</span></p></TextOutlTxt></OutlTxt></OutlineText></CompleteText></Description></Item><Item ID="APSWISLNPHDZYONI" RNoPart="130"><UPBkdn>No</UPBkdn><Qty>1.000</Qty><QU>St</QU><CtlgAssign><CtlgID>idDIN276_2008</CtlgID><CtlgCode>335</CtlgCode></CtlgAssign><Description><CompleteText><DetailTxt><Text><p style="text-align:left; "><span style="color:black; ">als Zulage zu Blechfassade</span></p><p style="text-align:left; "><span/></p><p style="text-align:left; "><span style="color:black; ">für den zusätzlichen Einbau von verlängerten Einzelkonsolen direkt auf Betonwand.</span></p><p style="text-align:left; "><span style="color:black; ">Seitlich sind zusätzliche U-Profile einzubauen.</span></p><p style="text-align:left; "><span/></p><p style="text-align:left; "><span style="color:black; ">Die Lochbleche wind seitlich zum Vorbau anzupassen und zu kanten.</span></p><p style="text-align:left; "><span/></p><p style="text-align:left; "><span style="color:black; ">Einschl. Anpassung der Ausstanzungen zur Aufhängung.</span></p><p style="text-align:left; "><span/></p><p style="text-align:left; "><span style="color:black; ">Anzahl Konsolen 2 Stück,</span></p><p style="text-align:left; "><span style="color:black; ">Länge U-Profil ca. 2.50 m</span></p><p style="text-align:left; "><span/></p><p style="text-align:left; "><span style="color:black; ">Westfassade zwischen Achse D + H</span></p></Text></DetailTxt><OutlineText><OutlTxt><TextOutlTxt><p style="text-align:left; "><span style="font-family:Arial; font-size:10pt; ">Zulage UK neben Vorbau West</span></p></TextOutlTxt></OutlTxt></OutlineText></CompleteText></Description></Item><Item ID="APOKQQGAKRTUEBBE" RNoPart="140"><UPBkdn>No</UPBkdn><Qty>1.000</Qty><QU>St</QU><CtlgAssign><CtlgID>idDIN276_2008</CtlgID><CtlgCode>335</CtlgCode></CtlgAssign><Description><CompleteText><DetailTxt><Text><p style="text-align:left; "><span style="color:black; ">als Zulage zu Blechfassade</span></p><p style="text-align:left; "><span/></p><p style="text-align:left; "><span style="color:black; ">für den zusätzlichen Einbau von verlängerten Einzelkonsolen direkt auf Betonwand.</span></p><p style="text-align:left; "><span style="color:black; ">Seitlich sind zusätzliche U-Profile einzubauen.</span></p><p style="text-align:left; "><span/></p><p style="text-align:left; "><span style="color:black; ">Die Lochbleche wind seitlich zum Vorbau anzupassen und zu kanten.</span></p><p style="text-align:left; "><span/></p><p style="text-align:left; "><span style="color:black; ">Einschl. Anpassung der Ausstanzungen zur Aufhängung.</span></p><p style="text-align:left; "><span/></p><p style="text-align:left; "><span style="color:black; ">Anzahl Konsolen 2 Stück,</span></p><p style="text-align:left; "><span style="color:black; ">Länge U-Profil ca. 2.50 m</span></p><p style="text-align:left; "><span/></p><p style="text-align:left; "><span style="color:black; ">Nordfassade zwischen Achse 2 + 5</span></p></Text></DetailTxt><OutlineText><OutlTxt><TextOutlTxt><p style="text-align:left; "><span style="font-family:Arial; font-size:10pt; ">Zulage UK neben Vorbau Nord</span></p></TextOutlTxt></OutlTxt></OutlineText></CompleteText></Description></Item><Item ID="APZCAEIZMCANRRLM" RNoPart="150"><UPBkdn>No</UPBkdn><Qty>1.000</Qty><QU>St</QU><CtlgAssign><CtlgID>idDIN276_2008</CtlgID><CtlgCode>335</CtlgCode></CtlgAssign><Description><CompleteText><DetailTxt><Text><p style="text-align:left; "><span style="color:black; ">als Zulage zu Blechfassade</span></p><p style="text-align:left; "><span/></p><p style="text-align:left; "><span style="color:black; ">für den zusätzlichen Einbau von verlängerten Einzelkonsolen direkt auf Betonwand.</span></p><p style="text-align:left; "><span style="color:black; ">Seitlich sind zusätzliche U-Profile einzubauen.</span></p><p style="text-align:left; "><span/></p><p style="text-align:left; "><span style="color:black; ">Die Lochbleche wind seitlich zum Vorbau anzupassen und zu kanten.</span></p><p style="text-align:left; "><span style="color:black; ">Die Anpassung der Bleche ist einzukalkulieren.</span></p><p style="text-align:left; "><span/></p><p style="text-align:left; "><span style="color:black; ">Einschl. Anpassung der Ausstanzungen zur Aufhängung.</span></p><p style="text-align:left; "><span/></p><p style="text-align:left; "><span style="color:black; ">Anzahl Konsolen 2 Stück,</span></p><p style="text-align:left; "><span style="color:black; ">Länge U-Profil ca. 2.90 m</span></p><p style="text-align:left; "><span/></p><p style="text-align:left; "><span style="color:black; ">Ostfassade Achse zwichen G-D</span></p></Text></DetailTxt><OutlineText><OutlTxt><TextOutlTxt><p style="text-align:left; "><span style="font-family:Arial; font-size:10pt; ">Zulage UK neben Vorbau Ost</span></p></TextOutlTxt></OutlTxt></OutlineText></CompleteText></Description></Item><Item ID="APNTURMBRXIIRGDZ" RNoPart="160"><UPBkdn>No</UPBkdn><Qty>1.000</Qty><QU>St</QU><CtlgAssign><CtlgID>idDIN276_2008</CtlgID><CtlgCode>335</CtlgCode></CtlgAssign><Description><CompleteText><DetailTxt><Text><p style="text-align:left; "><span style="color:black; ">als Zulage zu Blechfassade</span></p><p style="text-align:left; "><span/></p><p style="text-align:left; "><span style="color:black; ">für den zusätzlichen Einbau von verlängerten Einzelkonsolen direkt auf Betonwand.</span></p><p style="text-align:left; "><span style="color:black; ">Seitlich sind zusätzliche U-Profile einzubauen.</span></p><p style="text-align:left; "><span/></p><p style="text-align:left; "><span style="color:black; ">Die Lochbleche wind seitlich zum Vorbau anzupassen und zu kanten.</span></p><p style="text-align:left; "><span style="color:black; ">Die Anpassung der Bleche ist einzukalkulieren.</span></p><p style="text-align:left; "><span/></p><p style="text-align:left; "><span style="color:black; ">Einschl. Anpassung der Ausstanzungen zur Aufhängung.</span></p><p style="text-align:left; "><span/></p><p style="text-align:left; "><span style="color:black; ">Anzahl Konsolen 2 Stück,</span></p><p style="text-align:left; "><span style="color:black; ">Länge U-Profil ca. 2.90 m</span></p><p style="text-align:left; "><span/></p><p style="text-align:left; "><span style="color:black; ">Südfassade zwischen Achse 5 + 7</span></p></Text></DetailTxt><OutlineText><OutlTxt><TextOutlTxt><p style="text-align:left; "><span style="font-family:Arial; font-size:10pt; ">Zulage UK neben Vorbau Süd</span></p></TextOutlTxt></OutlTxt></OutlineText></CompleteText></Description></Item><Item ID="APCARGKLXYUOKZQO" RNoPart="170"><LumpSumItem>Yes</LumpSumItem><UPBkdn>No</UPBkdn><Qty>1.000</Qty><QU>psch</QU><CtlgAssign><CtlgID>idDIN276_2008</CtlgID><CtlgCode>335</CtlgCode></CtlgAssign><Description><CompleteText><DetailTxt><Text><p style="text-align:left; "><span>Zulage zu den Fassadenblechpositionen für die Ausführung mit erhöhten Toleranz-Anforderungen gem. Klasse 3, Tabelle 2 der IFD Beurteilungsregeln von vorgehängten hinterlüfteten Fassaden 2020</span></p><p style="text-align:left; "><span/></p><p style="text-align:left; "><span>Besonders ist zu beachten:</span></p><p style="text-align:left; "><span>- Fugenbreite</span></p><p style="text-align:left; "><span>- Fugenversatz zu angrenzenden Platten</span></p><p style="text-align:left; "><span>- Winkel und Durchläufigkeit der schrägverlaufenden Fugen</span></p></Text></DetailTxt><OutlineText><OutlTxt><TextOutlTxt><p style="text-align:left; "><span>Zulage erhöhte Toleranz-Anforderungen</span></p></TextOutlTxt></OutlTxt></OutlineText></CompleteText></Description></Item></Itemlist></BoQBody></BoQCtgy><BoQCtgy ID="APHLITFDPVHPIIVC" RNoPart="2"><LblTx><p style="text-align:left; "><span style="font-family:Arial; font-size:10pt; ">Schallschutzlamellen</span></p></LblTx><BoQBody><Itemlist><Remark ID="APUHTNREGXINLIZM"><Description><CompleteText><DetailTxt><Text><p style="text-align:left; "><span>Hinter der Lochblechfassade der Südseite in Richtung der neuen Klinik West soll ein zusätzlicher Schallschutz eingebaut werden.</span></p><p style="text-align:left; "><span>Hierzu sollen die nachfolgend beschriebenen einzelnen Akustikjalousien oberhalb der Betonwände ab 3,00 m ü. OKF in Ebene der Stahlstützen vertikal und horizontal gekoppelt werden.</span></p><p style="text-align:left; "><span>Die einzelnen Felder aus 8 bzw 4 gekoppelten Elementen werden seitlich und oben an der vorhanden Stahlkonstruktion verschraubt.</span></p><p style="text-align:left; "><image Encoding="base64" Type="image/jpeg" 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</image></p><p style="text-align:left; "><span>Ansicht von aussen - Schallschutz orange</span></p></Text></DetailTxt><OutlineText><OutlTxt><TextOutlTxt><p style="text-align:left; "><span style="font-family:Arial; font-size:10pt; ">Hinweistext</span></p></TextOutlTxt></OutlTxt></OutlineText></CompleteText></Description></Remark><Item ID="APNSZVPKWHQADDQM" RNoPart="10"><UPBkdn>No</UPBkdn><Qty>134.000</Qty><QU>m²</QU><CtlgAssign><CtlgID>idDIN276_2008</CtlgID><CtlgCode>339</CtlgCode></CtlgAssign><Description><CompleteText><ComplTSB>Yes</ComplTSB><DetailTxt><Text><p style="text-align:left; "><span>Lieferung und Montage an die vorhandene Stahlkonstruktion </span></p><p style="text-align:left; "><span/></p><p style="text-align:left; "><span>Robuste Stahlblechkonstruktion aus 1,5mm Glattblech</span></p><p style="text-align:left; "><span>und 1,0mm Lochblech, verzinkt</span></p><p style="text-align:left; "><span/></p><p style="text-align:left; "><span>Modulabmessungen: </span></p><p style="text-align:left; "><span>Höhe:  ca. 2.800 bzw. 3.000 mm</span></p><p style="text-align:left; "><span>Breite: ca. 1.440 mm</span></p><p style="text-align:left; "><span>Moduldicke </span><image Encoding="base64" Type="image/png" width="7">iVBORw0KGgoAAAANSUhEUgAAAAwAAAAVCAIAAAD9zpjjAAAAAXNSR0IArs4c6QAAAAlwSFlzAAASdAAAEnQB3mYfeAAAAHRJREFUOE+9ktENgCAMRMGxOlBZpyyDwxy7YGsMISqCP9wf5eVy19SXUtxI2wiw//VQjiHEPX+F03ZAEiaFiCUBOrnJNe8u3EKVr87Ep/MrdNFIFoIEv50+M820g7BVfzavEz9zBRocYovsSttNOa0/lfEBHwzT+xgUwMM0AAAAAElFTkSuQmCC</image><span>155mm</span></p><p style="text-align:left; "><span/></p><p style="text-align:left; "><span>Wetterfeste, nicht brennbare Akustikfüllung</span></p><p style="text-align:left; "><span/></p><p style="text-align:left; "><span>Geradliniges Lamellenerscheinungsbild für ausgezeichnete Schalldämmung (Rw 15dB)</span></p><p style="text-align:left; "><span>Perforierte Lamellenunterseite für eine höchstmögliche Schallabsorption</span></p><p style="text-align:left; "><span/></p><p style="text-align:left; "><span>Nominaler freier Querschnitt von ca. 32%</span></p><p style="text-align:left; "><span/></p><p style="text-align:left; "><span>Pulverbeschichtete Oberfläche in RAL 9002 </span></p><p style="text-align:left; "><span/></p><p style="text-align:left; "><span>Inkl. Befestigungsmaterial</span></p><p style="text-align:left; "><span/></p><p style="text-align:left; "><span>Befestigung an vorhandener Stahlkonstruktion,</span></p><p style="text-align:left; "><span>Die Fugen sind mit Kompriband zu unterlegen</span></p><p style="text-align:left; "><span>siehe Plan ZAS_ARC_5_1822-580-86 Detail 2</span></p><p style="text-align:left; "><span/></p><p style="text-align:left; "><span>Schalldämmung (die akustische Wirksamkeit ist mittels eines Laborberichts einer anerkannten Prüfstelle nachzuweisen)</span></p><table style="width:450; "><tr><td style="width:56pt; "><p style="text-align:left; "><span>Hz</span></p></td><td style="width:49pt; "><p style="text-align:left; "><span>63</span></p></td><td style="width:49pt; "><p style="text-align:left; "><span>125</span></p></td><td style="width:49pt; "><p style="text-align:left; "><span>250</span></p></td><td style="width:49pt; "><p style="text-align:left; "><span>500</span></p></td><td style="width:49pt; "><p style="text-align:left; "><span>1k</span></p></td><td style="width:46pt; "><p style="text-align:left; "><span>2k</span></p></td><td style="width:50pt; "><p style="text-align:left; "><span>4k</span></p></td><td style="width:50pt; "><p style="text-align:left; "><span>8k</span></p></td></tr><tr><td style="width:56pt; "><p style="text-align:left; "><span>dB</span></p></td><td style="width:49pt; "><p style="text-align:left; "><span>6</span></p></td><td style="width:49pt; "><p style="text-align:left; "><span>6</span></p></td><td style="width:49pt; "><p style="text-align:left; "><span>8</span></p></td><td style="width:49pt; "><p style="text-align:left; "><span>10</span></p></td><td style="width:49pt; "><p style="text-align:left; "><span>14</span></p></td><td style="width:46pt; "><p style="text-align:left; "><span>18</span></p></td><td style="width:50pt; "><p style="text-align:left; "><span>16</span></p></td><td style="width:50pt; "><p style="text-align:left; "><span>15</span></p></td></tr></table><p style="text-align:left; "><span/></p><p style="text-align:left; "><span/></p><p style="text-align:left; "><span style="color:black; ">Produkt der Planung:</span></p><p style="text-align:left; "><span>Slimshield Acoustic Louvre SL-150</span></p><p style="text-align:left; "><span/></p><p style="text-align:left; "><span style="color:black; ">oder gleichwertig</span></p><p style="text-align:left; "><span/></p><p style="text-align:left; "><span/></p></Text><TextComplement Kind="Bidder" MarkLbl="1"><ComplCaption><span>Hersteller / Typ:</span><br/></ComplCaption><ComplBody><span>&apos;</span><p style="text-align:left; "><span>..................................................&apos;</span></p></ComplBody><ComplTail><br/><span>vom Bieter einzutragen</span></ComplTail></TextComplement></DetailTxt><OutlineText><OutlTxt><TextOutlTxt><p style="text-align:left; "><span style="font-family:Arial; font-size:10pt; ">Akustikjalousien SL-150</span></p></TextOutlTxt></OutlTxt></OutlineText></CompleteText></Description></Item><Item ID="APOAIKIWNJLMQORO" RNoPart="20"><UPBkdn>No</UPBkdn><Qty>134.000</Qty><QU>m²</QU><CtlgAssign><CtlgID>idDIN276_2008</CtlgID><CtlgCode>339</CtlgCode></CtlgAssign><Description><CompleteText><DetailTxt><Text><p style="text-align:left; "><span>Zulage zu vorgenannten Akustikjalousien für die Ausführung eines Vogelschutzgitters </span></p><p style="text-align:left; "><span>hofseitig aus verzinktem Stahl,</span></p><p style="text-align:left; "><span>flächig vor den Jalousien in die Stahlblechkonstruktion verschraubt oder genietet. </span></p></Text></DetailTxt><OutlineText><OutlTxt><TextOutlTxt><p style="text-align:left; "><span>Zulage Vogelschutzgitter</span></p></TextOutlTxt></OutlTxt></OutlineText></CompleteText></Description></Item><Item ID="APGKBFOAVGTACSQK" RNoPart="30"><UPBkdn>No</UPBkdn><Qty>18.000</Qty><QU>m</QU><CtlgAssign><CtlgID>idDIN276_2008</CtlgID><CtlgCode>339</CtlgCode></CtlgAssign><Description><CompleteText><DetailTxt><Text><p style="text-align:left; "><span>Fußpunkt der vorgennanten Akustikjalousien</span></p><p style="text-align:left; "><span>als geschlossenes Kastenprofil zum Höhenausgleich</span></p><p style="text-align:left; "><span>Ebene +3,00</span></p><p style="text-align:left; "><span/></p><p style="text-align:left; "><span>H= ca. 100 mm</span></p><p style="text-align:left; "><span>B= ca. 150 mm</span></p><p style="text-align:left; "><span/></p><p style="text-align:left; "><span>einschl. Mauerabdeckung Hofseite,</span></p><p style="text-align:left; "><span>T= ca. 195 mm</span></p><p style="text-align:left; "><span>mit Tropfkante und Aufkantung verschraubt an Kastenprofil </span></p><p style="text-align:left; "><span>Abwicklung ca. 360 mm</span></p><p style="text-align:left; "><span/></p><p style="text-align:left; "><span>einschl. Überhangblech Aussenseite,</span></p><p style="text-align:left; "><span>mit Tropfkante und Aufkantung verschraubt an Kastenprofil </span></p><p style="text-align:left; "><span>Abwicklung ca. 180 mm</span></p><p style="text-align:left; "><span/></p><p style="text-align:left; "><span>Die Fugen zwischen Blechen und Kastenprofil sind mit Dichtband zu unterlegen.</span></p><p style="text-align:left; "><span/></p><p style="text-align:left; "><span>siehe Plan ZAS_ARC_5_1822-580-86 Detail 3</span></p></Text></DetailTxt><OutlineText><OutlTxt><TextOutlTxt><p style="text-align:left; "><span>Fußpunkt OK 3.00 m, H=10cm</span></p></TextOutlTxt></OutlTxt></OutlineText></CompleteText></Description></Item><Item ID="APCCNIHYKOOCUDDJ" RNoPart="40"><UPBkdn>No</UPBkdn><Qty>12.000</Qty><QU>m</QU><CtlgAssign><CtlgID>idDIN276_2008</CtlgID><CtlgCode>339</CtlgCode></CtlgAssign><Description><CompleteText><DetailTxt><Text><p style="text-align:left; "><span>Fußpunkt der vorgennanten Akustikjalousien</span></p><p style="text-align:left; "><span>als geschlossenes Kastenprofil zum Höhenausgleich,</span></p><p style="text-align:left; "><span>Ebene +5,53</span></p><p style="text-align:left; "><span/></p><p style="text-align:left; "><span>H= ca. 280 mm</span></p><p style="text-align:left; "><span>B= ca. 150 mm</span></p><p style="text-align:left; "><span/></p><p style="text-align:left; "><span>einschl. Mauerabdeckung Hofseite,</span></p><p style="text-align:left; "><span>T= ca. 195 mm</span></p><p style="text-align:left; "><span>mit Tropfkante und Aufkantung verschraubt an Kastenprofil </span></p><p style="text-align:left; "><span>Abwicklung ca. 360 mm</span></p><p style="text-align:left; "><span/></p><p style="text-align:left; "><span>einschl. Mauerabdeckung Aussenseite,</span></p><p style="text-align:left; "><span>T= ca. 210 mm</span></p><p style="text-align:left; "><span>mit Tropfkante und Aufkantung verschraubt an Kastenprofil </span></p><p style="text-align:left; "><span>Abwicklung ca. 375 mm</span></p><p style="text-align:left; "><span/></p><p style="text-align:left; "><span>Die Fugen zwischen Blechen und Kastenprofil sind mit Dichtband zu unterlegen.</span></p><p style="text-align:left; "><span/></p><p style="text-align:left; "><span>siehe Plan ZAS_ARC_5_1822-580-86 Detail 5</span></p></Text></DetailTxt><OutlineText><OutlTxt><TextOutlTxt><p style="text-align:left; "><span>Fußpunkt OK 5,53 m, H=28cm</span></p><p style="text-align:left; "><span/></p></TextOutlTxt></OutlTxt></OutlineText></CompleteText></Description></Item><Item ID="APPCIYGBBIXTTGFB" RNoPart="50"><UPBkdn>No</UPBkdn><Qty>26.000</Qty><QU>St</QU><CtlgAssign><CtlgID>idDIN276_2008</CtlgID><CtlgCode>339</CtlgCode></CtlgAssign><Description><CompleteText><DetailTxt><Text><p style="text-align:left; "><span>Zusätzl. Befestigung an  bauseitiger Stahlkonstruktion,</span></p><p style="text-align:left; "><span/></p><p style="text-align:left; "><span>bestehend aus:</span></p><p style="text-align:left; "><span style="font-weight:bold; ">Flachstahlwinkel </span></p><p style="text-align:left; "><span style="font-weight:bold; color:black; ">l= 200 + 100 mm, h=100 mm, d=10mm</span></p><p style="text-align:left; "><span style="color:black; ">mind. feuerverzinkt ober Edelstahl </span></p><p style="text-align:left; "><span/></p><p style="text-align:left; "><span style="color:black; ">an bauseitigem Hohlprofile verschraubt (Schrauben mit bauaufsichtlicher Zulassung), </span></p><p style="text-align:left; "><span/></p><p style="text-align:left; "><span style="color:black; ">Farbton nach Wahl des AG,</span><br/><span style="color:black; ">ist vom Auftragnehmer, werkseitig im Spritzverfahren auszuführen,</span><br/><span style="color:black; ">einschl. sämtlicher Schutzmaßnahmen von fertiggestellten Bauteilen.</span></p><p style="text-align:left; "><span/></p></Text></DetailTxt><OutlineText><OutlTxt><TextOutlTxt><p style="text-align:left; "><span>Befestigungswinkel</span></p></TextOutlTxt></OutlTxt></OutlineText></CompleteText></Description></Item></Itemlist></BoQBody></BoQCtgy><BoQCtgy ID="APSVFHXRDWHMEFLB" RNoPart="3"><LblTx><p style="text-align:left; "><span style="font-family:Arial; font-size:10pt; ">Fassadenbegrünung</span></p></LblTx><BoQBody><Itemlist><Item ID="APPQSWLOOZYIPIOO" RNoPart="10"><UPBkdn>No</UPBkdn><Qty>260.000</Qty><QU>m²</QU><CtlgAssign><CtlgID>idDIN276_2008</CtlgID><CtlgCode>335</CtlgCode></CtlgAssign><Description><CompleteText><ComplTSB>Yes</ComplTSB><DetailTxt><Text><p style="text-align:left; "><span style="color:black; ">Fassadenbegrünungssystem,</span></p><p style="text-align:left; "><span style="color:black; ">Anordnungsweise nach Wahl der Kletterart</span></p><p style="text-align:left; "><span/></p><p style="text-align:left; "><span style="color:black; ">Ranksystem mit Aluminium Abstandshalter in </span><span style="font-family:DINPro-Light; color:rgb(33,29,30); ">quadratischer</span><span style="color:black; "> bzw. rautenförmiger Anordnung mit hochflexiblem Edelstahl</span><span style="color:black; ">s</span><span style="color:black; ">eil Ø 4 mm als Kletterhilfe. Abstandshalter mit Innengewinde, Abdeckscheibe und Dichtring für die Aufnahme eines geeigneten Befestigungssystems. </span></p><p style="text-align:left; "><span/></p><p style="text-align:left; "><image Encoding="base64" Type="image/jpeg" 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GTtVMj8N2adwOjwfSolj+UlBhgTj3rn0+IWku6otte5Y4GUT/wCKpi/EHSYxtNvekjqQidf++qHqwOmJLRkrnpVRUxPGRnnn9axW8e6VES32e8BkUMPkXj6/NU7+I7OBYZjFO6gcIoXcefQms5dLgbZB88kDJAximzzbIQcfM3AFYS+ONLe+Ecdvds/TKovX3+btTLnxTp9vMz3Mc8ixNtKooOCckdT7fyoba0QHQQDZCuQSWPQDmopwyybwpUjnmsFPHektMogtbtXc7eUXnP8AwKp5/Fljc3AtkhuBLtJyVXAHfnPXiiWkbAayGSXLbCd+cU+5UGe1eX5DHIWGe+VK/wDs1YQ8daXZ/wCjyQXjOnUqi49f71c1c3rX9xc30kzBpHHltluQADs44wM/zppOwHpgQjotNlU+U3HauS0PxPDptkba7S4fa58tRg7Bkjy8kjoVOParx8a6c6JJ9nuyGyVj2puODjON1U2rAbDo1tKGA+RutWgpIyBwa5weNLC7DRLZX4Pq0agD6/NRP40sNNKwXNvdlsZBRVIx/wB9Ulo7AdHsaolRlVXyfRsmsKfxzp0QYfZ7sEBedi9+33uv+FQt450u1XyZYLxzzyqKQef96ne7A6nyz7UeWfauWXx9pMcYb7PebGJ2gIvGMZ/io/4WJpH/AD733/fCf/FVSA6ryz6ijyz61yv/AAsTSP8An3vv++E/+Ko/4WJpH/Pvff8AfCf/ABVAHVeV70vl+9cp/wALE0j/AJ977/vhP/iqP+FiaR/z733/AHwn/wAVQB1flj1NHlj3rlk+IWlOwVLW/Zj0AjQ/+zU5/HNg6bVt7yNi235kUHpn+99PzpN2A6OWIPiPkZ5J+lIlqAcsx46YJFc03j7S0KyPbXoDj5RsXP1+90/wrFm8S6xdyvPDc+RErHKJGD5Q3bR1PzHoefWlZPUDv4wFlYHkE4BPrj/P5VPtHoK49PHFnbwLb30Nw1yRlniVSpJ6EZYVOPHGni8Nu0dwH6cquM+mc0J2A6bAeXgDCggn3qBf9Gudv8D1zh8dWFs5hlt7zKHDExqOf++qVvGNje3EMEUUwLjcpKj/ABqZPS4HW1FOyoqknHzDH51zUnjrThK9v5N2sseQxKLjjr/F7VGfG+l3ErRpFdFux2LjH/fX41TemgHUufKcvglSMnHbHeoIx9pnMjfcXoKw18ZWN9HKkNvdrs4csi4/RqgTx7pNsvkmC8JTglUTBP8A31U7ysB19Fcj/wALE0j/AJ977/vhP/iqcfiFpQUMbW/2nofLXB/8erQDqvMHmlO+M06uQfx7pKEiS3vSThwQi8ZHH8XpTh4/0tIw7QXrKx4+Rcj6/NSTA6puZVHoCaSTKkOvXgY9ea5b/hP9KUCU297tfgfIueP+Be9Enj/Stscht7zaSeNi54/4F/nFIDo7kgSN/wBcyDRGP9CX5gvOcn61ztx4s0+4tlujDcrEozgqu4849aoX/ia5u2hi0pZrZCOGmjBYnI44PAwc568VHVgdjPL5IRsDzCp/Pio7WCZUEoZd7jOW965W11lNOdhfGWdnbaWByVc8Dqen8uK0U8baZHGglhukBACsyrhvp81C1d2BvhY5Yj/fI6nrmqkAEt4Qw4wc1kyeL7Bbsb4LkMNvybVyM8c/N6mlk8UafYu1xOswDk4AUZ/nSerQHSeXGqHKgjqc802DKBUb+IZH9RXN/wDCcabOrBI7hh5ZcgKM4HUdaYvjzS7k+XFBeK4BYFkXAwMn+L0Bq/NAdYzBVLHoKaikhi45bqPQVyUPjbS7hvJjiu1UDe29VHA5PRvanyeOtNiXcsV4VzgYEb/yenfUDooMw3DRE/KeRVuuTg8UWdzdP5aXRkg5kDKvzD/ZwaY/j3TJB5qQ3gEfBBRe/wDwKpi90B1JkBuUUDjBGaGJhJbgoW6d+f8A6/8AOuXi8caXLl44LzES5IKLnGDn+KnyeOtKe33NDdAEZwypkjPpu9qfcDdsTjeQhbp0xU5kZ3VGXaC3Gfaua/4S+w02GNpobl1mGUKKp498t70kfjrTLu4jjiguw/bci/8AxXtUx+EDp5/vRgdWO38O9MlBR4kJYx7jgjqODXOt4306WA3KW95tibnKLnP/AH105qGfxzZ3BMdjFMbgKTEZFGzd785qn1A6os4jYpIDtH8S81AA0N/Hlywcck1xY1/VLcxXEtyJ0kYKFZAol+bHIz8vHp7VsHxLaagySxRXEZjySJFAJ9xg1MtFcDpHVmmIDYBXH60gG25Ax1GB/n8K5/8A4TOwF6tube680r/dXDfT5vr1pJPGWnRy75ormIqSoV1UH6/e6U7oDpCwd1C54bJOPY1JXIJ8QtJVADb3pI/2E/8Aiqzda8YQ6ssEFglyiAs0qsdhf5TjlWzgdSPpVoD0GivNvDF9La65bwWzfunJEixuzJJuK9m6Fck547/j6TTAKKKKACiiigCOOCOJ5XRcNM+9znqdoXP5KPyqpq1kmpW/2QytE2Q6uoBKsDkHB4PI6Uad/wAfuq/9fS/+iYqtM4jaRm6AA0mBy1p4Ta2mVZ7kTRnd8oQDeODjp8oyOg9a1p9Is1R2+xWwyPlURrwAOmMf5zWi0it5Eo+7u6/UGoNScKoGcNjj/P4VnK1mwKkOl6cyebc2FrL2LNArEenannRrF4d0dhar3QeSoKc9uODVuy+aNAewz+OTU8TAL5ZOGXjB70RV0gMZdM0mSAxSWFujHIdliCn65Azn0rJTSU0u2LKzSxRtwxUA44A4HcDHNdc6QvJhgC9UlhS+MqPjyTwVHoRipkm/duBQsLPT7mONpdPtbgMN3mPErZBPByR3yKvTaNpokQ/YLRg7AFWgUjp9O1ZHhi8AiuNPYgyWUgUH+8hIKn9D9OK6RU80B5M55xjjFVFO1ipq0mjPttK06dD5thayBThQ0Knb9OKeNG0vzyn9nWgXaDgQqBn16VPZpwwU7WU1OV2Ork5JOCacfhRJSbStKLt5+nWbN2LwKSR+VEejaZIGMum2bNn+KBSQOw6VoO21C2M4oRdqYJ5PU+9VbUDMGkaW8jKNNsTjpugU8eg4p39k6UCAml2SSD/p3T5ffpVjzoo2jB+8BhsD04pshS4LMj4PC/Xn/wCvU8wESaNpzRk/2fa5YHBMK5Gfw796VNF0hkDf2VY8j/n3T/Cr8bbkBPXofrTYv4iPuE8VSAoromlNISNMs1CHtAoOfypZNE05nMi2FpvPcwrke4OOtXl4mYeoBp9O1wMa60vToZE26bZhMEgCBeD6jjr0q1/YulNknTrRtxzzCp/pVi4jEm1fUEUyzm/dmOQ4aPg59KhaS1Ary6NpccTumm2aOqkqywKCD6jis3VvDNrdjNsyWUoUglI12yKcHBGOoIGDW87q67ecsQMEdqchXy/nwTHwSfaq6gcVpOlw2usPp95+8uIovMiEgBVgxG5unJ4A/OtyfTrFZgktjbnB+U+Uvy+444qHxOBb/ZtZiRjLZN8w2nmMkZ/z71uNJFcWXnIweKRNysOhBGQahxvqmBSGlafNlm0+1kAJ4eJTjp7VJBo+nBUkOn2hkx9/yVz+eKmZFjkciNnDAFcc8/07Ux7hoIAjAbwNo55+uKd0twKZ0zT5b3aLC02g4P7lemOR06ZqyNE0wSBxYWg2/dxAox+nSpbWLyxHu+82WP1/yat04rTUDPn0fTDHk6daELyAYFx+WKX+w9I/6BVl/wCA6f4Vcl5Cj1Yf40+q6gZ50PSAMnS7H/wHT/Con0nSVQyDSLHZ7wJk/pV18s292xEOMetLNtkdEIyoOW/LipbApNpGnIAh0+0IAGMwrheTkjipf7D0nvpdkT6m3Tn9Ktyj5Q393+Xelj43J2U8fSmtGBR/sXShIFGmWYBU7gIF5/SkbR9MWaNE060UHJIECjPH096vvw6sO/ymmyrmRDnB6A+hoYFE6VYR3IKWFsQ+SR5SjJHfp7mmvoulHLjTbZXDD/lkuc8Hrir7qVHmMcsvP0HekjO5mkPCBiQT37VNgOR8QaNLb2cot5jK0RM0YZRnAycdOf8A61amgaXpM+k2kkVtHKnlBgZUVmyeuTj1yKvXwL3CNjAxgZHbmsTw7OdK1K+0ojMYPn24/wBgnkD6H+tTFpNoDaOkaWJSj6daFAu4AwLgfp9aZaaVYzKd9hbeT2QxLt/LFWp95jeQDAYYGevOKsWy7LdB7ZqlrICr/Yekf9Aux/8AAdP8KY2jaSDtGk2TN1x9nT/CtEkAZJwBUfzSMrBdoB4J6n8KtgUf7H0rGRpdmpDAMBAnf8Ke2iaWFPl6ZZK2DgiBR/SrU3Dg9sZP4Ef/AF6jup2U+XGMsR1zUt2vcCodL0YIxGm2KOM/8sEyD+VOOj6Q0JddMsWOOv2dOv5U/wCxYUrnMhGc/wA6Zhof3v8ABxuUVPNJboBt3pOlQwbjptoW4UEwKT/KnRaTZsqmSwtXccq7xKdv0qWRxdXEYXlAc1ZaJFQlQARyD6U1q7oDKOm6f9pKxafbRsPvGOFQT+IFSXGmacgBNhaMW+8DCp3H1PFWbRiElcj5qe6JGGVud4+Zien+TUrVXAovo+mxzxpHYWYduSwt0G36cU2402yiYmOytlZThmWJQcHpzjpVuB3ZjKSOFHbqBT7hN1qGHVxk/wA/6UPVMCvHoemSRrI1jbGQjO/yUzn8qzNS0HTZdRtENqiia4KNtAAK+W7fhyo5rfs5Fa1jJYdMc0kqxfbIWcJuydu7HDYPI98Z/DNWrWTAp2+iaUhaAafbNHGAFDxBvx57+9L/AGPp0s8gaxtGAPAeBWx6449atR8yMsnGSSrA49iKfP8AukDKOgIwP8+tLpcCqul6dIEX+zrTaVyw8lcH04xVeHTtOlupYrixtpSpwm+JWwPQZFaaZRQFw7MM57YrPfMdw8gPKnk++amTtZgTrpOmyJiTT7VtrHG6FTjn6VANI0x1ctp1m53YUtAp6n6fjVoTl5U8g8NywPSp44QmMsTg5x2qlrsBUXQ9LAw2m2bc8D7OmB+lL/Yekf8AQLsf/AdP8Kv0VoBQ/sPSP+gXY/8AgOn+FH9h6R/0C7H/AMB0/wAKv0UAUP7D0j/oF2P/AIDp/hTJNG0eNCx0qy+n2dP8K0qY3MqjsATSYFCHRtMIL/2ZZoGGNogUce/FNh0jT5ULNYWmDnZ+5X5R0444q428xs2SQ3v05pbeVWAUA9T+HJ4qeuoFJdH0svmTTLNsnBzApwR+HSuRsNAGpaneGwl8uxs7jy492DuOdxHTkAnuehFdfrV0bWxuDG22Zgoj9mPGfw61X8Pxx6TpFvasPmUZkcc5Y8mjmS0YD7Tw/pdvp6IbOC4dE/1s0Ss7H3JFSf2RphHOmWjTf3zAvJ/vZxWjDzED/eyfz5qNZRHIITnrwfbtT8wKh03TvKVZLG1PzYbMS849eKZJpGnRWxkWwtUkA+UrCoK57Djirkn/AB9ZxlVG4j36ZomIaBpCc54Wp6MDOtNN06aJi+n2rTddxhXc344qZ9K0hYy8enWQI6lYFBH6U1WeBonQcHPbr/nNXLSIHdK4BZjmpg21ygUoNOsTdFI7S3CYywWNQGOOSeOasf2HpH/QLsf/AAHT/CpLQh5pXBHWrdXDa4Gc+iaOEOdNsV9/IQY/ShtK06WDJ0+0Yj1hUg4/DpV1Bv8Anbk5OB6U6Q4jYjrinvqBnpo2kuGZtNsiAeMwJwPyqtNYac58m206z2A5b9wuPyxV+6YQoUVwN3bvToEAiCKRlx8x9BUNt+6BknTLGMkNptkQv8Bt069+30q3HpekvC0jaZZYHRTAnHt0q86hrgKB0GWP48fyqqYCLxo9+1G5xS1iBFaaZbNGH+yWxXooaMfKPbiszVtLto9Qtls7eOG4lyjCNAqMpIOSMdcjr9a6WABY9o6AkfrWDYyDUNamuw25A3lR/Qdcf57mhq0UgGWPhlLed5LsxXjsB8jxgonPXGOT71cuNM05VcPZWsjbR5btCpI9e341oysVSYjgkgZ/AVDcRGM7shgFJAxgCnLyAhOk6dJ9yxt/MblnaFd3rycfSo4tPsJ7p0msreRcblDxK2PzFXYJN07E4A2A/T61VaUi7DwgkjIPvUtpWYEkmi6YkbNFp1mjAdVgUZH5VG2laUqRldOtEL8ErAo4I+nvU73Eq/JKoww5I7CpPkfajEFDnbnuKu99gKw0TT8fLptlGcEZSFef06U0aTpbOFj020XgNxAowfXp1q1bXBLMkpHyDGfpSK3leY443Mfl7j0NF09QKd5p1hAM21nbRPn5mjiVT9DgUQ6XpjQEnTbMlT848hfmHvxVu8KgRxJg55x61AY5FuXRTnIGRmobalcBi6ZpbkGDTLXaeGCwKPz4qYaLpQjzLptlx6wJwPTpVuNkjjCAMcf7JqGVjcTLEMgD72au9teoGa1lYPcFRp9tLEOEV4VKr9BjipE07TVlCNplnEwP31gUY/StGGHDt8o25P8A+qnSxRtsRh8oyxqVGVgKI0rTyjIthaISh4EKjP1GO+KpXmmaPJpV072Ftb7UJEkMSo69xg468VrkYtjKceY5DDP6Vz2uWjXrRaashCTzKZD/ALAOT9On6UXaaAq2vh06g9re3E4WOTB2KAdwzkdvl9eK359PshchIbO3DMMNiNRn6+vFXrUo8RXYq4+XAHao7VFe7kkGMDoKGrpJAZy6XbG5f/RICVON/lAkD8s1cOk6Oxy2m2jt6m3Uk/pUke5dRlC8+31q2HIba4AOMjBpwVgKS6Jo7KCNLsv/AAHT/Cornw5pU8WxLOO2YHKyWyiJ1OCOq+xPB4rSi+4fTccfnT60QGNpXhmx0u4FwjzzyrnYZn3BM9cDtn1rZoopgFFFFABRRRQBSsI3S81NmRlD3IZSRjcPKjGR68gj8KtSRrIMMM0yC5SeW4jUMDBII2z3O1W4/BhU1AFARzw/uwu+MHI4qGaBiV81suei+grVJwMnoKo2rBnaWQdTwfSsZRWwD4rcwzr85IweKlnYYwMEr8x9sVI6lsEHBFReVtRYyeGbnH0NXa2iASVfLhBzyM5PuR1/OovKFv5eGIJPJ6cVamUNC6+1RsHEW8kFsAL7UmgOTA+w39jqSRZBP2ecg4+QknP4HH5V1P2iWX/Ux8eprHgsjf2ctsWKZjIDehPQ/nU/hO/e80gRXH/H1aMbeYHruXjP5f1qYXkipu8my5bSlbxkkG0t/OrzAMCCMg1VvUAkimxypq2DkZFXDS6ZJCwf/V8sMghvx70CPej8nzASM5PXtSPcjzRFGMsep9KlRdoxknPJJ70KzApx2+HXOPM5DZGRSz2wXBjUgKM5HrU7fxuP4WB/Ic/1p7PyAo3EjPWlyq1gK1rIZ0KE9DlverKyqTjp6Z71VVDBO0hwFP3gPenmNmt1c8MigqPSlFtICeTghx26/SnggjI6GkVgyhh3qIs0KY2gqOM559q0vYB0Y3HeeTyB7c1Xu1EcqzAAnuDVqNdqAHqBzSScFX9Dj8DUtXQDVZ5BuUgDsCOtNSFfMbOSeCfep6Yv+tf6CnYBLiCO5t5IJl3RyKUYeoIwa5zw1PJDZXmi3DZn0+TYuf4oycqf89sV09czr8JsNdstWT5Ypf8ARrn0x1Un8R/KnLYDoQjBPkduB8o4xVcZnvcyKQq8AEd6s4Y8uQqgfwmmRFGlIXPyjjPfPU/yqWr2AmZQ4wf/ANVNV/3Ku390E0+q+JDL5YwFT5skdfSm9ABCzTK7dDkAe9WKjK7fKXrg/wBDQ8gGQvzN7HpQtAGr9yEe/P5Go50eNkMXOTgD0pQxjij3KRhgc9Rz/wDrqb70w9FH6mla6AhaVRbEsSd2QPU1CHnl/eA7FPB9qSKMz3DkHEYYn9avKgUEDPPXJzmpScgKkcsiyoJTlM/KfWrU3+pY9wMj6inFQcZAOKZMQUKZ5PYAniqtZAQQTNJGyH5n6UqZRY1w2wYLZHQ//rqK1/dXDAAgN1B/SrrSKhwTzgmpjqtQKRIuL3Cnhe+PSsTVgbKJdSQAi1kHmLjJ2E4P+fet+xUZeQn5nNQC2S5e7gkwUkBVgR1U1Nr2bAkuJxcW8TRDKSYZWyMEY4/nVyMgxqRxxXLaDdNCsul3A2yadKUAGTlDyp/KuohOYVI7jNXH4mAS8BWPRTk0+ioiGiHytlcgYNXsBHNcJFK27LHaAAPxqGFXBa4dFCgZxU7KrBpsfNn5Tj8BUsqloXXuVI/Sos27gIoKRFsfORk/WmiEG18vrkdfU0okYKCy7gRwVFPjBWNVPUACqsmBTtmRUEeArhxx3NTXbhozGGGcEnmop7cTAzA7TkYFK1kFjJDtvwef6Vn71rWAS24smc9zn8qmVVNzJuAPAIzTLQLJaeWD90447d6cS0dyhcjDjbkcc9f8aa2QFeSMozAAnamNuOv+etJJOTbrHGR8q5LfSp5pMRMBzJLnavfFNgtQsDFl+cjgHtU2d7ICGC2yhPLZ6AcYOBVe6Ty72xjlJYC4JBHc+VJx+Wa0FuoU4TcR61FIqXMttIGXEc5lOfTYy/1FNKPQB96uy1BY/MGzToS09uhGNqkd+uDT5v3ikjAUZG4nr68VDp5K5Q/XHpT+0BLh4S7lQVxwAfu1ViTzLaaVuuDj+dWLqceU69Odv1p0QUWxTBGF5yMUNJuwEVjGPK3xnB5ByM1Zbeq7i447AVW09Fe2BYZOcdallZo02YyCeOecUR0iBYooorUAooooAKjY/v1H+yfxqSkZVYYYAj3pMBkZAiyf4c5/Oq74tkjkUYJzke5qQKRI8X8BIOc9B6fpVa4uI2t5bqdtkNuC5A7gCoeunUDJLf2l4jhtA25LZfPnGO+RtGf6dwa6JoEbIP3ew9Kw/B1vIbCbU7hcXGoSGY+yfwj6f410NUopICOGLyk27t3NU7wuJgy8YOPersjNkIg5YHn0/wA5qG6iHkEjJI7k5qZLSyAkWONkBGcEevX61WvUI8uOMnk8LngVLCxNoSDz0BqKPfNdDtsXGTzzSlZq3cAvl8uOHb/Cdo/z+FTsUKlmi5xySveoL5i1vF/eJzVxipjJPKkfnQt2BVsQBjHfP9KuVQsgUunQ5GBwCav9KqnsBGcoxIBKnrjsabMfNi2oxBYgU6WQoCEG5gM/QU0LsLSOcjJIxTfYCO3tlViZMtIOuaerKlxJuOMgYNSRqRlm+83J9vahhiQHs3ykfr/jSSstAAcTH3WoryPcgZTiQH5fepkjVPuj9aR1O5XAyRkYptXQGJqmpvY6e/m5VpG8tcL8zM3Ye9TaTZrZNFAFKhFJ57seSf51nzf8TjxnFBgm301fOkH/AE1IG0fhwfzrauWIuElXoOPr61m1ZJtgSz8JNuzk8jjjipJQssaD+8Rg/wCfapAQ656giqRZrdGU5+UFYzjpVPQCOdSbspFkkgBuepqeG3KzE8HGBx+dJajKh/lDkZLNznk1FO8kjsRwF4OOjVGi94C3LGhUR7Rhm5FRqqCKSQ4AOVXPYDgVAqSJl42IIOAp75qFmZgIixGDyvofWhy8gHL+7ukkzuzyfrV6KbdLIr7Rg8VBdIURJTwRxj0FQyAxvHKuW+UMee9JNxYEyoj6hxgBOw9aJgw1JCvUrmorUCSGSTcfN3AjmpGfffRuOiqM/wCfxp30At72UjzNoB7g9KbCqeZK64OT1/AU+QkkIAMn17VDC6RrgHczEnArR7gV5WkdywysZbpQVmVCVJbcCu09QKsxuCd82FY8rk9vaoZbiMGVSvQnB9Dis2lu2BBv82SME5VT93056VlaTdvqNzd6kRiIymKAjoVGBkfjUt7I0VtKIcs0qlBjrzxx71JaxrZ6bDZxIFii4XH6/wA81nzK2u4F2UtbTuVyw7H61JbAJbxyqxLbvm+nemyuv2WNsjDDBPvQkey5SIt8jDPBqlowJYTnUZG7H5f8/lVib5srgYAySRnFQBFg34bkEde5pQ7SwvkEbvvH+grROysBJE6xxhF+YjsvOKkWQHhsKwOMZqILslGOOnHp2x+lSyqDG3AJwapXsA+ikX7o+lLVgFFFFABRRRQBm6fIo1HVEOcm6X/0THVyR2ZSYzgLyT6+1Rx2kcdzdMCxNwwkbJ6EKF4/BRU8gCwsAOAp4qdQFblD9KjAUpGiYwcE49KmHAFIqKudoAzTsAtRTsAAP4s5HtUtQHlWc/3x+QNDArhzbXEnmglZOeKWWctEscXLDBJ+lWWDSj7qhewYcn/Cq0jDeII1EbN96smmgK+n+ZFGHRfMD8ZHes6Y/wBjeMo5sbbbVlEb+iyr0/Pp+JrZ0Rt+j2r4xuQGq/ibTTqeizRx8Tx/vYSOodeR+fI/GrpxsipLlk0aF2M27e3NVkumeBEjB3njNQ6dqP8AaXh+O6xtkZMOpGMMODVywIa2U4G4cE0nrKyJFtYRGznq3AzViowWjzkZUnOR2/CnCRCcBhVKyVgETh3X3z+dKiKmdvekj+Ys/Y8D6U8kDqcU0BASxnkAUMMDj86c4xAFPXAWoLt2ik3JwSB+PWp96ySJt5AyelSnugASLG7K2cZyOOlS1CnzXDnsvH+fyp8XAK9gcCmmA+o5ziFyfSnlgCAT14FVr5j5ewdD1ok7IB0EknkK0gDDuR1qSM5kfGSp5zio7Y7V2Zx6A/rViiOwBVPVrT7dp0ttgHeOCexHIP54q5RVAYXh+5urrSUtpwoubcGKbOeo6H8sfrWhasTBknLI+c1hzBtK8WGQvtttSAjbJ6SD7v5g4/E1sR5S4KY272AI/Wsm9bgaNMT/AFkn1H8qXeN4TvjNNDATlQRkrkitGA5lDjBzx6Go4AhaXbjG4Dj6CpgQRkHiq0EiRxR7jgyHik7XAkC77dozzgFaq3JZYlTDDnLEnrxVxP8AWSD3B/Ss+4c+eqhsqzEkfjionogNDckYGcDd2Ap9QEZTzDyc5/AGpgQwBByDWiYC1HAoC55LdCTUlR58tzkHa3OQM4NDAr3A2XkbdmIovf4iDg8D8OadejeiMvJHP4f5xVe5mUiNic7gM+xrKTtcC1HGsSxDABAJJ/CobMk3MknZzj+tWeHmZSOAuPzqMIEyArA5+UL/AI1TWwGBr0RtNbttSijykv8Ao1w3PAxkH/6/tXQ2r5hVSCrAdCOtV9Qsvtdi9tIRiQYAHr6k1m+HNVa40mBLgH7TaubecE8gqMfyx+tGz5gN15grMuOQMj39qZ5QMmJPmLDJ/CngAzE8HKgilb/Wp+NVvuAgG6Q+idB71JTE+/J/vf0FK77eMEk9AKYCRdGHYMcU+mxrtQA9ep+tOoQDDECepAJyR2okJJCDqevsKcc4OOvamxAbAw6nrnrQBVtv3Vy0Y6HjH0qzNGJY8HHBzzVWVwmprxjI5q3MwSF2JxgGojazQFEB3u48tnjhvbn/ABqVlEqbI1CsR94eo6iqUcga6coxCAHB/CtTATY0YyoGMD0qIapgRxW6bOOAeHB71S1EG3mhKKAJZCg57bGbj3+X8q0oGDR5Hck/nzVTUv8Aj90r/r6b/wBEy1pypoCe3cXCq+MKvYetRxYj1B19Rx/Omx7rV343IxO0Dtim3AYSLcZyQwHHSovou4CuokuYxjuc/manuG2rKR3AX/P51VSYfbw2MIc8ntV2IMY2J4LEkHH5U463sBFZ4ihwxxwGP6/4UpyGjGAXY7jmniNjtUhQF/iHJNKEHncEnbySfWmlpYB6MSSrDDCnVW8xlvih+6yjH61Zq07gFFFFMAooPTiqttNtDJK2GB/iNJuzAfdFVUMVB55OO1c3re++gt9Kgbab2YCQjqI15OP89Aa3Lycv8sQzgEE1kaKqy6vLe/fGBAmO2M5P61k5e+B0FrGsUIjThU+UD0A4qao3BTc6n3II61JWq7AMk+Uq/YHB+hpzKGUqehGKUgEYPQ1EUZP9XyCMYJ6UAVrVv9HZD1Ug/rzTrQ4jlkPXNEsEiPmEcEYNR2cR2SQkjbkZrJXTSAlkhbzITkYXAAqQHaERuAvJ759KmZQ3UdKb8sS8Akk9OpJq+WwEMcSySvI4IfPGD04/nTmPm2uc5yBkipEXbHhsZPX61Rgfy2eBs7GyAQM80np8wLyx4VgTkt1NNzuijPqRTEuQ5KBSXA7dDT2XZEg5O0jpVXT2AlpjcyoPTLH+VMkkLAJGDubjcRjFEUaxSMq9MAn680XuBNUF9dx2NjPdS/chQuffHanTzeSFO3IJxXP+K2N/c2Ghxk/6VJ5k+O0S8/r/AEp3Af4Rtpk0x7qYYur9zcSsewPQD8Ofxrau0AtTjgJzUhTy9pjXhRt2j0qO52zW7IpBZuAKmWzAfbHdbofbmq2oSFAehXAGD65/+tUdpdrBE0cgO5TVebzLqVWbgMeBWUp3jZbgXoFMsS4GFVeB6k8/lT4gsjRvjPUD2AptqsschRwAu2idRHOjp8pOScd6tbXAJrhY53Vk3LgZzWdvCSiRDk59OlaN780bkc4XH45qKzQDywVweje+QaiablYCO5lmEZViHU9x2pUkX7CDkZBIarAt0CyIzkJnp6nFZsmNxWPJUZ/GpleLuwLOzY0LBvkkOTirDRRwu3zEfL3+vQVSDMsEe7JUH5T6VquQ8SnqGKn9auFncCCOR5N5Iwcfe7AUFNirxj5en0P/ANepJl3sVUAMBnPr7Ur/ALzBHdCR+lXYBSgjZSowCcEdqo3Qzb5UdwPxq5PLHsQsxUNzkVT1KdbSwE7DhFL7fXvilPVWAyREL3XQoysVhFvOP4pGBGD9P6VsQWoks8O2FBJGBWX4ftJo9EW5unY3FyTK59zyP0rbYiOJo1534C/jxU8qvqBlP/dB+UYq0sjCWEy5yMDJ9Kktbc7bgMv+yD+f/wBaiNVuLQJ1dCSPpURiwLsgBePIB5z+hqOQfPuUYCEbvekgl8zYzdgVz78UpTexlI3DONvsP61ve+wDpOHZv7u0/hk0kl1EuVJOccccGoHkWSVtwOGGBkdgf/10l3HtSJyOQ3T044/lUuT1sBeQbUA9BiloHIzRWoBRRRQAUUUUAZ1m8n23U2LFlS4VQpP3R5UZ4/Ek/jV2T5tq9mP/ANeqVi6pdasz9PtS/wDomKrscaABl544OanyAkoooqgCmQ/6v2JJH0zT6iV/KxGQScfLjuKTAlqqsKvdTSMcgYGPwqYzBQdwww7CmRoXUtu+WQ7iMVLswK+kfutGtt4xtjGQKtIfPAYj5OwPeoLHe1laCWVZn2ZaRTkMcdc1MrMpLdUyRgfw44oWyRU/iZz0OdO1i5sFDeTckzx56A55A/z2FbdoRE0iMQADWR4mWWOye/tCGntW80AjjaOv6An8K0LF1u4PtqHMdwmU9eajW9yTTpj7AhLKCBzjFPJwM1AiO0gdvukbseh7VqwEilInaJs5I3fT2qSYAoFPOWHH41WRxLqG5OQoIJqeIoSNzZkGRyelQndWArX2UjBPJQ8H1B//AFVJayySAlcY4ODUd0k0ryDaNo7/AEH/ANemWrvbrub5kPH0qL2n5AXIfkWRnIHzEnngUjIn2lePvAk1Wkdp1EEak5OS1WSnlBGJLEEDp26VadwCSMqQ27KgjAPbkVFcjfdonqBn86mllTzBFnDEgn2qCE+beGQ9OQKUrbIC26hhg8dwfSkiJMSkknI6mkdw2UQ5Y8cdqkAwMDoK06gFIx2qW9BmmmQCUJ3IzTnIVSW6d6AOc1vT31PT5o0JWaIh4yOSGXOMe/UfjViwv1v4rO6ByZApc9Oehqa2mImcqCVzwffnFZVrBJZapdxhw1tORLEO6Njkfjx+Vc9/dA6Vo98xOSMY6d6V40MiDaO/SoVulVlJBO8AHHY1ODmduPugAVsmmAhjPKqQEbr7fSo7m1DrmPhlORVmim4pgUhJcEkGMhyMZx0qBbXfcFQ2WAyT2q7eSGOA46k4FJaBFQAcORkg9azcbuzAW1R0Vldtx3U9AplZlAAxjI7mmyRM2Qp4Y5+n+NTAADA6Vol0AKKKKoBixqueOvHNVLm1SOIsMnnvV6mTJvhZR1IqZRTQBCFEalRjIBpwIPQg1ntKfKRDldp5NTWLDfInIwcjNSp62AnT5pGLdVOAPT3rmL6P+yvFiydLXVFw3osy9PzB/HNdQ6nO9fvD9RWT4htZtQ02aKEBbmL97ERyQwH8znH41T2sBYW5zBtGRIhwD7VdjVsBpDlsY4HSsnw/eJqNrFcsq75Iwx9m7itqpgu4DCjbiVYDPXIzSqm0kkkse5p1FXYAooPAzUcUhfhhg9ce1O4ElMKsrFk5B6qabcB/KzGcEc0QzCSIMSAeh+tTfWwFXUImKed0cEAAelQuZp8ecxCDrVjVDiBRn+LNNlLT+Qi9NuSf8/SsZL3mA20tUeFmIIyeMVcjZY4Y1GT8owByTUcM4H7sjheMgdMUuYlYNuPH3QR1+lXFJLQB9uCseD1BOaWSCOV4ndctC+9DnodpXP5MfzqKZ3hiXH3mbJqvqDqdQ0tARuF0cj/tjLVp9ALiuq53d2Pb3xSyAEomBjPT2xTHwsxf+EDDfj/kUW53O3XC/KMj/PtSv0AjuFWKaJlAAz2qyXUOEyNx5xUd1H5kXGMg55qBC/2xPNwGxSvysC4c4ODg02HGzAGCPvfWn0xkydyttPQn1qwK198skUg+8OKuA5AI71UkRjbuz5yOmfrU9ud0CH2xUx+ICSiiirAKjkgjkOWXn1qSihq4HP8AiHUE06wkWJcuzCNFX7zueg/z6Vo6bZDTtMtoDgtHzIR3Y8sfzJrCbOo+Kvs4+aGwXzpTjOZDyg/Dr+ddWM7RnrWcUBEhMzHP3VPQd/xqamO5U4RckDJpykMoI6EZq0AtBIAyTgUyYlYmK9e1V7iFyVwx8rjcCcn60m7AWgQRkHIqtGdl66no3IpkWUlNuTwT+lPlgUnd1RTyB1AqW29QHzytHJGBjax5qWRSwBHDDkVRvnDAHdxngg9BVm2lLodxyRzn2oUryaADIjSIGx0IKnseKq3Uedkq4UbuMelWpQrsrbsBh94fnUV7ta0Qr93Ix9KUldMCSzh8uLcTlm5NSCZSxHPBxn3qFDKtugUg59ucUskkKREhgTwTzknmmnZASyg8OGwVB69DUNjubzJGzycVFcXCSlFDYXvmnLPIq/uYgEBwO5NLmXNcB998yFd2CBuHvisHRovtWt3WqXDhhJtggHogHP5kCn+JdSaPTj5Kk3ExWCOMHBLMfXtwK0LXTUsdNhs4lUGBBgj+L1/HPNLV+8gL1vKGd4uRtPAPpU2BnOOazlLApcE8g7TVn7TtVy/IxuB9B2qoz01ArW6RSyTtICNpz1pLeRDMJHzhRgccCoowVzk4EikVM7L+6jVfkUBn/GskwL0m4HcnORjjtUZj3bFbIcnJPfFNiiXKgEgEHIB4yDT4iVdt5yScbv6VtvuBDfOscSxgH1pxDxoj8E49MHpTLg5vlAAO1R19aluTJ5Yyq8HPX05qOrYDN3lyRtkkMvAPZh/+uoorfyppsAkBcZ9zinXSh40liYMN2eTwOOalLeVhJGyd24nHX/JotrqBFEqsj2z9SeOO9PgcgBX6RNz9ORU0RzIGYLlhxxyMdqjtziSdj0z/AI00rWAe6ea7NwdnAB6Gmyy7SmFK8EDPalVWiG7eF3H7rdBSsFbBkAdezLTAiniBtSxz1BGfT/JrK1Nnvb2ysIzw2Gk9lHJ/Pn9K3ZtrW7nI27c5rJ0KMS3VxeHkuAq57D/IpNe8kBqfZwRtJ+QHgCo5IJAUKHdt9T09KtUVbigGRYMS4HBFNhRUjDBQDjk4pSvl/Mmcd1606MFY1B645oAr2ShoGB6E1MFaOJgpLNyRmpAABgDAooUbICBY4y65Rgyjjd3pL5cwfRgamZQ2M5BHQimGI715JTvk0mtLALbtvgQ+2KkpqIsa7VGBTqpbAFFFFMAooooApXNykheBASyMFbjvgH+oq2i7UVfQAVR04D7dqpwM/al/9ExVoVKWtwCiiiqAbIxVePvE4FQJlJFMjAvjB9v84qZ/9ZH9T/KoZYxJC56NuIB/HFQwGxBJp2ccjP6dv8+1TocQsR2LY/M1FEz7sAbVD7SPXiiZpI4Xwo6nk98n/wCvSjpqBW0bjS9PUf8APEE8+1X4vusPRj/OqGkojabZEoAGgU/Q4FWsMsjxLkh+c+nY0LRF1PjfqIsaFFBUFZGJIPoQawfDRGmX19ok2T9mbzbfJ6xt/hn9a34phNMUA2iM/n2rD8U27W11Z61DwbYlJ8d4iD/L+tNWtoQa4nknd1X5V5X36UTXf7pVT7zKMkduKggk2QtJwR2PqTTYABAXzkhhkY5Az1rLmYFuK3EZjXdhtp3Ed+nFNlQA/ICHLYIHpVgZkZWK4A5HvUjMFUk9BWnKrAQxswhZmHzFsc/lVdW8i4CE/Kxww7VOBI8BACjOevrVUxMU3uu0KcGplfSwGiFC/dAH0FBAYYIyKWitgIZLZHHcH16mnLCqRhATwc575qSilyoBFUKoUdBS0UyX7oUfxHFPYBFUO0m4Z5x+lRT4jSRckBl4+tLC4EzoGyOCDVW8nedSsYIQHrjrWUpJRuBDaNtcuRxzn+Q/nVDVwI7ZruIEvaAyn3wOa0IFbATHDA4b6j/6xpsS77kqw3gnDD1FYrogLWmvDdQxXUXMc8e9QewOOKuqFAwuAM9q5/w7CdLkn0szACNnkhDDkRkg+vbI/OthUxvY5zgOuf8APtW6aWwFqigHIzRWgEUyqxjDDI3f0NKvzSlh0UbR/WnsoYYNCgKAAMAUragLRRRTAKKKink2KBnBbPPpSbsBIGDZwQcelQtK5YiMcD260sTR+YwVlwAAADULNhAsbEPs+bH+etS3oAyaUXa+VGuXHO7tUVtIfPBY/PnB96soghKKP4W2/wCH6Gq96hiuBMv94ZH+fxrKV17zAvvJtkVT0IJJ9KUSKWGFPzcZxio0KTtuxkbQce+TUkn309iT+n/162v1Aw7FYLDW5bEgCOcs8QP97qQPwz+Vbewo2YwoBHI6VzWvwSNbjUYyyTWUguAQOqj7w+mP5V0MVyl1YxzwnKzKCuPepjawEyPuTccClBBGQQR7VVnYyOIIug61ZRBGgUdBVJ3AJP8AVt9DUW5ZIh+7YnHHHT8allJETEdcGmRuEgjwCeAOPpQ9wFgk8xOQQQB1qqFCTyI3Ef8AX/JqxED5znGN3OP0qmesuw5ZyACD0PQ5qJPRAPnP2iaJOuFyfqaihuPJjdc/Nj5atWsKwozn7y5z7VQMJV2LMM56fn/hUSutQLkMZt3RSeuCfqeKszAMFUgElh/9eoZQS8OOuM/linwunlmRidyjDFu1aLTQCtNIz7kIz5Tdfaq9wnnarZyD7ol3E+g8tx+HJFW7TEsk8p4U8c1QL+U205IJwD+Z/pWTdrMC+8ot3BxlWYhgT74qYMqszqDyMke+cVlNJJcsiN0Xqf61fzttWJ3bj0JHvVRne4C7Wk/eM3yhsD35xmmywySRZ6NFwMd8VbWKMEEKKRGVXZSwBLcAnrV8vcBttMJowf4h1FTVRKGDbNH0BwRVxGDoGXoacX0YCTDMLj/ZNR2Zzbj2JqZ+UYe1U7Mt5LFT91vu46ih6SAu0UgIIBHQ0tWAVBf3cdjYz3UpwkKFz747VPXNeK2OoXdhoUZP+lSCSfHaJeT+eP0oAm8KWkg077bcKFmvWE8n5cD6d/xreYhQSTgCo3GEEUQxgDAHQCmsCqSKT0UMPY/5FTewDPtKojswIcnoeOO1SpIFjQEH7oJwOgqrOPtUoGAEj+8TU9o6MpAYEknjPbtUJu9gJZOTGOxb+mahuJfldQwHGMepp0sKhQQWBDDkHkCmm3JVUwMBgS2eSKp3Aivfknjcfjj/AD70TLvfagZE28jpn/Ip2og7Fx34pI980XIweDjuQOP8ah/E0BWbH2SSInOG+Wp7MH7I7E9ttQYVrhI06N2qaFhF5kZIAIypP6VEdwLJt96FHY4/hA7VVuW2QrH2Lbl+npVkXPmRs8QGFHOR3qKaH5Y2kHAwOP4a0lZrQCykY8pAc5UdQcVERu8xZMEIMdOualEhYnywGA7k4FJHCVcs7ZJOce9U1fYDNeMG8ZWHAB/PFabKFEeP4SB/SqsQL3Eo2hueecd6ff3aWumy3UpCrGM8+ueP1xUQVrgZE7x3GtyEBvKtTliP4nxwPzJ/FauLOxxIEHGMj9f6VRsbCa302OeZi0kzmR/bceP0x+Na8MKgFAg37QCfTjn8aizcrICCN98ZjABBYE5/KlkV3leFBuG7BJpJV8i+wmArdQelWoP3cTqv39+OfU00r6MCneq0KpH1IHWrVvFttHY/eZe/sOKS4j5OWJYlRk+lPDlrRVB+YpyfbvTStJsBtvIWKrHgkAnJPTpU0o2QhAcszAZPrnrWdGphEjA4dTx+fSp0Z9kTA5LNkbzwOP8A69EZaWYDJi0U7kneWHDDtz/9an3F2rJt77TyOhyP/r1OkQjyJG8xX4Jx0NVTaI+5CzDD8DHv/hSaktgIbLc0hXHDggVeliYvuDA+UPlz70RRpbznJ4C4H6UjSlS5fhXbAHp0pxVo2YE+0qULEZL5OPpRcHEeBwSf/wBdPddwxnHcEVAZArP5rfcBA465rR6ATqgB3ZJPYk0xTtgZu/JP1qRBhFB9Kpys7jyYhnLHcfTk0N2Az/EN2F0/7DG2GuSIAR1JPGBVzSUW2tjHgjbhfc1j2MY1LxhLIPmt9LTYp7NK3U/hyPwrdUbNQ29myRUtNNNgWVkBbaQVPYHvT6a671x37H0NCNuQN6itAHUUUE4GT0FMAJAGScCmCRCQAevTikAMhDOAF6hf8aWXov8AvClcBWdUGWNU4zNOTLG+BnAGeKt9Z/ovFJgJKu0YDZBAqWrgSDpzRRRVgFFFFABRRRQBUt4Htpr6VtpE8wkQA9vLRefxU0sDkAZfLbiCtJbzPczX0LYUQTCNSBzjy0bn8WNWUTbknljyTipadwB22jgZJOBQjblzjHqPSklB2ZAzgg/rUTsDuK5AYYOeMn2obsArOWlQqrFRk8d/85pC4Mcv+yd2D+dOnPlqGXjAI/z+lQMkjHIDY27WOM5IqXoBOOI4yepbP50lzuJRFOMnP5EVWtJHLsz8qvH0HTip5G8xi0eGEYIP40J3QCWvmf2fbNM6vKFUsynIJxyRipLjaFDMuecfhWfpU6f2ZHHuwBGpjz6Y4qe+nJ2pHyRknFLnXLcqfxMS02t5jjOS2FweaS7iS4s7m0uWLJINp55wRziorKbycBgSd3QfSp7vMqhoeVxub2xURfu6EmVo7NLGbN/v27lD9MDH6VoKN1xlRk7gxHtmqF5PHpOrW1yVxFM6xSn0JGAx/StQjbfbB8u5s8fSiwE8bmNnVhgYBVR754/SnKxlcKwxt5Ye/akQBbpskklQAT+P+NLGR9pkx0IH5j/IrVAPj4Lr6HP5802aLerckZHI9aHbbNwMlhjH+fxpfNAB3AqR1H+FPTYBDNgpkfKwyT6VLUEa5bBHAB49M9qkiPy7T1U4oTAfRTHZshV6nv6CkKsvKsW9QT1p3AIpC3DAA9RjuKbPktGoONzdfwNMmZoYkfbyG5Hsc06NRMiuxLAnOD0qb30AR4i7tsbbgAdPT/8AXVTmSBVjBzuCtg1pKoQYUYqrbqEk5AIdmwfQgmplEBTBtCIpwVXK/Uf/AK6oLuWZ3Qd9wwOlaU0u1gwVmC5BIHeqSs9uVkYYJWpmlcDH1thZz2usgMBbfLKOTlWIB/oPxro4WDLI2/eNow3qCM5/Wqs1pFe200LjcsyMHA9D/kVT8Js0dlJp9xIHuLTEbjp8vIX9Bj8KqKA28uNqrgfLnmmxStI4PRSDx9Kr3beS6iPO4qepzUzo6MHQgA4DDHTtTvqBYoqPygBlSQ3rnr9acjbkBqwHUUUxpADgAsR1A7UwH5A6nrURRZXbcMgcD+tMLB2SU525O36YNSxfdye5Jqb3ABGioQRkdTnmqlsn775jjvj/AD9Kty/c2/3iBVaVjG0hIIJKlTjjriplYB90MFXUjPXB74qNz56OGG1gcsD244FE6DaoQbkDKD+Y6U4/eYKzAZXhh7j/ABqXuBUglkilCRjJPY960VJabcM7duBkY5qhNF5PkzKTuJ5z0q6dztGchWG4e2aULrRgRygvP5Y2ssgKkke3T3rC0W4bTrq80iQfNatuhJGAY26Y+nSuhdRG8Xp0/wA/nWF4hnjs7pNSK/LblUmIHVc/4n9ap6eoG7axeXHub7zcmp6RWDqGU5VhkEdxQzBRkmtErIBaqQEIz7mwBygPoanL7lYAENjOCKTyldV5ONoH1FJ67AI3yW7PklivJNQWsX7h3AG4nj8KfLn7M0YByvbHbPFSWoxbqO4zn86m15AJJh+VP3kJPvVO4cGUgjDE5/SrSRny2aR8Lg9PSqtsG8wzMpkU8dM1EtbAWnCvPGo6qP6j/Cqt2xlmZI87SwDEd6klcoApTY3YZz1pyxiO2zn+LJah+9oA9LXYmRuznO3PB+tZl4Wa/tkHGLgs4z28t/6kVqSTt9nMmAFPG09T2qjc2w8qN+kiHd9TyD/OiVlsBY0/asUjsAF4PSrVzjysepH86zrZ2KeU7BFPOcdeKtI2Qu9tylCT7H/9VEJe7YCcMIsq3Qcr9PSm3Mg8tQGA3EYNNd1M0Kswzgk/pSTJtuYtmOc/KenY1bemgFjavl7f4cYqtZPhni3AgHIxT3RWRgUAO4DCng9DUJ2wakoGFDrihuzTAtvIoDjPKjkVV04n94D6ipyimVyeoAP+fyqvYHDsPXJ/lQ/iQFpV8uQKCdpB4PapKjTc5V2wBjIx71JVoAJwMnpXNeGs6nq2o644yjt9ntv+ua9SPqcfrVrxbfPaaK8UGftN2wt4QDzluP5ZrQ0qxTTdMt7OPGIkCkgdT3P4nJpgTK2xjvGNzcN29qr3gkWQuHwu3p/n61amx5L59Kguctbsx4BGF/xrOW1gKVusksbZOEwT+VTfZwIC6EiRMEDPanWkDbSuR5ZHXP5ip1QR3AA7jOfWs4x01ARJWkt8uMbkJBqwOgqtcybmEUYJbOOnFWUbcgb1rWL1sBFdKHjC9STx+VQ2jAQHYCz5xnB/nVicAxHPXt9aasAUBVY+X3U0NPmuBQfzPtSAAM4GAV9KmcLOoz8kiYGPan2+HvZGA4AwKfdW/mDenD/zrNR0bAkW3jUYAPvz1+tOm/1T/Q0y1laWL5xh1ODT5fuD03DP51qrW0AeOlNkJWNmHUDNOpk3+pf/AHTTewAkax5Kjk9T3Nc34iVtQ1PT9DTPlSSGef8A65rzg/U5/SuhE68sxAi7P2rA8MytqEuoaw6n9/IVtye0YwB+ZX9KV10A1o/MMeMfIjcZP0xVm3BYtIRjf0oaIqpCDIK4IPf3p0IKgoTkLgD8qlKzAoXHzXTeucVZn4uF2HDYy3Gc88fjU3kx7y20Ek5pU+/J65/oKFACnctI2d8TKCByDkjGaeAmziUbHGTz830q2QGBB6GqzRwxu7EYwBznnNDjZ3AqXSlJEB4LYqQL5TvEBk5BB+nNMlkM08O8HAPBqcsv9onJ4AwfyrLS4E7bELbsBGGfxqG3PnEs3yuvRsdR70tw2LYoeoIU/Sn2S7YB655rXeVgGQ5lui7dl4H+f880tym/fGoy5wy/yP8AKpFUwqWcg7VAGKVYm3Fy+Cw5wP0FFtLAQ21wxCo/Jzj3qTIZJFBG4knFV54MSMytggDBJ7mlFtOUCGQbeu4VKctgJkJkhJikPy5AGO/pVS9vhp2kS3Cpl0QsoJxlj90fUmpGIREjiJEhOGwe/SsLVRJqmu2Gj5/dxt9ouAP7q9AfqSR+VNPUDU8K6e+n6JEJsm4nJmmJ6lm55/DAq3dHZdJJ6Afzqyo2SbR90jIHpTLyPfATnBXmqlqgHn962OqL19zTwVztBGR2qC3ljFsp3ABRzTVkikRgp3OWOPX2NHMgLVMm/wBWR68U4dOai3MyfOvyMONvJFUwJqZJyUXuTn8qIm3xq2c0wN8rPwXJwB6egobAcxCygk4G0/0poWRnR+cZJx6elIiorfvCdwbjNT0lqAUUUVQBRRRQAUUUUAUNO/4/dV/6+l/9ExUmtamNKslm2K8kkixRozbQWY9zg9Bk/hVyPyd8vlbN+/8Ae7cZ3bR97327evbFUdf0s6rp4hRkWaORZYi4yu5ex9jyPxoA5i38bXkcrPdw2r26kEiHeGKlgMrkYOM9Dirf/CfaTIDJ9mvCsfUFE7/8CrNtfB2pTXCxXbqlupAJJzhchjswxxkjvjqTXYnQ9J2kDTbNcjBxAo/pSYGLL40sHaO3a0vY3mAKF0QA56fxUxfHOnXbGGK3vA+R95F9QP73rWnNpdrHLl7C3mX+BniUlPpxTDptruaWKzt4vWQRKGP445rJyevcCjN4ntdMDfaI52LLuzGoPGQO5HPIqNfHOliAsltebHbaMIvynHf5q1DpMEqI8ltBIGIBMkYbjPuKsy6RpcUEmzTrNSR2gUZPbtThfl1GtzmLbxhpMFpDay2140sEYRmjRSOBz/FVo+KtONkbqOG5SLoS6jcee2D7Vr2mk2X2ISPp9oJWQb9sS8kDnoOec0HSbLyXza23khvlj8pSvX0xik1otBzd5NmCnjXSZnVI4LsNjALIvX/vqrN14106CNYpYLsJ935VUnI6jlq1X0rSk8pP7Ksdzjk/Z04/SlmsNIJAOm2kzjjJgU/rinomSc1qms2etWBCJKIpid5kUZAUE8AHrlak0rVphJEZJJJvuth+u0jIPWtS/wBMtZYxDbwx2BPRo4lwM8cjGCOaxLXQ10nxJY2moyedbT5eM4GGkXoG4zjB6dMkUklK9gNCTx5pMMkkUtteFg5DYRcZ/wC+qG8e6TDIQ1vefdGAETgdf73WtttG0pHJk02yYMc7jbqTn345pq6JpkjfvNOtN20H/j3TJ+vFaAZCeM9OuGUx2t6zNlwQi8Adj83Xj9aLrxrYCMO9pfR7GGC0a8k56fNWouk2sbOFtLeMKchUiVQw/AelST6TaGI/6NENx5GwED9Ki710Axz47021ULLDds2WyyouMg8/xUn/AAn2lhfO+z3gRjtwUXJPt81aUOm6a7GN9Ns3b+HMCnJ7npVoaNpA2xtp1mxA4zAv+FVF3QGGPH+lOTItvefu1yfkXJBIH96k/wCFiaR/z733/fCf/FVuvomlhDs0yyB9BAvPt0pV0XR2UEaXY4P/AE7p/hVdQME+PdJuSIhb3uWPdF/+KqSHxhY21gLgxXMkLHjYq5X6/NWwNF0vzcLptku3ByLdQT+lJc6RYLblYrK3RP4kWJQD+GKmX8yAyB4900qrfY7/AGucA+WuP/QqjHjTTfL8swXZO9uQi8FeT/F9cVtw6dprKDFp1puK4JMS9PTOKQ6Jp+8YsLWMHPCwrjOOvTr1obuBkp40sJ0WOK0vV3jKs0a445/ve1Qt4+0Ur5bWt4wXj/Vof/Zq6BNF09etjaYxtOIFyw9+P0pf7D0j/oF2P/gOn+FNLuBgQ+LtPMzJHDfM0a5KBVywPp83PWsu7u7u41iS902b7PK6hGRuuByN2DgnBHFdbDo2nyosjWFmzH+J4FYjFZE/h+ODUHeyk8rzMnyAAFVjxkHrjgcdBUbK4ES+IUtBjUjLPOsRYtGgGQDjOM8H2qaTx7pJgDGK6G4ZClFyRnHrjtS+F7Syv9KM8trHLc+Y6XAlUFlbPQccDGOPeteLRNLKkSabZMVOOYE47+nvTiraAYyfELSXdUW2vcscD5E/+Kpo+IOkxgIbe9JXgkImD/49Ww+k6WJB5WmWS7SMkW656/Sp/wCw9I/6Bdj/AOA6f4Vad2Bgt4+01og6RXSAkj5kXJx6YanR+NtOk3wJbXyPggs8agAnufmrYbR9LCS/8S2z+U/L+4XjgdOKS50ewRXkWwtT3P7lc8dO1S+oGF/wn2kJH5a298NvQlE4/wDHql/4TvTIfMzBdlUYAgIvU56fN04rXh0jSXDM+l2IAAPNunHXrxULafpz7hHpdo+DkkwKcjt2pOSVmBmf8LA0qV0Vbe8DFhjKLj/0Kl/4TfS7qTasdyjJnhkXJ78YPtWidM0+NgG0uxGcHctuny/pV1dF0nh10yyz1DCBc/yp3UgOfTxvp08OFtrnryqIuQfXG7pUl14w0+GORpYrgAkrwqnJ4Jx83NaUOl6T5jJJpljhR1Nun+FK2l6dtYvp9o2CQqNCp2jtgY4qdAM9/E1nqISGOGdGwGBdVAIx259xTW8X2NqYIpYblnduGVVIPb1960bjT7KOVfLtrfew+8I1DEdsnvTJNLtzciP7LA20AgFBwcduKi7UrgVbnxfp8c6rLHcIBgjIU7ue2GrN1bxJayW02nLG5nvMJudMoqscE8HOcdK6OXTNLWIs2nW7Sgffa3Gc/XFRSaFYX9lgQRwXAIKzxxrvQg5HOOR04rRfErgcbpniDUNLSEm48y1RV2RFM70DBCM5+Uj+ldEfHWkvBveK7iB+6WRck+wDGsW+8PnRr6z+2zefZXUwjkKqq89VBGOASOQOwrtf7G0mQBjptm3HBaBScflVvsBgL4+0uZhtgvAygkkouMAZP8VWLXxrp0sptlt7sNGMElFxxx/erTk0fSIyn/EuskBOCfIQZGOnSoBp9hJcE21hCoP3mWJRmok7bAY914t08XUokFw7Iu4+WowPbk+9SReKLJZE8ky5bnOAQeSAOvtW5Ho+lyM8n9m2mDwR5C8+ueOef5UQ6PppLE6daBQ3yr5K4GO/T61PIBmv4mtnRrYW91GwABZ1UA/TmqEfjzR40CiHUMeyqBn/AL6rdj0+082SOW3iZsfLuQGntoukiHcNKsckcf6OnU/hTjrqwMaTxdYLDHfSxXDxkABQi7h9RmkHjXTJLwI0N3wM4KrgcZ5+atW00uwkd45LK2eNONrRKR7cYpx0fTGeLOn2vz5D/uVG768c0LYDJbxXZLapI0M4iQsQrKMnHGMZ7ZNYt5qT3V9I0rq3mktGXZgADjaqgd+/9a6+60uzLhTaW7AngPGpGMe4rJ1DRLWW4tZYnmgBnKmOKTau0KxBx0zkKPpU+TAYutW9rHHHcB9xJdTxjAxwcmiPxvptxOfLgugVAP3FwQP+BVfg0i2kVFlt0kWPPMq+Yw55OTzUq6XY28wY6fasH4U+SuT6Z4pR0QGd/wAJdp1xC1xHDcrGo4XaoYYPJxnGMGmjxrpS3Cx+RemUsArMqkY9vm6VsnR7EQu0dnaqADjEK8nHJ/p9KitNL02WPb/Z1o8g6MYFO39KrrqBnt4206K78p7e7L43YCrxkZ5y3YU1vE9jfO08SzbYztyVH+PvWx/ZFiWR3063b5cOWhUk8fSo49NsHujHFY28cQ6qsKgfliiWqsBUPiaBpxbi3uVmKcsyDYR9c9aoP4002yneF47liOCURSOeuCWFbUOnwTO48uPcp6FRU50TTm+9pdiW7s0KsT+lEbt3YGGPiHpAGBbXuB/sJ/8AFVHc+P7Sa1mXT4LgXIQlDMqhRgZzwxroU0XSGRW/sqx5H/Pun+FZ/iHSdGt9CvJmsreDbEcPDGqNnsAQO5wPxrYDj/7WvRe2eo3kv2ryX3Qq4xvywU8bsKe/TqK6P/hYmkf8+99/3wn/AMVVTRfB8l1BBdX9wVjmVXeAKMkcNjOBt5x0rqv7D0j/AKBdj/4Dp/hQBgf8LE0j/n3vv++E/wDiqSXx3pc9s5EN2gBGCyLyfThq6D+w9I/6Bdj/AOA6f4Uw6NpIfadMsgm0kjyEx9elJ7AYEHjnSGMaJbXYdR1KLzgf71TQeN9Nu58w292DGhY7kXkfg1bf9iaSBuTTLIHqCIE4/SmxaRpiuhj0+1QlckpCoz09BUtdEBhv440y0uGE0F2XIHCovy55IPzdeaX/AIT/AEqJRm3vSH+YYRehP+9W8dE0liS2l2RJ5JNun+FNl0fSwEX+zrPaG+75C49+MU7WQGND420+9OLe3ugU5y6Lj9Gp8PjWynwkdvdSOxK7kRdoI9fm4q/b6VYyyuY7K2ih6bVhUA/XimXGm2MC7o9OsoyDjKQqCfXnFQ5bsDMPjLTtPdlmguywO07UXrgH+9706P4g6VLIqLbXu5jgfIn/AMVW7/YumNzJYWsn+/Cp/pTY9F0vzGZdNs1A+UbYFGfXtVxVlYDGk8caWSHWG6OF3bwq4IB5H3qF8c6bcW8rrbXoRBy7IuAf++q1F0vSpJmhXTbXbjjEK4/lTpNFsFj8uGzt13nkCJQDx3AFTfTQDHHxA0v5f9Fvhv8AukxoM/8Aj1TTeLbKaB9iTKi/fLKOMdR1qe50m2ESB9OtNiccwqf6VZj0uyeF/MtoZQDkK0YII+lS5OWgHF6jrmpXc9zDDP5VtGv+rXj5CBzkEZJ3dK0dK8YWVnZLZzwTF484aJF2sqknOC3BODxUE2jw6nrF7DZyGG2t5QiuACMkDcvTkA9u1dPYeGdOtLXy5LeG5nYlnnlhUszHr24HtWmj0Azh4+0x4i4gu0XONzooBP8A31RP45020kKzWt6C/wAwGxenT+97VtjRNL2KradZttGBmBeP0qodOsDcHztPtZkPCl4VJx7ZFJuzVwMv/hYmkf8APvff98J/8VS/8J/pSgS/Z7za/wAoGxc8f8C963F0bR2XI0uyGOubdB/Sk/sfSRIUfTbLB+4DAuPw4qmBjRfEDSppUjS2vdzsFHyJ1P8AwKor3xhptvdFbhLh+clY1U4/Mit4aPpUcxb+zrNNq5GIFH17UqaLo7jjSrLjqDbp/hUtXeoGCvjbTL6RIYYLtHHI3IoH6NVtdetrdnnkhnKnI+VQTn6Z9v1rRn0jS4YXkj06zRwOGWBQQfrioIbO2e2ZnhRnJwgKg1nPSWgGYnimxvIgUjmRHfYu4DPAJPehvHml2rvDJBdsynBKouP/AEKtVNLsYYyradbeaw3ZWJeDz7dakttI0ueLe+m2btnlmgUk/pVR+IDFPxD0gjBtr3/vhP8A4qpovG+neUn7m6+YAISi/Mew+914rZ/sPSP+gXY/+A6f4VDJpOnIGI0+12IcKBCvynA5HFXLQDEfxtpUS75Ibpiz9dincB6fN0qRPGmnTlbaOC6DSfMuUXGOv96tsaLpRkKtptmwCjGYEOPbpTTpGnCF5I7C1VwDsZYVBA9jiptoBy994qWQQRWCvEyShZZJFG7kEgDB9uTUGna0mja5PJdhp5Lg7JXHVAMbcZPvz9KveILCwa30/wAi3SO7lm2ARKq7+MEtx2Bzmrdl4bt1vGur3bcHnZDJGCqE4yx4+Y8DHpSTWgEf/Ce6W8mBb3oMeSQUToBz/FSp460y9Jt4YLxXcEAsi4HH+9WzDomlsiyHT7VmYZJ8lOc9e1NudJ02CMPDp1ojZxlIVB/lVN+62BhXHinS7J1SeC7yuR8irz0Ofve9JF4u0x7iMwR3SNJym5Vxxx/e68Guij0jTJo1eXT7WRsdXhUke3IqvJpOntciKHT7RCvIIhUbfpxxUcqUUBnTePdMhmMMltelxwdqKc/T5qQ+O9Mhl+zNb3jSKdnyomM/99VfXTbBJNk9jbNNu4cwqW/PGalTTtJbbKdOtFIJLN5K5z9cfWqU7gUrTxbYSRMsSSkqTyQuOp96of8ACbaeLh3YXMixkZKIuD24yR61tW+l2MztssLeOA9VEKgH9Klj0bSxIY/7Ns8DOR5C89MZ496S1AxT8Q9HIwba9IP+wn/xVVdQ8befZxJpYlgLs26aWNWKgAkADPU46+ldM2jaTkqmkWTEcf8AHumB+lU9S8K2V5botskVnOhJWSKFQORggrjBGK06gYegeINSTWIrO/mE0cuAQRypO3aQcknO7pXdVzGh+EV06+S7uLozNHnYgUAAnuT36DjtXT0wCiiigAooooAoad/x+6r/ANfS/wDomKr9VLKCSK61B3XCzXAdDnqPKjXP5qfyq3QAUUjOqAFjjJxTXfbwvLnoKLgPqlKwlu/LYnYvX0q3GxZAT16GolVEEkm3JJI+vtUS1AkKho8IR2x+FQTK3lTO4/gOBnOOKsRrsRV9BTbnm2l/3D/Km1ca3K+kADSLPHQwofzFSRxsY/LYDYGPPqM9Ko2MrRWdg/KwmBBjPsP/AK1XTcIkbkMDknbioTRU/iZSmYSTRxoMMeoHT2rSihSIYUc9zWXEWF0JnXpgf0rVik8xAwBGfWlTs22QQ30QkgzjlTnNZfiSxfUNA8y3z9qtSJ4WHXcv+TW4y7lKnuMVStrlI4nVjkqeBVuylcBum6tDfaTb3wPEq5Kjs3Qj86uoCx8xu44HoK5zR44rPWJNOKeXGw8+FT0Oc5A/I/lXTU029QIpF3uF/wBk05ZB5YY9+3vQeJh/tDFHljfuycZzj3oAqTIwuVmjQj1z/Opsef5ij7pblv8ACnysRJGAu7OeKWEBVOBhc8A1KWoBAxaIbvvDg/UUhJjZvlJB54psbBNrE4DLk/n/APXqfgj1BqlqgI4ju3OOjHj6Usq74yOvfB708AAYAwBRTtoA2MIEBRQoIzwMUjf6xPxqG3mY712Eqp4I9KkLqZIyCCCCBSTTQEtFFIxwpOM4HSqAgg3iFFC4OOWPSlYAyBC+5j19h1oEoSNVA3N6dKghDtPIkgwQMr7VnfZAY8Q/sXxk8f3bXVl3r6CVev5/1rflZkcqgy0nT696yvFFi+oaGZYOLq2IuISOoZef5Z/SrulX6apY2l5HjEkZYj0bgEfnmreqAsFNsEmRjI4HpUzMFGSeKGXcpU96h2/6UuSWO0nn8KWwDS+Vm3bhu4GRxUrsHjUD+PH5UqcO6n1z+dViTBE/JyuQnHApbANutxufLj5Lgbh+dWYYfKwc5OMcCmWyqYhK33yOWNWAQRkcg0RXUBhiQqV2jB5IpfljTsAB3p1R4LStuPCkED8KrYCj9y6WQHd3I6jPtWjkDnjmq18MKkg/hNOk/wBTGQeg3fkKzXutoCJYxJf5AAVOwHeknBGoxlTglc0W8Z8ppWJLFuOaJmzqCEfwDn/P40ugEl2ziA7sYPp2p9oQYyVORx/IU+Yb18oY+YHk9qrae6hWQn5s1W0wGa9pq6to9xZnG51yhPZhyP1qr4Y1CTUNGjkbBmjJimRjgq46/n1/GthnClQerHArmogul+K3jUMtvqmXHPy+YODge+SfxFW2BvyIt0VyOAufzqSEKIxtUAe1Jt2ARoT83U98VIAAAAMAUktbgQxP5aEMPlDH5vxqSLncR0LcUDiVgOhAP40+hICrdQfaGwnDL1Paoo7aWRFZ5MYxtHWrjK24shAJ6gjg0cRRDPOB+dS4Ju7ArWQKyTKxyxPNOkBhSMlRtRh8w9Dx/WomDQ3Yc9W5P+FXZFDxsp7jFKK0sAxipclsbUHOfWqEZRrlTKxTzpCqDB+ZsFse3Cn8qW5DrEIiMrnqDnn0NNvyftWn5bD/AGo8f9spMY/MfrS+J6gW4jFB1bB5GPxp5lVy7IwO1OPqahitySWkwZc8g9DSTWwjAKEjuT2z/Snd22AsyAeWIlBPHQDtVO2zFduAMAnkVLaSb49i8P8AxH29aSdRFcxEcKSKT1tIC08qocHrtLVXsdvztkb3NJe4+bnk4H4c1KqiJYl6bQSfyqr3l6AQW6ZvLjDFSG7e9WSxhzncyYznriq1nkzvJ/fOP61PMcq7EnC8Ae9KPw3AkhOYlPqK53xLnU9W07Q05R2+0XOP+ea9Afqc/pXQLIqJhx5YVc8+grn/AAop1C7v9dkB/wBKkMcGe0S8D88fpWi2A6UDAwOlFFVo7gq5Sf5SOhobSAs1UlfzLpY0IIH36S5uVwAhLeoHFOggaNfMx8/p7elQ3d2QErEwg907e1EQ2vtbrtAFSKwZcjmoslgpkwQx7cFTVASM6oMscVVvpQCiKcs2fyqWYrBG0hJLYwMmobOHefNk54wtTJt+6BZt4xHAij05+tVboZVfQuatKuyVQCxG05yfpVW7IFuR1ZWP+f5US+EBJnaNkaEhRtBYAVIJ8We7a2duSewJohj32rMw5cHH0/yKhwx08gMeDjBqdVqBPAmyBH/iLD+eKmlOwrIeg4P41XjnDJAqqfx4GcUs8jTRhVUYZgME9cc001bQB126vaSYOcYqlf340zR5bvGTFDgL6t2qa5bdDyR8rbPr7/pWNrD/ANoarYabGymOIefPg8lRwB7jJxSv71wJ/Dlo8FnbpcEmV13yluu488/yroqoWp3XL8EfNnkduf8AGr9VT2uBG2XbYOAPvH+lNuYleHpgj7pHanEbJQR0fg/WiVhkKTwPmP0FU9ncCoEnjOwASInb3p0UEjSqZiRgfJ7Yq1EDtJIwWOcVEpLXI5OATkfoKjlSsA6RDwWbJJwOPf8A+tTpFIzIv3h1HrSO374ADJA4H9aejbsgjBHUVegDJohPGBuwOv1qpAohvSjkAAfL/SrsP+rA9Mj8qoXCLJeuD2TA+uKifSQFmfa1zEhI9x68HH9ahs38qaSE/d3cGomtX80K7ZcgHd1BpNzJIoPLxnmo5ne7QGk7lSAFLHGeKajKZSFIIYZI9DQrhpVKnO5M/wCfzpJSFuIyTgAHJrZvqATnEkYzjdkE+3+f50yWQYwrBUB2mo5ZzcN5cKbv9o9qgv7hLDR3nkClz8q8ZJZjgfzqL3bsBmafYfbPERvHO6G1i2Rg/wB8k5P5V0Y+eTI+6vf1NZ+iRNbWKbiSWPz59T/nFaELDbs5yvXNOGyAZBlGaM+pI9qrzO9xIqKAVHOBT7uXypgV+8UP+f50+3j8hAMbpGH5Unr7oCyMoBfY+3vzj9KZYIfnlfkscA1FdGUkRBg2BuOatDH2dFXIDYH+NC1l6ANMCTKWbg7jgioBYh4s7yTjpV7hV9AKbF/ql+mapwT3AIseWNo2gcYpm07mK/eVsj34HFOIaMErgrnOMc0RHcGfsx4/lT8gBQxk3bdoxggnrUlFFUAUUUUAFFFFABRTZCQjFeoFNViGAY7gw4OKVwI7a58+e7j2bfs8ojznO7KK2fb72PwqVZUaQxg5YdazLeby7vVVX77XS4/78xVoW8PlJz949aV9bIB8gBaMHoW/oaI4xGMZyfU0OD8rAZ2nOKDIPKLjnjpT6gEX3SfVj/Ol8td+78cds0Iu1APQU6i2gBTZM+W20Atg4Bp1RXbbbSZuuI2P6UxrcbbIz2MK3CKH8td6qOAccgVHLFFbrvC5OcAE8U7TV2abaoTnbCgz68Ci5hM0sa5GBknP4VElpccviY62iKqzSfefrU9RxZDONxKjAGe1SVUVZEhWfYhJXk3qCwORV2VtsTn0FUrQbJ1/2wf8/pUS+JAZ3iu3nVLbU7UfvbGQSdcBk5DA/gf51uwTpPBHMh+SQAr+NLLGk0TxSKGR1KsD3BrnfChNtJe6JcktLZP+6ZurRNyD/n1FWB0JO6ZQP4eTUlQocSfL9wkj6n1qVvunPAxQgIbklNjjqucflSLN5luDkBm4IB98GmShvsu085Xcp9DjOKis5g20IgPX86zcveAtS/62JB/nof6U9flkKjoRke1MXLXJYqRhOh+tFwPusGI5AOD2zVeYExOOtMmfy4iw69qZJG5XaG3KeDntUV0x+yxnucfypt2QDbHK8ZzuPOauBQOgAzUcUS+QqsB0pYy2WViDtOM49qUVZWAkoooqwIm2rMWbGdowTVNmMdwJec4+Y+tWmRmlLA5KHhfwqC/IaPdggrwQfesp7XAtphYkDHsBXM6IP7H8RXmjkYgkP2m2HYK3DKPocflXRMpdIgDzjI+uKx/E0EsFvDqcDHzbNtz/AO0ncfnirvoBv1XUqs8sjYG3gk/hSW8qzQR3NuTJHKgYc9c8g0stsXiYbvmbk+hNDuBKf9cpHdT/AEqrfyMgYjpgLj6n/wCtTUuGjCpKhBj7+tQ3CSTOrMdu88LWcpXWgFuAF4FXsozj1NTxEGJcdMVBarKkpV8BdtSsoEi7cgk5ODVx2AlqNzscOfukYPt6VJRVgQ3IEls4BB9MVVaT/QwSfunafpV3yhvznjOdvvVaezDb2DcYJxWck90A+IgwQqOjHP5c0jRIszEtt3AnJpbJR5Knk7cgD0qzTSugIAXKs/qPvHjA+lI2IrPJXG3kfnxUj/O3l9BjJ9xSypviZfUUWAY+2URt1Un+lZ3iSyNxpRkg+W4tT5sLDqCB/h+uKsQSqoeJ2xj5lqeFpJ4wZAoGe3ekpJgQaTfpqllbXkeMSxZIHY5GR+Bq8SFGScCuX0NTpHiG90fH7mTNzagnA2n7yj6EdPY1021mIL4wOQoqwCP5mZ+x4H0p9FFMAqNRvclj904A9KkpjKQ29OfUetJgVdRIXym77quKdygjoRmqt5GZ4icFdgLc96qpdTtAIkHPTdWblyydwEupR9oVVOcsSR+NTT20krWs6FWaKcySZ6kbGXA/Ej9aht7UPOw3ZIHLD1qSR5LWeyjWT5ZbpkkyOo8p2/mB+VTBNu7AvRuryOynPAH+fzqSoIsG4kYdCBg+v+cVPWy2ApMv2e8Lov7th82O2aS8zPGGXooLD1Iqy23zG3427RnP1NDqqxOVA+YVDjo0BRuJwRG3UkDd7VfB3TNxkBcfnVe5t40hLKOc1Zhx5SkAAEdqUU76gRbNuQIznPy4OAKV4ztVd2cnAGOnvU9RpzIxb7w4A9BV2QGT4qaVtMa1t2CzXAKKfY8H+daVhaR2NjBaxD5IUCj3x3rnfMfVPFF5OjZtdOj8gehkJBb8sY/AV00Db4UPtihP3mgJKZJEkn31Bp9FUBH5KKjKqgZGKdGd0an1FOqESLHI6Z6Ddj0paIADgSMVGQeMDu1JBmS3w3XJ6fnRbR7U3Endk5Hoc1H5nk28nqp2j+VRfqwGAG4uSjHcid/WrwAAwBgCq1lGUjLMMFsVZpwWlwGHiZfcEfyqKSITFwvA7n1PapnTeByQQcgilVQqgDoKbVwKVtcYg2FTleKijDG3ZRk5OfyxU15FtZZV9RkU2FcJgNlTkn1x3/z71lZ3swHJC21AeQigkDqfapG2+aWwGQrnH9f0FPgfdu3DazHI+nSlCKXZGUEfeGe2atLTQCleFGcjcEjUZY+gA/8A11R0EmYzX0kDYmyBkdFBqp4gkaCzgtYG/wBJvpfKTHZM/Ma6SOFILFYV4REAH4CpUb6gRRupvsqeHH+f5VcqhNlPJmx0JBx9avIwdQy9DVwe6ASRSy4HXqPrUOdxd/7pBIP0qxTWQENxywwapq4DqqKdmoFT0ZeKsxtuQE9e/wBaq3RCXcTnt1/Wpk9EwJmIW6UnuuDSK5kmOwgDb1PWlIGwtIuS38P8hTWUxNE4HPIbHfPNDAmRdq4zk5zVKBRJeOWPKknH41ammEaZA3ZGRzVe2xsLuSrk5Hv/AI0pWukBJcv5eWIPGMcdeap5dZFlkxsfOamuS0jpErMckbgRjFTPGryeWR8uAP0P/wBapa5mBVtZ1inIfJVhhT6Cp5pgsX3sySgE+wqGeyYDarjaFLD26VNa24gkPmEs2ODjilHm+EB0IaCEE/xdRjp6Vj6oPtusWVln9xajzpT/ALWOP5j/AL6rUuruNYzJMdkMYLuc9gKxdBLyaZNqUpdZLxi6Kw+6nQDP4H9Kpuy0A1bdyEcLjaDyM9fpT7uSQNhvlfHG01BCGSKOUjhm5FaF581oxHPQj86iN3ECjaq0pdnOZCNqg9vere8mWMPuR84I7GoYv3VzCegdasXC5ljz0Oef8/WqirICKYj7TJnuhA/KrCrvhTkgjoffpVZ4zNNuUjdgcenrV1VCqFHYYqoq7YEbNugbPBxhh6VLTHiV85yCRjINPAwAKtAFAAAwBgUUUwCiiigAooooAKKKKAIZZP3R2ckqTn0FKAGt1LkjaMkikSNTBxxuXqe1V5pT9lRQOXYj+tZt21YCWMAaea4Ocu+efUAD+QFX6ztJBWbUY2x8lyBx/wBcoz/WtGqirIAqqyb3OxyVHzbQeD7fzpZrnap4GCDxnmksRhT74IpNpuwFhXDHGCD6EU6o5TsZZOMDg8+pFSAgjIORVIAqC9/48bj/AK5t/Kp6juN32eTYoZthwpGQTjpTY47oZZf8eNv/ANc1/lUjhtwZMEgEYNJbhhbxBlCNsGVHQHHSpKXQJbsai7FxnJ6k+pp1FFMRDcRPKAqMAO4NQSQsbmJVB2IADV2mNGGOckcYOO4qJRuAQ/6oenauf17Zp+pQa0MIsf7id/VT/wDXP6Cts3KiQRoMgDk1Df2sN9p1zZznCzBlz6eh/Dg0XT0AtNgRptxgEYxSEGR2Vj8oxwO9YnhW9kn0j7Hc/wDH1Yyi3lH+6eD+Q/StyUEAuudwHbvTYEN47BlRUJBB5/T+tU7YvbyElflB5rRjYyOGx0XB+p//AFVBcKYHMwwVbgg1nJa8wBJdIu9gSWYYXFEMUgtgHI4ywz61OkMPDqg55FSnkYq1FvVgRtMixhyQARx71Un+ZoYf7uM1YktldcFjx93PakhttgYuckjHHalJSegE7MFGWOBTYwQuT1Y5NCx4O58M3rjpT6sAooopgRv8jh+xGGqO5RJYCRgnoD+NSXBKwOQcHFMt48xoxJPfHvUPV2AiimVYUZz9w4P0qW4WO5iWFxvimBDDsRikNohl354zkrUqxqh+UdOnPShKWzA57wlK9o15odwxMljJmInq0Tcg/r+orpK5nxGDpWr2GuoCI1P2e6x/cbofwP8ASumBBAIOQe9WAjYClmHAGap2uJnMsjHcDwDVqfmFx/smmeUimNFHQ5zUNagOkDA7l54xxSxIVXLD5z1NPoqragFFFFMAoPIxRRQBUtHEbtE3XPFKHxfld33h0z7VLI8cbjON54GBzVWZGSSMnjng9/8APNZPRAXXUnBXhh0qN5jjbsKsRxn1pxlAiVz3xSSPErrvYbh09atgVZYY1u41bOGGM1eVQqhVGAKqXShruEHv/jVgoUwylmPcE9RUx0bAwfF8EkMNrrNsuZ9Pk3nH8UZ4Yf5963reeO5t454W3RyqHU+oIzSOqXMUsE0eUdSrq3QgisDwjI9obzQ7hsyWMh8snq0Tcg/59RWgHSUwSAyFcfj60+oFeNgyscEMfY9e1JsCZ92w7fvY4qK2m81SG4detLDKGJTJJBOCRVecGO6BXgSDB/rUt9QLFycW8h/2TVKOQfYOAN5bbnFS3LgWvlg5BbaPp1qO3UR3HlMOCc/jj/69RJ3kBNbHyV2smCfmJFQagN13YKr8PcEnAzj90/NWo3Lz7/4DlV/xpZ1t9qiURgsx2ZxkttPT3xn8M1aWgCl8CSUcgDA96fC5kiViME1A4K25TsVyPb2qS0YNAoHUcGhPWwBOCCrL1zyPUDmmhl80RqQVJ3YHb2p0sgjcsRnao4+p/wDrUbVDRunAPGPbrQ9wHypviZfUVFaF9mx0IC9zUrkk7FOCep9BSRjazIOgwRT63Akqhrd6mmaXPfMcGJfl9yeAPzq/XM69jVfEOn6MOYoz9quR6gcKPz/mKoCz4c042mlJC4YyS/vpi/Usw7/p+Valif3TL6GrNVbTiWZff/GotaSAtUUU2QkL8vBJAzVgOqldxlJ1nGNvGR6mrKlhJsLbuM59KbdrutZAf7ufyqJK6AY04idQBvWTkY6ioJ0cKkbADc2fels4SoWQjfjgY7U6ZybuPKEBeeTUPVagXQMAAdqKKK2AKKKKAGyLuTA69eaosrWztkfLIOg7e1aFVr7/AFajH8VRNaXAVEZ2Uhv3ak4xwTTzAN25HdD0ODnP51KOlZviHUhpWi3N2CA6riP/AHjwP1p8qAyNPjGreKby6H/Htp6fZYD23n7x+vUfiK6CRfJiJ6rgE/Ud6qeG9OOl6Jb27584jzJSepduT/h+FaMxxC/uMUNaAMMfmWoU9Sox9ajsJN0RQ9VJ/KpSFkYKMFV6/Wq9x/o8yyoOO4FS9NQLtFNjkWVAyHIp1aARmFS+7J+gOOaqyov22MAenU5q6xCqWPAAyaz5c/aI5d33j1B4FZzsgLrsFlQsQBg9fXilm/1Ln0GfyqGWbKMGjPy8MewqjJcTSHyQ+Q/GSKUppATrm5kRBxHGoyakuJxHt28IB9N30oTbCGTG1GGA59elQ3vzwRZOTk4I9M1LdovuA+xy8rvJnf2zU4dVlkds47fyNMtFKyckHcgP8ql8sbgj8jO5T/MVUU7AE3JPsjGiRWZ0VewyecZpnTzYycnhR9P8mp2QNz0PqOtVuBg+IFNzYtp6fupbhsN7L0OPXr/OrEphSFIYhtiiQIi+gAqjp/map4gvruVg0EG23gA6E9Wb9f1q15efMPJIPGaxndaATsLhraMKuQBkD29asRuZYo8Nz90r6D1pwcrFEU+8VI/KkijWJHPO4/MMjHT0qkrMAvhhkYdQKklbzUHlglvp/Wlu03wMR1XkUy23/Z96gFsYC1b+JoCW3iMSncQXY5YipahtpjKGDABlPNTVcbW0AKKKKYBRRRQAUUUUAFFFFABRRRQBV8w+YYEG9SOoPSoyjG7iRiDt54/OpLWMxxh1AfcOucUyNmN8zMB6delY9rgFhG6XmpsyMoe5DKSMbh5UYyPXkEfhVp3wdqjcx7UyC5SeW4jUMDBII2z3O1W4/BhTx8srA/xcitWA3yQxJkCkn0FNiIRjnAXBA/Amp6oxSSOSE27VUNhvpUuyaAslWlQbyAp5wOtNjBUIwY4J5Hb60MzMyK+NrDdx6D/Ip28O6cEYOcH6cUaAS1De8WU5H/PNv5VNUF7/AMeNx/1zb+VUyo7oWy5soCf+ea/yqaoLL/jxt/8Armv8qnoQS3YUUUUyRCQCATyelLUTqHlwf4VyPY/5FKCyuAzAgj0xilcCmRi8KH6fh/8AqqVWy0hADbuxPOKgUlpy5PDcN7Zp0wxcDGcjIGPXJ/xrFMDFugNO8TQXqsq22oosM3bEvG0j3/8Ar11VY2vaedT0R7NUIk25jY8YdRkY/LH41JoF++r6RbzyqVfbtlB4y46/h3/GtUBq1A8QlMisTnPGe1SRH92Aeo4/Kh1JIZSAw457ih6oBLcbYFXOccVJTUXYgXOcd6dTWwBRRRTAKKKa7hELHoKAHZGcZ5qOWQqdqjLVGhUsjZG4kk/4U/YWkcg4YNkHGewqb3AYz7omWQYzxx60y0kZGaCXhh0qyilQcnJJyTVe6iLurJ94A/jUtNagWqKht5vNTn7w61NVp31AralZR6jp89nL9yZCufQ9j+B5rL8I3slxpRtLo/6VYubeUd+Oh/L+VbbttA4yScCuZun/ALI8YQXeNlvqQ8iYdlkH3T+PT86dwOnIDAg9DTUUKT8xY9MmmXM3lJhfvt0otojEnzH5m5NTfWwE1FFFUAUUVHICXjwxHJHH0/8ArUMCSmu4Rcn8B60iMclGOSOQfUVXvFLtgdVXI/X/AAqW7K4DNuS8pwWbv7dP8Kluxvtd/pg1HEp+xgr1UkD3qTeGgMLAh9u3BH4VC2AYJAwt4iOGHJ/AikvUCKhA471VEhScL1MZq5JKs8aIcAsfmB/hqU+ZNAIWEt+hH3VHWrlUrYsHKlclOw4NWdjOPnYjPVRirgwFi5Xd3Y5/wrnPEYOlaxYa6mRGD9nusf3G6H8D/SumqtqVlHqOnT2cv3ZkK59D2P4HmtEBZBBGQcg1BAwCyMf75J9qyfCN7JcaUbW5P+l2Lm3lHfjofy/ka1mjImwD8r8kfSpYCEg3Cuh46Gmy/wDH0GfJRRgiplBdySeFPAqvAgmnlkbOOnXrUvsAyC3aVxJISFPzBaWSJnu93/LNjt/Tn+VW4f8AVKO68H8KjYAxBT1DnH1zS5VYB7gKEwMAMMVRvzuvtOV8EfaiMEdP3MhzV+T+EerCqeowvJPZvEMvFKXJ9F2Muf8Ax79atgWt6vOqg/dBP9KqeYbW9cYzG3arC/ejYDAXC/nTLjat2jPjaRg5qJbXAr3dzuLqozuxtPtVq1jkEMYkPC8j1pLdY2mcCMAqeOc1aBBGQc0RjrdsBkXKlu7HNGR5+O5X+tIjbbdWPZaYI13kyYJ25JPv/wDqq+wEskixRPJIQqICzE9gK57whG919t1uZSJL+X92D1Ea8KP8+go8UXEs2lQaba7vPvnWLOOicbm+nQfjW9a28dpaxW8QxHEgRR7AYpp3AlqrBxdyirVVYuL6X6f4UpboCeZzHEzAZIpoJliRwBnOcVHfSbISo+83H4UyKSSN47fuOT9KTlrYCQM6h9oBK8sMfeNV2mlKl3zsfIxV2LlS3qxNQXQHkzfgR9aUk7XAZYs/kBuSuSCo/nSSMDdH/aGB9aXSz/o5X3z/AJ/KmXIO9JxkkngAflUfYTA0KgfLI0mSMfdqVWDpkcf0qnP5imOAN14yK0k9AL1FFFWAUYzRVdvOaIvGTvyQBnjFJuwFiuZ1fGr+KbHTBzBZj7VP6Z/hH+exrV3m0AmY5UqS1Z/hVJ5rafVZlHm3srOAwwRGOFH8/wA6lSuB0NFNDgoW6Y6j0qOOQkqSwYMcHH8J9Kq4D5eIiBx9KBGgBAUYPBol/wBXn0IP604MCSAeR1o6gV7aJop5BkbMVNJKsY5yTjOAKTIWSQnoAD/Oo3UEo0pAJPfoPap2WgDjEZYvmc88+1UbgtJeCLA3D071Z+1ILchG+bkD86qW77bpmVd7YrObTsgLlkwkiYMMnPOe9VnjAmmAGNnI/Sls5W81l27WboTVlRuhmcj5iCM+uBQveigFhPmWI/3SKpOC77E7DI+uatWbBUdGIAB71A0czSHy4/kHVv72KJapAT2q+Vy3TGFwM596mZZJBnhfQHr+dRxTCQxnowOCPwqzWkUrAV1jKTBpG356HGMGqfiLUTYaPcSQfNcFdkarydx4H5dfwq7MS+EA43AE5/lXP6go1bxZa2KY+zacn2iYDp5h+6Pr0P5015Aa2jWA03SIYDgOsY3+xxzUKb5Q6xkYXJ/StCX5oYgejFQaV4kRNyKFx6DqO9RKNwKtqxwpfqnb8ef5/pVq4UOFUttGc5/Cq3lOsw2jIbKn8jU55kBkIGOo/wA/54ojtZgSr+8i+YY3DmiGMRJtBJ570nmMx+QDaOpbinI29A2MZrRWArxfJeyL6jNWqqvxfofUf41apR6gFFFFUAUUUUAFFFFABRRRQAUUUUAV7ZMwKQ7AEcAVBE5W6KOMMWzmrEJ8u3IP8H/6/wCtQSoy3cbKC74y1ZPZAJp3/H7qv/X0v/omKrzKGGD+BHaq9rAIZbuYPu+0SiTGMbcIq49/u5/Gnq/nqAOAR82P5Vo2AjM2SgbduAwfrTI4AJ8MAQFwf6VJGFSMtgZXI/AGpI12rz1PJPvU2vuBDOf3i7c5AK8DPWoRMxkiyhBXAbn8KsPx5g9cMP5f0qUqCCMdetKzbAWob0sLKcpGJWEbYjP8Rx0/GnLIFjTeeSdufeodVZk0m8ZSVYQOQQcEHaau+hUFeSRPDxCny7flHyjt7U+o4Dm3jJ5O0fyqSmJ7hSM21Sx7DNIsgZyvOR+tJN/qz9R/OlfQQxGYTgPjLL1Ht/8Arpt26iJlxl8cCnzIW2soyR6VHCiyMxkUbjyfY5NS77AMt4tkKM4+8Rn6Y/8Ar01gFuoyeoOM/wCfbFW5FJjKqPoKqXRJYttIwRyfpUyVkBPcybSgUEtnjH0x/WsWx/4lXiKW1K7Ib8eahJz+85yPyH8q1om85hMTxkKB+NZvi62ml0wXFr/x82Z+0Rn/AHSCR+X8qpa6gbUf8X+8abI7BgE7EZP17VUtL2K70yC/hJ2zAMFz0J6j881YgLyW4fA3Ft2PXmi/QCxRUYjJ5dju9jjFKhOSrckd/WquA+iims4Uc9+gHemA6o5AHZUPIPJqOZvMR1GQFHzfX0qRPmkYjoBtqb30AFgjUk43Z9eaYv7uRmHCZ2n2qcnAzTI1zEA38Qyfxot2AfUanfJu/hXge5qOIOYRKD8xHQ9xSQEeVHtdlJA4YEjNK4DZh5Fwsq/dbrVuqV0jvHIzScoRgAYFShjJZKc4JAyaSdmwHXMgSPpk5Bx+NUPEemDVNLliztYDcjDqrDkEfqPxq9Kh8pi2CSecVFdy5jjQZy/NDdr3Ar6NI17As8zBpE+Rsf3h1/x/GtSuY04vo/iuaykJ+z6jGJos9pAMMPy5/Kun6VUVZAFRmTEu0/d6Z96USozYB69Djg0RgEPnnLHNP0AfTG5lUf3Rn+n+NIuElKDgNyBilH+ub/dH8zRuAkw+UEEhsgAj3qG7cI4LcZUjPrU335cdk5/Gqs7Ce5C9UQ81E9gJIdv2RVOctyAvU80y4fyhEqgGULjPpUpeOAFwhUEYHof8KhgQyNJI3LFePak+yALexTyUcswcgHIqzDjaY2TBA596LdgY9o/h4/DtSqcs0nRcYB/rVRSVrAVohtvioPTj9Ku1Qtyz3kjDA6nmrR8xCXZgVHUAdqUHoBLRRRWgHM3Y/sbxhBdj5bXU18mX0Eo+6fx6fnXSOpbBU4IPFZviPTTqujT26cTAb4iOoccj/D8ad4e1L+1dGt7lv9bjZKPRxwf8fxoAvn91ExJyRkn3NVrDcqnd/F/SrL8si++T+FEnAVh/C3/1qhrW/YBp3qzkYAPO49hiq8Mkh3SlQUXP1qW8kAhIBGScHFECMYkB2hOvvSersgGtI8i8oCmQSw7Uk9z5F5bx7N32iTys5xtwjvn3+7j8asy/6p/901nX3GoaYD1+0n/0RLVWswNCQEpwMkEH9arSqskcrMSGQ/xdhVys6fNxOyxn5cgE+tTMBlpcGMMXGCcAE1dtnXBjycgkDPeo7m2QW3H8AH40kKBoUwpBA+Zj3/yamN4uwEpIWFgTwGxz9afMqlGfGSFNQyqNkbYxlgSeuO9UdcvxpuhXFyHO9V2onUFzwPw7/Sr8gM/Tgur+Kry9YbrbTl+zQ+hf+I/0/EV00RJjUt1xWVoGnnSvD8Fu3+uZd0hPUu3X+ePwrVJVAATjPAquoDqo+csV3KzHtwPXpV6suFPtN27fwhic1E29LASCN5g00mdx4QDsafAC18zPjIXt+FWpAAigcYZcfnUCfLfuPUf4UuWzQEqo+3bkKPUdTTBFugkVx34/DpSrI5kY7WZT0AqZWDKCOhq7JgUbbarOpLYOAAvep1j84h24QH5U9vWoTFtvSnG1x+VWcGLbtJKZwQe1RFdwGG4jjklBPOc/pVaOQA+YQXlJ4HpTtQRQrsoGeM/rTtOiVV3Dk4H4Glq5WAcl4RJslTbnjNWmYKMk8VXkh86BowQCrHBNLGu2cJkkKufx9atNrcCbeDGWHYUi4SJcnAAHJpGiDbslgG6gHFNjj3xLvYscd+gp63AxfEF4FNnp6f627mb8FXJJ/l+tbVmqJaRJGAqooUAdscVzOkxnVdev9Tc7obX/AEaD0JBy5/z2Nb9rKVTYADz1JxU7SAQgwXhUsSsgyc0WMbbOxXfmkvk8uNZCct0Jqzartt19+alL3rATEZGD0qFU8kg5JB4Of0p5kGdqYZvrwPrTWMhUgoMdxnr9K0dgFChzID0PH6UDKuFY7lbpmliAEY2kkdcmkkUuV2sAB1oAzb2MI3ycKzHgCpLGMCaZPUEZp96wjljwoOBwKhieSKYZXG5cg1hZKYEz/v3jbKptx+Iq3GMb06gHj6UkCgR7Rzt+XPqO1Mt8qcE53cj29q1SsBAqMt00ffsasNcBJhGUIB43U5oSbhZQeg5FR3y5iDdwaLOKdgEubds+bDw45xU8LmSMMRhu49DR5n7tWxktjA9aaCGkUgYbndTsk7oCC5uY7OzN1McRxqzsfwJrJ8I27rpc+p3I/wBJ1BzM2ey/wj6en1pfEe67EGjx5/0qXDkA8IBk/wCfatlTGihUAEUKgKq/l+lCegBORHBGWOArLk0wySSqwHGfu+/tVaaRp5QGOI+uM9v8a0QqGIKANmOMVKfM3YBoUncRjKvkflUEc2+eRpAFKDgVaRdi4zk9SfWqDZivfMIBUk05aWAsTKI4Q5Hzc7j65B/rS2W4w72JO455ou3RrZ1DAkjjmltSBZo3YLmj7QDP9Zf+yD/P86tVVsxkPK38Rq1VQ2uAUU1mCjnvwAO9KrBlBHQ1QC0UUhIUEk4AoAWimRzJJna2cdafRe4BRRRQAUUUUAQBNzDapUD+96/SnRr+9Y5zjgn1NPkJEZK9aaCEjG35snj3zU2QEFvMTd3ET/3/AJfptH/66sQ/6pR6cVj72+23zgkNHOowO37tD/UVLPeNFFPcoSRDGXI/vcVClZ2A0D/qpvx/lU2eM15QPFGrR3LyfbWIdfMClSVGRkqFJxjPGeveuoTxrZvm2miuvOQYcIqbcjrglh/Sr2A6VpRJNGcEJz8x745/pVhXV/unpXMS+LLF7aO4EF0kQbYFKLuBzjpu/wA81E3jvTJGKJDeLIgPzbFxx1/iqU9wOmOGbZwy7uP1zUGpkjRr9CeVgkH4bTisSXxtplptaSC5YOPlMaqQB/31ULeN9KvUmjS3uTuiYFZFUBuOhIbjrT6XLh8SOrhYLaxk/wBwfypd0gG4qMegPNcqnjzSmKotvdgxgkgIuMAc4+aj/hYmkf8APvff98J/8VVEvc6ZnVUeUdFbIP4DNO3GYHZjbkc9+xrlj4/0iYeULe8G/wCXJRcDP/Aqlh8XWNtZtcNDcvEWxhVXcp6HPzVD0dhHVVCvy3DejHH6Z/xrl/8AhYmkf8+99/3wn/xVJL490pCweC9y2GGETjgY/iq2B1xZQQCQCegpiKrq+4Agsc1yQ+IGkc77e9Ynr+7T/wCKp4+IekAYFtegf9c0/wDiqAOmkiEMTGLhQd23FO8yOSbAIYbcHuDXKv4+0xGWQQXh8xcgbF6Zx/e9QantfGVhexMsNtc55/gUY6dfm/zip2AXRbN9Pu7jSjIDbrM0sA9EPb8P8a6WEYiX3Ga831HV3vtVifT90MkHyRlvlZy2Q2SGGBxx9TWnpnjMWNmp1PzLhWUFGijAIyWGDluR8vX3oiurA7imR8s59W/pXMp4706aJnjgu1APV0XHv/FUZ8f6VATE9veFl6kIuCf++qq+oHVSsVX5RljwBTY+m+Qjfjn2rl/+E/0ph5v2e92ocEbEzk9P4vY1HJ460pXKNDeBm+8di4weR/F2zSe4HVW6hkdzk+YTkH/PpQuUbr0O1vf0Nc/L4ysrRA0kNwyFd5KKp6nj+L3FOj8WWVxbvOlvcohxgyKo/H73SpurXA6RhuUj1GKYCWiOBhgCPxrn4/F9o9wYwGJA3cAYx6g5qCXx3plo5iltr3eDnIRcHPp81NSTYHSxh/KCLjbjhs9BTSwjRU5+V8AevcVz8HjSxkheeKC58pSSQVXd07fNUb+M9PMscwt7wHhdhRcjPcjd0xmlcDpJhttHU/eYH86rWDExGAnqDtrH/wCEvsJLiW2W2uzMQSW2LtA+u6ok8R2bTSJEJle3PznaMc/j9aiTs7gdK86urIM7x1XufpUUQL3gyDiNQBmsCDxnpsW4iC6lLH7yBCP/AEKpJvF1hp7GWeG5bzD/AAKp2/X5v84qt2rgXPF9nJNpQvLb/j6sHFxEfp1H5fyrSsr6K/06C7QHZOgYL1PuPwrnD4/02cGK3tboyuMIJEUKT2zhulc3a6pqGm2sU1nMIbYLuRdu4E43FSM9CcjNaMD00KWhIbII6E9faiJxsd245yfyFcvH490+QiBra7E5+UhVUqG+u7pmp/8AhJ7Ke2L+RdW64x++CrkD/gVTJ8oGtK8l052ZWNOSaYYpI3bYTuA4Pr/nNYreNdKgtkPl3TRscEoq/Me4+9/nimyePNKZY5jBebNxXbsXORg/3unIqOW+vUDpIbgCKRnI8wdRSWcRMZk3EFic47jNc3F4q0y6eS5jguyi/eTau48f71O/4T7SoVUG3vMN8wwidCf96nFNvXoB0N3nckTElSc5NXFVUGFAA9BXKy+KbJkku3juPKiYBl2ruHPTrTR4/wBLmOxIL0Hk/cXoOT/F7U47tgdJIPLkcDpIB9c08EuwjYBcckD07fz/AErl4vHWlO7SJb3zFF5BRSevb5qcfHOmKBcmC8Cldu3Yu7rwfvdOtMDoY/k1GQf3hkf5/CrRGQQehrkx4002UrdrBdBUBHKLk9z/ABelKnxC0p3Cra3xYnAGxP8A4qiPUDpvNKRxkjIPBNTVyL+OdLi+cw3RTeQAFU545x83vSjx/pUUSE294VbO3CLxz0PzU0wOtrmbD/iTeL7mxPFrqS+fD6CQfeH8z+VV/wDhYmkf8+99/wB8J/8AFVj674lh1ua0NjHJAbdjIkkqgMXyBgYbgc5z7CqA9D/5bnPZeP6/0p5AIweQa4LR/FVxYvc/2qZLhIQAQigspyQQMnkcetX/APhYmkf8+99/3wn/AMVSQHQXAUXSIBgAAkCrkYKxqD1A5rlLjxZYQZuporkLJgIAqlgevTdQnxA0zy2kaC7KqQOI1B5z/te1RHdsDqpvuY/vECoZUimngmZC5iJeMjP3iCv8ievrXOf8Jzps6oVgvFDNsXci8k8f3u1UbnxxpUs9o6Q3oSGYyMCidCjrx83XLD8M1WtwOwuZyq+Xja7e/aiFBHCrdt+SfXtXOv4usEhjvpYrh4yAAoVdw+ozTf8AhYmkf8+17/3wn/xVSld3A67qPao5jtiKqOSMACuYPjnTYrYP5F2qtymUXkZ6D5u1JN470yCUebb3ZLKCNqKRj/vqqvcDpikjIpD8jBAAwK5u9iGo+JbPTpMmO1IupR2J52j/AD2NZmp+MJblIodLZ7Zdm4vIgJc5AC8Hgc8n2qDSNcGnTyPfGSWaeQo5RcsGQjjJbkcmk11A9A+/J/sofzNNn5ZFxknOK5mLxzpu0uIbsqQSAUXcSOv8XvSN450xZmdoLv8AdoCRsXgHH+11yRQB0jb0jdt7Fk9e/FM0tQLdj3LVgL41066Plxw3QaYZXci9uufm9qiXxtplpMbYx3YdX2sdi7M5/wB7NT9oDrZT9werfy5qndMROsi8Iw259awLjxrpdvKpuLe7JZdwUKpxk9/mpk3j3SLhPKFvegk8EovB/wC+qbTkgOvjIMalRgY4FNHExC9CMsPQ1zCeN9Nt5RaPFdPIDjcirt/VqcnjjTVTmG5DEbuQnP4bs/pVX0QHTNErSrIc5WiRSyYUgHIPNcqvj/ThGXkt7sAHb9xQc/TdTJfHmmbQ5hvRvX5AFXI7ZPzev8qAOjvSqRKgIJzk+pqeL5G2lNpbnr6VyUfiixuDCSlwWlJK5VcZHXPPWpZfGunJeGIwXXnoxydi4IA6ferNPW4HVrxI6+uGpkQJmlcno2APwFc2PHWlNH5+ycBflIKjOT07+1V4vHOlSNsEN6Xc8EouAfX71WB2VY/iLUTpeh3M0efOYmOEDrvbpj9T+FZMnjy1uLeUadZ3LXG3CeaqhN3bPzfoKwdRvrx7yGaa6WcQFpotyEq0kYycqGwP/r1V9QO80DThpWjW1pgbkTLkd2PJ/WnRBIruRWOB1Arn/wDhYekjhra9z3wi4/8AQqRvHukwzMXtrwuwByETgYyB96lJXaA6G/YtbglPl3cc81JDc5xHImzI4rnW8Yafe25nSG6WKIktuVcnA7fNUE/j7R5Ux9mvQR0OxP8A4qos+ZtAdhD/AKpR6cU5mCjJrl4/GVhb2AuHjuJIi2AUVSRn1yajPj/SmUS/Z73apxjYmckf731q07oDpok37i443HCnoKeoCzMFAAKjp+NcsfH+lQHynt7wsvUhFwf/AB6g+P8ASgFlNve7WyoGxc8f8C96EtgOjWCO4JklG47iBz0ANMnjJ6HJXj9M1jQeL7IKuILkCTLoWVQCCCcdag/4TjThh2huc43lQi5GODn5utRZNAdFA7eTkAjKj5j0GOM1LHtijyfvEdO/sK5608YafewOsMc+5ezKAfbvVb/hO9KWJHMF6FJI4RMk8c/e96a7Adar5baylTjPNNuhm3f6VzbeLrRYBdeXciMYByq5bvxz709/EEdxctCvmqzJuCEDge/NKU1YDetcC3WVuuOvoKbbuJmfgrtOQQeoNYMfiqwlD2cSzF4xljgY6896wrvxDe6gtwbOQwwRqQsYGDtABLEg8k5PHtQuiA3NJmfVdQvr1C3lpKYoDj7wGATn3rSuBNvDvlVI29MVz/h/XIdJ082ky7ljTejoqr8pAbLAt1yxH5Vd/wCEmtNQR0ijuQEAYmQLyPYgnPSomlZgb1tEsMKuBgg4Y+1KkojujCv+rPT2NYkXjLT2aTbBc7cryQgHPQ/e6cVXk8U6fp8nm3EVw6k/KI1U4PryR6Gq2skB11UZM/bVXaTg5/rXP/8ACxNI/wCfe+/74T/4qp08VWLSJcmG4CSj5AQoPT3b0q59AN26K+QyuuzPQ8dah8zbpg29Sdo/OsGbxjpsu6Ro7lgmQY1Vd4A74JpYfEFpJZCREnMSnf8AdGf51nJu9wN8wSBI03fujjPsTTrctuNux6H9KwY/HGn3aFYbS9/3mRQo78nd7UkPiqyleS6jSd0i++Aq5Jx255ptKLA6Lf5Uh3EFE468jNSwMGjLL0LH+dcz/wAJfp17au6QXMag43yKo/8AZqiXx5pVqiwtBeMVAyVRcHPP96qXxWA6+ggEYIyDXI/8LE0j/n3vv++E/wDiqP8AhYmkf8+99/3wn/xVaAdA6Il6owAnf06Vbh/1SZ9K5YePNJmRj5F2o+6WZF7/APAqzdd8XTSpCNMkeC3MZbcy/M5BAxweBioirMDvqK4rwPrt7eXMlneymcMnmq7feU5+77jAz7V2tWAUUUUAQWdxHcW6PG2RgUkwaMDaRtznB7d6xvDEjFZIz0U8fiP/AK1bJlLqeMuGyoHesac+eCYlqQ+bHcRXJUgvEwR+OhwrY/Ig/jRAkFxYyxTKvlyAo4PGQRz/ADqG1I/4mZOQ7y7iD2/doB+gFT2qZtCQuSTj3xxT+1dDOM1rwubHTpLuJ/tMUAGdyAMY+mMjuB39q6iDStG+wRS/2daygoCGeFWZuO5I5NXnG+FoTtZG+Qow5we35VhafM8Hn6cQf3Ep2j2PP9aHLlAsyWFtISPsluF+8FaNcD0I9Kd/Y1kV81bO2YAc7oV59ulaENuZl3zE88AelNhBilWM/MjcEGoUe4FSHTdMdljm020BGSQYFx/LtTNR0nTY9KvZU060jPkPt2wKD04PTrmrl4ixyI6HgdV603VnR9OuS/TyCQPqDVXsmmXT+JCR6Hpgt1xptmH2dRAvp9Keui6Qyhhpdlg/9O6f4VatXLQgN95eDTsiOQgnCsM8+taX6kMovoukjAXSrIsen+jp/hTbnR7IW/7uztwOrgRLhvUkY5rQBDS5ByAv8/8A9VPbJUgdccUNXQGTHo+kPEHbTrTJPRbdeD9MU86RpRdR/Zlmw6MXt1z7DpV23hRBvUsc9j2qSXov+8P50le1wKf9h6R/0C7H/wAB0/wo/sPSP+gXY/8AgOn+FX6KsDOXRdKYsG0yyO04GYF4GPpSto+lxIxTTLIH2gUf0q0JFVnJODnAXuaZLK4miVlCqTzz1qbpIDC1bwhDdv5lnMLQsAJEWNdrkZwRx8p5PSs/w1YWqzaha6nDHcXFm4jKSRqVEfJVlGOpyefcV2MExl3ZGMHiuf1yE6f4hstWT5YJgbe6PbGMqT+X6CjdaAaUWjaeVw+mWirydvkrjn2xTk0XSnXc2mWTHJ5MCnv9K0arzIQoG84LgADjqaNgKR0nSfMAGm2Yjxzi3XB/SnLpGkMjO2m2TbSeTAh47dvSr5G2VcdCMf5/Wo3ULO2ThGwxGOppaoChdaXp8duv+gWu5sBh5K88d+O1SQ6RaPFia0typwShiU5+tTwf6S7GX5tp+X2q4CD0NKKTdwKQ0fTBgDTrTA6DyVwPwxSNoulucyafaufV4VbH5ir1RybiyqGwCDnir2AybjTLGMnybS2iGfupEoB9+KtxaVpjoX/s6zBb737heT+VWbiMfZ2CgDAzUcDbrNvy/pUJWkBUuNOskMcdvaW8e7+5EBx+FJe6ZYwxh4rO3RmYBmWJQW+pxzViFDJdEMSFjGBg/hReHdbRJ3Y8VD1TYEH9i6aseTpNhwOcQLn+VNt9N06fAlsrWTrkNEp9Mdvc1ph8QhsZyBx71UgAgvmViBkcYq3o0A19B0l0ZRptomRjckKqw+hAyDXI6x4ZbSNOedrl57aNgrbI1DrGflPbGcY5/Gu+ZgqlmOAKr3ka3VvLbsoaN0IfPTB7VbAo2+laQ0ETW1hagkLskWNSxGM53dTx3qwulWDBopbK3lAx9+MN/OsrwnctFb3Om3H/AB8ae/lD/aQ/dP4/4V0SLtHJyx5Jqba3Azjo+mCQqdLtGQAEL5CYX1OMew/KlXR9JdwF02yKAZx5C4z+VX34dGHXOPwp4AHQU7AZ0mj6aiFYbC1jduhSFR/IVVXQrZ5Tvs7XKn75iUkfpmtl1LYKnDDpQikFi2Mk9qTjd3AyE0q0S4EMtpbNGw5Xyhhj6kY9astoelBSU0yzVscEQJ/hTrsFisw6A4X/ABq5G29A3rSh1QFGPRtJwrrplkD1BFun+FH9kaZLI7Np1oQTjmBeSO54q4cxHI+4TyPSmoGyFJZQQSAOO/8A+qquBSbSNMVyDZWixjnb5K45/CkGlaOWTytPsgxP8MCg4/Kp3geWcrIxwPuH1oktQELgbX7AcgVF32Ajj0XSmT5tMsyMnAMC8DP0pG0XS96KNMsiOfl8hcD36VNbzlB5THcR90jvVpF25J5Y9TVJ3QFL+w9I/wCgXY/+A6f4Vm6t4StLza9iI7CQKUbyoV2uuQeRjrkDmuhoqwOH8P6PBa69qGnagizzLCrQ71BV1OcnGOTk4yfeuifRdM8tnGmWaADgfZ05PuMVR8WBrGW01qGPdJaNiTB58tjg/wA+/rW1KVls/NWQurqCpBwCDUyAq2+k6fNADPY20pycb4VOPpkVI2h6XtIXTbJf+2C4P14qxZDEGB0zViiK91AZv9i6dtYnTbNSB8mIV+X6ccVVu9E043GnGLS7XYZz5u23XG3yn68dN23r3xW04JQheuOKry3Bhkt4mBTzn8tMYPIVm59sKaewFK30vT5ZJEextmjXohhUgc+mKlbRNJ81R/ZlmAQekCj09qnsxtlmUnnNWJONreh5/lUR+ECi+k6WXPnafaNj7peFTx6cimxaPpkhbzNNtGwfl3QKcDsOlaTEKpJ6Dmmxghcn7zcmqtqBxnijTbX7dYWmmxJBc3LmHbEihfL4LEjHYgHj3rQ0vwpDYsGvJEvWwRHHJEuxM4JJ45Pyjmo9Nf7T4lutSl+eGEC2tiPT+Jvz/nW+11G7NsJJ24HHc/5FLmWwECaPprKzmwtTnO0mFc/Xp1P+FNTR9OeNH/syzYlcPmFcsffjmtMABQOw4qG2zhsH5Rx9SOM0W2AoTaNZRxmWOzto3UceXCo2/Q4zUkOj6VLEsj6bZuzDLMYFJJ7k8VcuiTGY16uMfSobBtpaL8fpS2mBF/YuleYVbTLMjHy5gXj2HH+c0j6LpQKhdMslYnqIEBH6VoOgbHJBHQjtUTb2HQgqpyfU+1UwKU2jaeoZ10+y3dmMC7gfY4qRNJ0zzSVsLXhcE+SvP1456VPPHlEMWQSfXqMU+ORVXDFV4yO2aXUDMOmWL3YiFlbAc7v3S8/p6YqwmjaUyZfTbIgEgZgTgZ+lSRlW1NiDwV4/SrPlpuIJJ77Sf6UoAZj6dpq7/KsLUEAeXiFRtJzkjjikh0zTZYpHfT7VpV/iMK7vzxWi0QRXbjJOfwz0qDbsu5Bnap5b3HWk7p3AZ/Y2l7yn9m2ewjO3yFxn1xih9E0pUYpplkrAcEQICD+VXY2Ejlx0wAKWU/uyB1PH51fQDE1DTdIWwuZDZ29vCkRYyRRKrLgHlTjg+lYOi+Gp9Tsobq7uzELlWdlWNSxRuDjjAJGDmtfxWftTWOhW/wApvZQZdvaNeT/L9K6HykWFUQbFQYXH8IFFgKT6HpAjb/iWWQ46mBT/AEqKHTNLmO6TSbLk43GBTk/lVm4kaUxwpwzAFvapH3QxeWEVgASCemPepctbgUI9N09pnRLK1EQIBQRLtP4Yqz/Yekf9Aux/8B0/wp1jFujWTocnI9atOSWCA4zyT7UQ2uBQ/sjSPmQabaLngkQKM/pTDo+lJCjtptkF/iH2dMH36VcneOLy0IOM9B7gj+tFzETbsGclRz0pt7gVTo+leWXbS7NiTxut1z147VFcaZpUUWz+zbN3Ud7dcD9KkdpRGUIDMB8pHOPpSW6NcygysfQ4Pes3NvRAFnpdlJEfOtLdwBtCGJSoHsMVKdE00zFzp9oQw+bMK5P6dP8ACpXxDF5qgB0O0gfxVZjcSRq69GGauKWwGZc6TYQx7rawtY3zyUhVTj8BS22k6VNAu/TbRivHzQqf6Vduzti3emf5Go7YRmFSysc98GjaYGfLY2Ecs0Zs7fy1XKJ5S4B9hioGtYdqyLawrIRjeIxuI9M9cVemjQ3L4wVKHaB24zVcyMclR0yBWEgIxZ2CxCSKzt0kJ/eYiUFvxxWPeaDb32o3NtYP9lhUiSRAowrEAYAx0Pp6g1ryZigMzAlcEmnaLZta2bXbKTLPI0kmTnJJ4P8A9anCTAi07RraEFJljmkcZleSNegUKAAOg46etWHsbKMRhLa3iVwQVSMAD8APc1bG1ZgV2nn7rden+JqFG+03BaXgICSBTb6AM/s+x8pdmm24BbA2xKF6noKW207TpuLiytXPpJEp+nUfX86uWxaBD5iHyweG/qBUBRS8xGQRyAfr/wDXp7WYDpdG0eNCx0qyOO32dP8ACoI9Ms3tiz2VuRnCAxKcDpgccVM7l44kDEs3LZPvgVdYKlt8pyFGc/SrvzMCo+j6V5bSLp1nvIJDeQuT+OKiutLs4olNvawRITgqkagH8MVeSPzYhngbQF/xpt4u+Hyl6gbvwFOWsQKo0nTl2otlbpGcHHlDB/TFMutMsYNohsraNG6hIlAP5CrkUpMKIwVgRt9MfX9KjkZri1KY4jGWb6elS7NAVbbTbGWRkFjbLGpyFES4HPYYq2dE0pjltMs2J6loFJ/lRpS/u3b1OKmuJngdW6xngj3pwdo8zAg/sPSP+gXY/wDgOn+FQXWlaPCnGl2O89B9nT/CrRu12kEklhxtHT2psEJnbfIuFHGPWm5X0iBFb6JphgUvptmdwBI8hMfliua8U6Fb3Oq2Nlp8SQSz5DhFARUHOSAOD8vX8K6+CbaFjfso+asLw5I2paxqGrtzDI3kW+f7idSPrn+dUnoBZ8PeG49Gked5zPOyeWDtChVznHHU57mt2iiqAKKKKAMDwwqrG7HGXPH4Vtw7REG4HHJrI062ks9PjlI+fJYj0q9bmR2LuN0ZztAHQ1zUfdiotCWxFLGwNwVwWll3KF64CqP5rVy0XbbIPUZqrYlp/ttvIFXyZhGpXrgxo3PvljVqNWdR5hBA4wBitUne4xrsBdDAywXH4/5zWLrsq6dPFelchSqykdgW6/hmuhVVX7oAqhe2Qv8AzYzxG6Fd3vjFEo3Auwf6lD6jNNeNtx24w3U+nrWP4RupZdNe1uj/AKVaSGGUfTofyrdq7XQEUu2NAcADcOg96qXqxpY3hKGZPJJ2A4yMHgGrVzkRgjkhlP61nTyldJuGgkKS7H6dQcHB9u1RJ2ZUPiRoRcSbgMBjjH4cf1qcgHqM1VkJS1Q9WY5/E1JE2MDnB7HsR1FNPoSSIgTOO5zTqKCQBk9BVgQLMiTPEzAdwT05p8hBCHPG4c1VgkzcvIR8pOB681a8pemTt67c8VEW2gJKKKKsBodTIU7gZqldtubcG5U8YPAqYp5jjJIBLZx14wKZdkLbyR56YKgntWUtUAWDjyXc9M5NR6hFFqumXNq3BdCOex7Gm2uRZOO0hIH1otohJMytyB1x6VMZOyQEHhTUHvtHVJ/+Pm1YwTA9dy8Z/LFaUw3TxA/X8q5wsdF8UwOMC21RcE/9NR0z9R09zXS7GkbecoRwv0rV6oBZCCgZSDhh0+uKbcsVQFfXJHqAM1URmtg8DqcE/K1FzI86nZlUXv61Dnp5gOsXLoxHDOevoP8AJq3CAu9RxhqpW0c0Pl7RlSevtV2ZQFLjIYDAIohsBJTJQcBgMlTmnjpzRWoCBldeCCDVG2JVJIvxHvVxo8nKHaehwOtQzWu8goduBj8KiSe4EdpIoilkBzzUksKgxMW6YA9PrUVpEFkljycZ5HrV6lFXjqBAM7go+dVOeP8AGiJAWkZwCSeT/SpGOwAKoyTgdhSou1QOvvVW1AhR1ltGxztHf2qZUVVwOh96pIRb3LIxARyRU0UsjSPGoDBRgN/jUxl3AwdUj/s3XLDV1O2GVfs90e2ByrH8uvsK6eqWq2C3+kz2XH7yPaCex9apeGb6S/0lY5H/AH9sTBOT97cv/wBbvVbAa2Q8ihTkLycetSUgAUAAYApaaAKjfLPszhcZ+tSU11JwV4YdKGBHdKDbPgfdGR+FFm2bZPUDBpXYyIU2MCeDkcD8aqwTrA0sZySp4qG0pXAtzTJCm5z+Aojy+JW4yOF9KrJG00qSS9Ccgewq7VJt6gMfmSMe5P6f/Xp9MbiVD65X+v8ASn00BUu4sMksa/OD271OXMg2xnqOW9KWT70f+9/Q0qBQvyY2+1K2rASL7mDzgkU+o4iCDyM5Jx+NSU1sBXvYI7mFoZl3RSq0bj2NYPhieSPTrvSLpv8ASNOcx5P8SdVP+faujm/1Le4xXOaw/wDZmv2eqRx7oLhhbXDD6Haf/r+1J9gN6yObceuTmrFZ8LGGVgGyOvB4+lXnbamR1PApQegCGRQ4TnJ/SqWqMFu9LY9rpv8A0TLVtlCxDHOGBJ/GopYGuLiCQybRbylim3O75WH4feBz7U7sCJg0N2JG6tyf8KvEAgg8g1Vvx8qOOobH+fyq0pDKGHQjNKOjaAicMFaPlgwwp9PrWZ4i1AaZpNxN8zTswjiAPJZumPwz+VaU1wEkEaDc7HH0rnrtf7V8YW1nnfBpy/aJj2Mh+6Pw4P509GwNHTtNS2gitwgRlQnbjjqKs3NsqhAikc8kdz9KsEEys69VwMev+c0u7zJUK/dAOcjoajkVrAQ28zTDyieR1PtUssapGxUkY6DPANRyJ5d35owFxlqkdTIhZuBg7R/WmtrMAjRiwZ/rnPU/4VCn7vUHHZh/9ep0LIo4LLjjHUe1VromNknIIJbp6ClLRXAvEgDJOAKrpL9pdkUERjq3rUbO10+1crGOSasW6BIVAGMjNVfmemwBL8qqwHCHOB6UkZkEa5QdO7U9yAh3dMc1WMsksJSNfmAwcnGfXFDdmBEJI/7QDg4yOfbirKKzOZAwBPtz7VRkhOzzFBDIcEURs4VZQxznDH0rJStuBad3kUE8ANggdSPWmyjdeRsVIU8YPelVGkUSRdh3PX0H8qsxuJVDEYI/SrSuA5QFAAGAKbL1TPTdyajWXJ3bgRnBX0B6Vm+JtQa00yWONgs05EEXqWboR+tXdWApeHv+Jrrmo623MSn7NbHtsHUj6n+tdBPKgtnfcMYqtpWnrY6Zb224FUQFtoADMeSfxOaaf9KuGQf6vdk/TilKTSAktSAzSvks5wABUs7B1YryNh/n/wDWNN8vKiTJAyCqjoOlMkmRWuFJ5IIH1/yanZWYFRpmiCCIkNnPHerttcb2YvywwBgdazbZs3CnbvI7Vatpit06E7Nx7jjNZQlrcCeIC4nkc8gcCpyd1vliASOpqnaziKGXOd4OeBUzzBCi7T8ozz0/StYyVgHicOCYyuFGdvc1WsiAJCOofcPcDg06PctvsI+Yrv57VHbMqxBT/Ecg9SOPSpb1VwH30is6iIgnqcHg1dhjEcSqDn3rNLjzUGDhcgZHXk4/nWoowoHoKqGrbAhvW2wEepxTGmCWuI8sQoBI7Uy7YSzRwrzz81Tw8yyHvnH6095OwFIxGF4p85B61BbIr5Vs55Iwe9ajRhxLH0zgj2rLWKRE3ZHyMAaylGzAq6lKVuIbFPn3ne5HZQP/AK9bFkySWSq4GEHOawNIijvJrnUwGIb9zGWGPkXqR+J/StBWIj28kHj0pJ8ruBNGgeWYk5VUIUn9KVYBDLGD/GBmrEFqrLubcvYqDwaL1A0kXbJxVcmlwJ7gjys+/FVLgiGZXdcq6YI9TU1wPLXbj5S3HtkYxVa7P2mVgrDaikj3qpv7wJLNFLmRx98YAxxVlsIHRsKrDg9vpUcL7rVD3ixkfSrVVFaANQ5RTjGRTHYRybj0K4/Kpahn+9Fn+/VvYCrzbSkyLlHGMDtU0CFbZ4+Msu4fiKfPH5xZD/CuR9TVaNysqQygrg459OuP0rL4WBLafIi4xg8EenpU7YMyhum04zTZQPOi9ST+QFPk6oO+6rSsrAMeFFRmVBuHI4pyEeY+O+GH+fwqSq5+ST5ein8s9qb0AzvE90LPSGSIHzp2EMQTrubjirml2P8AZ9nDbggiNMZAxljyx/E81lyD+1fFyJnNvpib29DI3A/Lk/gK6GhLqAUUUVQBRRRQBTeNrVt6ZaM8EGp7dw8CkHoMVKQCMEZBqukP2d2dMlG6r6VFuV6bAV9POLzVie10P/RMVXohiNc9cZNMjgiQzOi4M7b3OfvHaFz+SinxEmJSeuOarqA6mRH92opzEKpJ6CqKSMV3ngg8Edh/k0pOzAz7iNdL8TLeBgsN8qxyL6OOh/LH5Gt+snVrP+0NOlgb5ZcF/oR0/wAPzo8Pao2qaRDKV/fgbJQeNrjg5/n+NCYF590kbxscEk7SPUGsu5YDSboKxLFG47ZxWrKywwqGPJYfic5NY1wUEVwsiMyOpyqnBPtmsajs0VDSSNJ3MiwBFBAwcZ54pWeVX80rgcnB45wf6VLEy/JyAqg8+v8AkVCJnnhlyOM/KQOg71T9SSyXdE3MARjqv+FMZiLQluSOD+dOjl5RCP4Rz7+n6VDdPi2Yf3mP86pvS4C2kQMe8kgknBFTozbtjDkDr60sK7IUX0FIDl3fsBgU0rJASUyTJ2qCRuPUelEb715GG7ihv9an0P8ASq3QEKkjeDy0bbvqP85qGeQXRRIiMbuc1YniY7mU9sn196VIw6Ag46jjuM1DTegFSAbYZIScYG5T9KWCZd8rr3GfxqS8gDvGq9Txj2FVgFh2SAEqPvc9frWbvFgM8Taa2oaHJHDn7RBiWAjqHXpj68j8as6HqS6tpFveLjc6/OB2YcEfnVtZSVBZDgjIK81zmlumja/eWJb/AEe7YzwJjBU/xgZ/zxW90B0xUN1AP1qmxE9yYd21F7CrmRjOePWqqrGkEkn3t5OPc54qZAWHX5BtH3SCBTYwzOWcHAPy5/wp8ZHlrg9hUbXCrIASNuM5Bpu24Em9d+zI3YzinVny3G29JQbzjjH0qZbzDbZYyppKaAtUUisrjKkEe1LVgVGYQ3pZuFYdaW7kKNEwbAz+dTuI2OHCkjnmqt0pdC+07eDk1nK6TAuOodcH/wDVUfmlBh1O7OMgcH3qOOQtAE3YPc+gp6ukturSHAI5ycc0732ArXiBohKx6nP0Hb+VW4Y0jT5OQecnvVS9CuhZMcbf5nilEh2rGhfcyfLz0NQmlIC9XMv/AMSbxmr9LTVl2n0Ey9Pz/ma6GKYMEBBDMM896zfFGntqOjSrD/x8w/voCOoZeeP5fjWqdwNemNIFYA55/SqWjakNSsIJmXbI8asw98c/rVwgNKwPI2j+tF77ASUVFu8qTazEgjjPNO81M43Ci4D6z7QrJdTB1B5yMirM0xR8g/Ko5A9ecfyqnbbkuI2IADnFZyeqA0GyHDBcgDGBSiRSobcMe9Mkdg3y9F5anmNCSSoyfatPQBkr4dABkg5xTYLkSsykbWB4HrUBcxKZAuYw/IzzUFojXDsd+0DpWXO7qwGjMP3ZOcFeRUO7ykBGA2NrD3Heo5TNBt3nemf5c1IDHcQmaMYIOeR3FVe7ARh5N3GR0YY/pVuql8wVI3PUGrEb788EY9acdG0A8gEYIyKo6xapfafJZttzKMJnsRyD+Yq4zqgG44ycCq8hyTKR8uMKfTHP605MDH0K7fUNCDyjbd2rGKde4ZeP5Y/WtiKcSIjYPyfeH4YzWFIp0jxazBW+x6pH82Bwsq9z6Z/UmtZreRY96cbuSM9M9qiWjugHWkitEVDcs4p17K8F3Y+WT++mMbqMfMBG7d/92qtsRHOys3AII9zmpb6QPf6WMYxdN+P7mWim7rUC1PmWM/KQqgnn1qvFeZt1RAd/QZqea4VoZgucgbR71Fp22W2KOAWB/HFJu8tGAwTRWVpPez/dijLN/P8Awqj4OtpBpsmoXP8Ax86hIZ39lP3R9Mc/jVbxMTdyW+iRvtN3Nvk2gk+UuCfp0/SuiEkUMSpHjCgBVHQCrjZIB68SsPUA/wBKcCCSAeR1qrJO6fPtHzfKpBqJLaVsyGXaSeTnvmlzdEBd6zN/uj+tJO22Fz1JGB9TWfLJLbMcn5uMN19auNIJfJwerAnj2oU73QEnmKEU84PtVXUXOItp4JzU0o2yqy5GOWA9zjp+dVZv3kpVfuqMgenelNu1gL+A8R2YG4cUgfbhXAX0OeKZauDCikjd6VORnrVrVXArvMH+6MgMO/Wi3G13Dfe/zmgkBjGMCQsQD3A60yPeZnQdQME+nbP6VN9QHxbXVwSCrDJ/WoI0C2tyAc4YkH8M1IlsoDPuOQce2BTDahol38s2fpnHFS0+wE1gQbVR3Xg1XcGC5VwxwWII9v8A9RqNAEEmwle4IOMUt1CIFRixLNnOTUt+76ASW6HzZipGCe/YZrMlji1jxTAwYmPTgWZexc4x+X9KtS3CWOnXF7MSEjiLEf3vb8Tx+NVPCsUkGnxz3ADXV2WmfH+0SRn04/nVx0SYGvcM8eIVOd/QY6CrEMKxR7QOT1PrVOEyT3JlCjCngnpV5G3rnp6j0pw1dwIpQYkGCSmQOe1U9RRBuKj5ie3r3/pVuYGZ/LD4Hsaq3AEca7vmYEg+9TPZgQ2e2C8A65HGPpSSfvJjtOAOAfXtSSiQsshTG7JBFS2oPJzkAc+ozWK/lAW3QneoA+YgDParDx5gVU++Dgg0yBtl0d/Qkj2Bq3IBvBIyG+Uj+VbRjoBRuphGgURlSQeSenbFNiQ2zRsOTjkD3p13bb5nwflVQ3WrVkB5RbqScZqVFuWoENy0YCFOCrcjvV0sAu4njGapzJuScLzt+Yfr/wDXpvnGeNIY+vRqtSswH2S+ZI8p9SBT9xE8ir97t+OOaf5SxKGQH5evuO9OXHnsRj5lBzTSsrAEcZR2JbIIGMmuf125eC0miQNvu2WJMdtx/TrXRSrujYD0rm3ll1LxDM0KD7LYxqob/poeT+XT6iiaAv6fDHY29rBk+VFHjcTncRjn8TUciEXA3DaGO7b6AmrH+suBKgBVACVPQHpTrkJJcbs9U459qyaugJLQyGKSQc44APtUb3Immj4Hy8sM1NYtiy3dxmoreBJZHdug7jvVa2SQBd3AfCoxKtjpwKIVWBvMZcqV/X1qdUSPdsAwrA59v85qWRU4ZxnH61XK27sCq/7l/MT/AFcg5HpVyI7okPqBVYKZIn2AkZxg1NbxNCmwtkdqcb3AlproJFwc+oI7U6o0njkYqrZIq3bYBFt0XJOWJ7seaq3iAOhVidp5zzir9QeSJoVBJHOTj171Mo3VkAeWVAcHdt6D2p4IeUEHIC5/OpKhVWWV9hHY4NO1gJqz9Tu0sdKubxzhY8v9cdB+PFSs8+AwP3uABWJ4kB1DUtN0GP8A1bt59z/1zXoD9Tn9KL3At+ErOS20ZZ7jm5vGM8pPXLdB+WK26AABgDAFFUAUUUUAFFFFABTZM+W23rinUUAZFs7xz6n5SnBulOcdB5MY/pWjHNF5QIYADsTzUNlBJFdag8i4Wa4DocjkeVGv81P5VMbWEtnb+GamzvdAQyym4PlRA47mp4o1UsmMgADmpFVUGFAA9qYTskYkHBAxgZ9aVrasBZceW5/2TXM2wOi+L5bYcW+pKZogegkH3h+PX8q6aRlaI5YAEdaxPFdlLc6Ot1AMXliwuIyB6dR+X8hVdQNdik6x5XILdD9Kpaujw20skGFOwgHGcGrGl3UN/p8F7AMLMgbH931H4Go9ZkZdPuScbVj3H1NRJaalQ1kg+zozYVmZWwQtW18tYSoGFHBXvVa2URoC52srleTUs+SweIgsqk/X/PNKOiuSR+RI6ugYAf3s8+uKbBFJMyiUEKgxVuA5iGfvDr9aFyJmUcjqfY0+VaMCM+azCMHbgctTwrRAAZdfTvTuk31X+X/66fVJAVZHNuISV6jafyqWJSwR2fdxnp60lynmIoPrUdjIdhib7yHH4VO0rAWqhtzhdp9ARUjuAjkEEqKTyxsUc5UcEVb3Ar3EgMq7c5wQOOtSBFkiYtkKemPQUssagIdvyr1HtShfNLHcQnQAdCKm2uoCJJttVc8kKAfr0rB8QWj3ENrfoQs9tKJQB12EgMPy5/Cta9cxqUGMMQR/n8DUaxC6n2zcYGAB0NQ272QCR3LXUKqPlUAZ96nhTcyhDhFGQDzz3/nWLaP5d7PayZzE/wAp/vAjg/nWpZSlZAJCRk4FRGWuoFpUjWPDLnDEe55pm4R3DOwwrjBWpHyUYL94vwfSoEZHJHO4KWIP0/8Ar1o+gFVwYsTRjAPOc8j/ADmtBnikWOQkFW4OfpmopRvtSD/DH+vf+VV44HZI9r/K3JB7dhUK8XZAOtZBFfsgOUY4B/lVu4kZUc9EBCnHWoVsghXJy/J/Gp4k8wM0g6k/Ke1VFSSsBGEUtCG5yMsfr0qa4BaIoOr8Co4EHlNH0PUH+VPLnzIw6lTz9OlUtgK1n/x6TZ+9yP0qYIEViDj5+voM9vzqFCIpHDcJICR9O1KtwXtZeMNnmpTSVgGXLKLcJGQWLFjz70JBMw358sqOM8dqJP8AVqAvQALn06danmMkhWIZQH168UrXdwKsMxWX95wUGFJFSo73FzuA28Y+gp8XlyEcBssDkj1HNPjRVdcDDhiD+R/+tQk+4GPYxNpuuy2oJ8qZjLF9CeR+efyreHMxPoMVjeJHMCJdRj95bqZAfYc4/StCzuFubOK8ibMcibgW4yDyKtaNoCd3V8KpBO4Z/Cq8jFwsKH5ckZH6fpTBM7uFUfu1GG96WZT56ID93DEj1qXK4CrCZJJED424HA68VG6vugVeSg3Z9f8APNWFVjuEXDhj8xPv/wDWqOUiKTDDBKgAA56ZpNaAWU2tA2DuyDk+9IznC/NtDLnOMmmWoKWrMe+TTwm8qMkeWBg+9aboBvl4gKEYDN0P1qtcD7NcK8QwoPI/z9atK7SbQR8wbn2FRXQ/dse4fn8qmS00AbcXaFVOMgg5z2NV7BnDPF/C4zz2q+LeCQBwvB54PFNdUZ3jB2kAEYpOLvdsCCdFZY2wSg/1hFXYhwTjGTx9KYQPsoGOqgU+LhSp/hOKuKswGugkdlPQLx9T/wDqp7KPKK44xikH+ub/AHR/WlcExsB1wcVQGL4h083WlAwjE6DfGSMkMOQf51PYXq6vpdvMNyO2NwIxgjg8fWrpJfZ5eQQv5Vh6aV0/X5bBi4il/fQ5xt5yCB+VZgaE9ukU6KT97+I03zGg8qNmwZjiNgeScE4/JT+VT3RV2mJGSuAvtVCZg82lhui3LAke8MuP51FlzWAthdkDbs7yccj/AD6UWreRO6twQOPTk1OsYuZS7N93AI9aydfuJLWCaSPmWdxbxAdcnqfwXJos9GgIvDa/2lreo605LRhvs1uT/dHLEexP9a6GZ02MmAxI5H+NU7OFdM06CxgA3qvOP7x5J/MmpbSBuJGOd/J/pWrfRATRg/dk5DLnB7Y/yKYp/wBH2N948gHvk1LMCcY6kEfpTIkWVQxJ3KeOen+RRbWwFe5AMEo64Py/hx/Wkspi6qjHGSMfh/8Aqp9xHK8jRovy461VhDRg85XHB9Kxd1K4GkZUR5d5wR/LH/66rrb+UpbdlnjOT+VRea8yNGq5dzyR0xV6GLy1AJ3YG0fStF7wEVtCYQiNjdkscenSp5CQuB1JwKVUVPuikk/gP+0KtKysBGsLKpPVgfl+gohbM8hAOD1yOn+cmp6ZGctJ/vf0FFrWAbsY5Qj5C2c+o64p0v3MjqvNPop2Az2CC/6/IeT6E0moEzReYo+RDwfWnqF38jIztJ/ujvRqEqmERqwyTz7Vi/hYGDrONSitdNZiiFleZV6sgPT2zjr6it1WPls8afKAcdseg/WsrS4o9Qd7uMZRhhG77Pb9KvvI8KtCynDYxUptLUC7aARWoJ+pppDSSHqqlsYP0709MGKFffn8P/r0uCY2x94MT+v+Fa20SAVY0jkQIoHykdPpUXkpcTSmQbgrAAfgKlDq8iFT/CT/ACqCOYRvMPvHeTj2odgCaHjYOi4259//AK4qpGsiYkVD8hwfT8avbmcliBjAOR9aLl/Jhk3IWVs4x9KmUU9QK8ZzGzKylnBznqOTVkgttBMisTlScdfpUVmoMKDu2WJHXFEzusqojHdkjnn0oWiuwJ/KIjkLNuZhycYqCzVliLjJw3QelWpW2xMT6VHZriAH1Oau3vIBsWWjlMeCc4H+fxqCzQ290yP1I61ZBAjbbwXY4/xps9uPL3RjDLzUtbPsBZpFRVztUDPoKjt5RLHn+IdRUtaLXUCpq1+mmaZcXknSJCQPU9h+JxVTQLf7JpAkYEyzEyPn+8f8/wA6oeI/+JprOnaIvMZb7Tc/7i9Afqf6VvG3blVkIjJztApO4FRlNnM3BaNwAeKlUpJbF5V++Mb+OKluAFjILnBHQjNZ8KSOoXkID8x7DNYv3XYCe0k2afKw6gnH4ikiilFqpU/IxJbJ6VFIPswki5wWB59O1aGUitVViB8mPrxRFX0fQCqQYZGjzwePqKeXMfyggheQO/8AnvUc5dWgkfOc9PpUs+Bu3DLMfkx/On3AntmRg5T7uQB+Qqaq9knlwbSMHJzVitY7AFUbmNEniwuFJGfzq9TJDtAwoZicAUSV0AQ/c46ZOPpmmq2wMOp3YA+vNLDhV2AEbfWn7V3bsDd60LYCB2RnO8N04X0NPgyRuPcAZ9cf/rp7IrHLKD9adQlqBEq+WN0jDai4B9B61z/hVTqF7qGuyZIuX8q3z2iXjj6kfpU/jC7kh0gWlvzc3zi3jH16n8uPxrW0+0jsLCC0i+5CgUe+O9UlYCxRRRQAUUUUAFFFFABRRRQBXtrnz57uPZt+zyiPOc7sorZ9vvY/CrFUNO/4/dV/6+l/9ExVfoAKKKKAGCJAc7c/XtTyARgjINFFAHM+HCdK1i/0J8iMH7Ra5/uN1H4H+tbOsLEdOnabd5YQh9vXb3rJ8WxPafY9cgUmWxkHmAdWjbgj/Pqa1b+7/wCJNLdWrK26LfG2Mg56UpbF0/jVhhhkkfzZFIBf7lLLbtEMo+1n6gnjHpmrsoJjOOo5H4UpZdoJPB/Wo5EQVoJy+8YHmEjj8OtWE2qSgbLdT61TC+VeB0UhG657VKQ0qHy+CGJ3f0pRbAnl42v/AHTz9Kf1psbiSNXHcUxWEWVIOAeMDjFaX6gKcu+OiqfzNV7qMpIJ0yD0bFWYuVLf3iTSTqGj5GVHJHqKlq6AYNjAbIwwAzzTkLead2RkZA9KeiKi4QAD2pD/AK4f7p/mKdgH0UUVQFG9Ae5jQnA70lwHgmiZTkdB6n60HZdXoJPypwPei9LJGoUqxU4HrWD6sCjqUSW00N0ACVOx/wDaAP8A9c1ptbxXMYMbnHYg5qpexrcWvz52yE49hVHw/cNJbSWNxxNaOY3AYcpzsP5fyoVrsDThZo7honOdqn5vU+tFuqtdNnoeMf5+lEakB5WJXKYHy8Gq7TtBc72UjB6evFTe1rgW73cjYj5Mo2laqpO0R8vhsdPzH+FPe7RnLE/NkFcc1FbbZp3eRTtAJGPX0pSleWjAvySb5oMMVBzk+hxxU4/doxJz3NZalhG0ZHAOc/p/hVy3LtAiYHGOSewNaRldgSHMfl4A3bcc/UU5lEy4IwynoaR/muUXsozSu6xzc/xDH1qwGSKH+WRNzD7u3jNEcQL42AAc49PSpGmUIWBzjt3oJ2HzP4G6+3vRZXAZOrYbABDkDJPTmoLxvLkjJ+YgY+vrU08u5QsZ5JA6daiu3XMbt0BwQamVrMBke6N0DAgFSV75OBxVsQ7SGVjvAxzzUMKll3M2UTheOw6f0qZJCPlkIDHkds04pAMlhZw7NsbcpUqw4xWHowMNzNorSYMB8xEPXYfT1HP61vXAZwUUgfLnp1rnNWlFhJbawI+bdhFMw7xk/wD1z+OKTtewHRWyqBIAON+PyxUJ5uZj7Y/lUgJjy8eWRvmGOQRj1pZZBtOEwWwRjGSe1N7ALgpJI6446g+lNYebIjBQcg/K3anB/Li3NhmJ+bHrTt0cedo+u0dKYCeapXbsJOMFR2ot8BSpILZ5Gfwqamugfr1HQjqKduoDqrSIJZnRidpUce/+SKl2P1EnPuOKDHhAFPzA5BPrQ9QKsMrWxaORSVB4IoEyLMzyDKShT64qeVG8ps43OR9B2rO4EQ3Z4O057f55rKTcdANWTlkT1OT9BUeN1wwBIwM8evFJFJGWyXJI4BJ4p1v8xkfrliAfatNwHKBIvzqCw4NII3xtLkKOmOppuZFmKDbhssM0NI3mIMbSDyOxHT+tF0A+EDZnuTz7e1YPiyKW3s47+z5ms3E23jlQfmHsMfyreKsrFo8c9Qf51A0f2iV0cAhV2k44Oe35ZofYCnFcJeGO4ib9zKquCOuDg8/nUptj9rh27DHFMZCScEfIw4/Fv51jaBHJYNNpb8rFIyxk/wBxuR/Ot2RvLFmiKu2aQK+fQIzfzAqI6tgXGRX+8M1zU8v23xWYEO20sYwJMDrI3T8sfpW1f3q6ZYzTyjckKFhg8nA4H9Kx/D1uw0PzrhT9qnYzuen3uf6/rVSegG4kSRLIQdzgflUtuQYEAIOFA4qK1zwxOSy8n6cU5o2j+ZG6dgOcf1oWmqAkcgSJk46motrCJXjyG9vSoncEZcsYwc/MOp+vamm7lkcGFPlA6UnJAXIwSWYjGegqnOqQTqc5VjyPSl+2SJMqyqFHcAVJ5UcluwHbJyO/p+lDaktALKoqD5VA+gpaRfuj6UtagFNddw64IOQadRQBGWdDgjeT0IGKWNTuZ2ABbtT6KVgCiiq15KQBEn33/lQ3ZXASCYnKlRsBwW9fesbxJc+TGY4iDLOywxqPU9f0zW0qvBGEAV93c8c981iW8Ml/4iV2AEFpGX46F2OB+gasnd2QGhpFounhLNDlYYgoPrgDmrF+wKqpBIB5pisWvGZDjcduf8/SnXpVYjGPZj6k0X91gSIf9H8wHhWLAnuMmpEcbXk/hJyPfioIUaWyKliAARjFVwzqm3h1I+Uen/16fNawFmZhENw4mPPA6VFYR75DK/Jxx7+9QQiSeRVlY/KcEd8VdMaxxsVwrx8hvUe9SvedwJmiywKnAJyw9abeKWtmUDJOAB+NOgmE8QcDHYj0omOI9390g/rWrs0BBp7DyiuMMP1FJIP+JnH7r/jSWmwxksrHnqAaZIFW+iZCMZAx6HpWd/dQE962Iwg6sanRdiKvoMVUmLS3u1f+WYz9T1phecEzNkYbBX0p81m2BfCKGLBQCe+KTeu/bn5vSot7MhmUnaOi+opAyhVVuJN4JB9au4AYWS4DxfdJ+YVOzBFLMcKoySewpawPGN06aWlhb/8AHzqEgt0HsfvH6Y4/GmlYCDwqftk9/rs5AN5IUg3HpGpwP8+1dKzBVLHpVOLT4bWwigjyFgiCL+ApISTCDkkhjkZ7DmpcmnYCSUFnJZSBtzg+3/66W1i2RNuIO7rT5iGAwQeqnHuKgVxLEfQAkZHU/wD1qWiYDb2HzbRJBwy4psm4xx4U5253E5//AFU+Ufu/s6OXLjHPrTIJHSIDAOMrj0zzmodrgFwzSRh2HCHAx/OiIma4Vem1cZqRcvE9sgHBwT2AqLS1/eyN6DApbyQGgiKgwowKdUF08kQV0+6PvCoxeqPmbof4ccituZLQCa4mWGMsTz2FNtd0kYkkOW5x7VWija4f5hhV6k9TU0cohPlkfLuPPoMmpUru72An+7MPRh+op9Mf70ZH97+hp9WgCiiqOtagul6Tc3jYzGhKg926AfnimBj2/wDxOPGcs/3rbSk8tD2Mrfe/LkfgK6asfwrp7afokQm5uJyZpiepZuefoMCtigAooooAKKKKACiiigAooooAhgtkgluJFLEzyCRs9jtVePwUVNVKwkd7zU1Z2YJchVBOdo8qM4HpySfxq7QAUUUUAFFFFAEdxBHc28kEy7o5VKMPUEYrlNJnkh0bUNGuTmfT5AgJ/ijLAqf8+1dfXK+J7YWer2mqDcIJh9nutvXHVT+Y/QUnsXT+Nep1VRrHtYc5UfdHpUlFOxBDKw84KykqUOcduRSx4SDjgDOPpmmXLmJxIvJ2kY9eRUWoX8NppzXUpPl4BIHU56Ae56VF9WA6S5gsIS9zKkUYAOWPf0HqeKw7vxfDlktbN5V6bpG2A/QYJ/PFc5f3s+pXRubo/N0RAfljHoP6nvUFS5W0Rk6nY6JfGFwvWxiI9BKR/StOx8UWF2fLn3Wrnj97jafow4/PFcVSEZGD0oU2JVGelW9xujyykBTjd2qTOJh7rxXH+GdZazmSwuTm2lO2Nif9Wx6D/dPT2+nTslRU+6oFVG7RqndXHVWvZSkWxfvPwKs1Wkhbz/NblQRgAZpyvbQY+OERW+zGTjJ+tRFAksBRQeDn3qd33QuRkEDHNMuDsKNg7V9Pw/wpNKwFaZxLMEGF2DG33rEurc2GuW+oxHEdzGIZhjjePun8uPwrXlHyrP03tk4qHU4Wu7EW6PuZgdmeOf4TWV9wLtux8l0YktkHBPqabewhxK5IwCPr0qn4Zvv7T02GaQEXEQMcwPZwcH88Z/GrlyWkdFBUCUc8dBkYqpK0bMCq1qoaEh8iTg+1aMccdrGVXlj+ZNZ6kiYRSHGCOfSrsMublskYIxnsSKmFkwGz24T5t33kKkfQdf0qGwYyMqsxGMjg1auITNMuHwNp4qqlvsnZUO11Py5PWnJWloBdUBJXZmJwoyT260x5llhR16bx19jUTC5kyoXbu4Y1YS3WOEqoyduKtNvYCR41fBPUUkZxApxn5Qf0pgkLxqgILkc+1ZHiPWjpsS2tqR9qkXOTz5a9N2PX0+h9Kq63BuxPqOsWVhIr3L7pguVhi+Zznuew/HFYN74nkuGYRWaqmcgvJz+QH9awQOSSSSTkknJJ9SaWsm76GLqPodDB4skVGSayBUjG6OTnpjoR/WtmLWrTUYgtpL8/8UbjDKPp/UVwtAyrq6MVdDlWU4Kn2p82lgVR9T0Vd7MrvgMOB7dD/jVSWKK8tbizkBKTAqcdgQeag0TVP7Us3SUhbyIgtgcNngMP88GtKGBUZv8AnoxwR6AUWd1Y23MzwfdSNp0mnXPFzpzmBx6qPun6Y4/CtUqnmOi/ezgYJ4rGv4n03xRHqMGPKuojFcLn+IfdP+fSt2GDy23k5YjBq3q7ARKoWUQtnBOR7jBH+FTyKFgKjgYxTJFLXS44ZUyPzpS5kKADkHLA9qFpcCaiiirAKKKKAIgTLtONqdeepqlfMjCREAzkZwO/NXd3knDcqTxjtTRCjtKSoyTjP4Cs5K6sBX06RSCrcEgDnvUk05igyhG9mOB6VEkalvJkBV88MKnjs0WTe53t71Mea1kA4FmkjkZSoxt59TUkv3R67hj86JU3rgdQQaApLbnxx0APStLdACUkJkEjBGcelMZ0jicoy5AJ5NOnz5TY+h57Vw2u6u2oSNbQHbZIcYBz5hHfP930HelJ2E3YsX+twLdJJagzyKNrMpwuPr3/AAzUf/CS3ZeBjbxEQybwpkJz8pGM4/2qxqWslpqjF1GbF7r41J4o7u38mEuPNKnzBtHtjP6V06TwzWge3dZEZAVZDkemP8+lcBU9jeS2FwJYslSfnjzgOP8AH3plRqdzvLFnYKx+7yAKuuwRSx7VUtbqGazjvEI8lkym0ev9fam+Y1zOo6Qg8+9Wnyq3U1JIR58ZDj5BkAUlviBpExnaQB78/wD16tAAdBioFj80S84becH04FFrW7gJJF5sgEmM4JGO1RWY3AxsSD7dxUysRK5kwGC446YqSOJRtfbhtoFFru4ElFFFaAFFFFABRRRQAjEKpY9AM1UtgZrh5m7DirhGRg9KieMKrMpK4XoKmS1uBW1i9SwsZLmQgCNSRnucYA/MiqejwtFprFifOf5898ntVTxAE1TV9P0gtwpFzcDtsHY/Uj+VadqBJOY8ZUHJyPT/APXUS3ALVvm2twVGQQO9NuLq2tpWmu5QkadS/Un0A7n2FN1K8j0syXLkhdvCgcsewH41xF3cy3t01zctukYnAHRB6Cp20JlLlOjn8XqqmO1s3kUZG+V9nHY4wf1xUA8X3SgD7FCQPSQj+lc/RT5mZc7Os03XrO5u5FkzbSSfcEn3Sc5wG6fnite9lR0Xyz859P6152QCMEZBrY0TVXikisrl90BbEbseVP8Ad+h7Ur6WLjO+jO0tIwkCnu3JpbltsDn2xTosiJc9cVXv3BURL95jWj0iaBDKsdrhfmcAnA7VWaFvLS4DchuauRqFnK/3RgfkKeygyMp6OvNTy3WoEFkRJPNJ6ninzktI0a4O9R+fNV7ZGiknQtgDJ471ZtY9qtyOe4pRu1YBliwktSrdATke1RAK98hUkovAqJJPKSVemeP1q5bRfu0Y5HcClH3rICzXM2n/ABN/GVxdfettMTyY/QyH7x/DkflWvruorpWj3N4cbo0+QHux4H6kVB4X09tO0SGOUHz5f3sxPUu3Jz9OB+FbgaxGRg9Krr5aygqCoHy9Ovvmhpy1yIY8e59KkZP3O1e3Sp32Aa6qh5+VG7jsRSwopgCkcD/OakVgyhh0IzS07AQlFhZXHTkEn0qtJmGYTlfkb+GrN1/quemRmllUSMI2+7gn61DXYCK0AUkgACTJH4GsyfWbPSsrIxeYHmGLliP5D8TVHXdVm09BYwHbOw3F+D5anj8zzXMAYz1JJySTkk+pqb7ESnY6SbxfK7jy7BAoORvlyT9QBx+dJH4rXJ8/TV2kctFJk/kQP51ztFHMzPnZ6Bpmq2motm3ly+wbkYYZSPUfj1q7KqhCAoyx4+vrXmaO8UqSxO0cqHKupwRXcaBq39rQ/vQFuIBiRR0JPRh7HmqTvoaRlc01iIdeRtHOPQ1LRRVpWLCuZ1//AImviDTtFXmKM/arkf7I+6D9T/MV0kkixRtJIwVEBZiewFc74RR7w3utzqQ99KfLB6rGvAH+fSmB0lFFFABRRRQAUUUUAFFFFABRRRQBQ07/AI/dV/6+l/8ARMVR6/qw0ewWYIrySSLFGGOFBPdj2Aq7BcpPLcRqGBgkEbZ7narcfgwqh4i0k6xp4hjZVljcSJvGVJHY47GgDmrPxtex3C/b7eGSFs8QBg+ME7l3cY47nNXP+FiaR/z733/fCf8AxVUtP8H6i1/C99KvkxNznklcH5V5PBz3ru6AOR/4WJpH/Pvff98J/wDFUf8ACxNI/wCfe+/74T/4quuooA5H/hYmkf8APvff98J/8VVPV/F1nrWmy2dpbzqXxvaZQNoz2wTznFd1WN4hgW6siXHEbBo29GBxk+o5PFTJ2RpS+ON+5yWleI9Q04QG4kknRCFmifk7cE5BJ6gD6HNbI8f6XMRFHb3odztB2L1/76qTTPCRsb5Jrq7+0IJA4XYFywyQc/0rpMNKSGIChug70eRmcxH4x0+/EcUUdzvL7QWVeOO/zd8Vna9qSXssNrFGyJAN77gPmY8Dv6Z/OuwvZMv5W0/d/PP/AOquI1lWXVHDDHyLj6c1lJ+8RPYpUUUUjAKKKKAEZQylT0NdBb+PbK2toor6G6e4VcOyIuCRxnlh6VgV2vg/P9iD0818fnVw3NKe5m/8LE0j/n3vv++E/wDiqP8AhYmkf8+99/3wn/xVddSMQoJJwBWpsck/j7SlU7re9xKNwwi9On972ol8aafIFBW6IJONqrg4GSRzXTiXEjgKdzYKg9+1PMZ8sqD8xOSfeotcDlE8ZaVfyCCC2uw7cjcq44/4FUzeJbS4k2JDcK9vwSVXnHPHPtW5dgqMEsQBkk+uaEjV/L3diD7YwD/n61EtXYDiv7SuIi95Afs6NIzyqoxu+Yjpnn61eHim0toY/tyuJ2TKtGoKkZx6+nP41ZuPCTySGWK82xYzHG0YYx9+p+9z61r21lHpenRRQhmjiQKH3ckdifehx7gZrazayqk/luEwF7ZJ/P3qC58VWWmxpFcxXDA5KmNVP8yK2rYMQzFfmbCjPpVmO2+zbpFck9SO2KmKd7gcxH8QdJXk297wMABF4/8AHqmfxdp135flwXMcj8qXVRuH4Ma6uo8AOysMq/Iz+tbSWlgOYm8faZbytDLb3m9Dg4RMH6fNTP8AhYmkf8+99/3wn/xVdXB/qlx0p9NbAcj/AMLE0j/n2vv++E/+KrBu7w6heTXhziZtyg9l6KPyx+tekygmJwOu04ry6HBhTHTaKmexnU2H0UUVkYhRRRQBLZ339mXsV6Q7JGcSKmMsh6j+R/CutHiuzlt/MiinG5dwLKuB+tcYc8beuRj616NZr+9kD4LKeDj86pN7I2p7HGajrlvqEEdvbb8STfM7rnhfm4we5GPoaisfFN9pc4a/mae33BWixubaQSGDFuvA4Pr2NdZrmkDVMASGKWMbo5FUNtyCCCp4IIPt2rP0vw0LO5jnuL1bjY4dEMYX5gCMkjnv09aqKUTQjTx1pbiS6EN3sjAVl2Lu5PX73Sm/8LE0j/n3vv8AvhP/AIquoRSZtxbdtGM471NVoDkf+FiaR/z733/fCf8AxVH/AAsTSP8An3vv++E/+KrrqKYHI/8ACxNI/wCfe+/74T/4qj/hYmkf8+99/wB8J/8AFV11FAHIN8QtHYYNtff98J/8VSj4haQBhba9Hp8if/FV11FAHHt4z0+a72lLhJYzjBUYOPTmnf8ACxNI/wCfe+/74T/4quoZWCtGFyGPB9PWpqmKsByP/CxNI/5977/vhP8A4qj/AIWJpH/Pvff98J/8VXXUVQHF6h40tb6yMNlFcpLMCql1UY7E8E9s49xWCAAABwBXW+Nk/wBCtW5x9oGR77Hwf5/pXJ1lPcxqbhRRRUGYUUUUAXdP8QQ6RE0F6JmgL74xGASCfvdSPY/ia1l8a6XCyRGK5BIVwdqgYIyB97rVbweD/bzEZ2/Znz/30mP6118PKs0TfxHg9Dz+lWl1OiGxzz+PdMQqPst6277u1UbP5NUZ8c6bbAPJBebZvmVdi5H1+aunYFmDNFnHGM80+JNi9snk4q9Wyjkj8QdGY5Nrek/7if8AxVO/4WJpH/Pvff8AfCf/ABVddRVAcj/wsTSP+fe+/wC+E/8AiqP+FiaR/wA+99/3wn/xVddRQByP/CxNI/5977/vhP8A4qj/AIWJpH/Pvff98J/8VXXUUAcj/wALE0j/AJ977/vhP/iqP+FiaR/z733/AHwn/wAVXXUUAcj/AMLE0j/n3vv++E/+KqpqPjYX0cSaYssCNJtleVFz0JAAB745NdzWPr2kRat5SmQRyx52OVD4z1BU+1JgcdpmrSadrVxPqCecWQ+cwOWQLjbgknOc4IresPFdjOZLqKO42DIcMq7s9c4zV3SPDyWV99oll3yJkqqjAyRgknqfp2/ltTxCWPHcdDUNNq4HB69rEesXURgWRYYkzhwASx78e386zqt6wHGsXQk/vLj6bR/XNVKhu5zz3CiiikSFNZdykZIz3HanUUAdDD4/0+KKOK5t7tp1ULIURSC3fHzetSXXi7T7SZJ54bkiTlVVVJGPX5qseGp86FHAn3jJIOPTef61urbiOMbR845z6mtL8z06HSjnI/G2myqblYboRqdrFlUYOP8Aeqsnj/SllDGC+Py4PyL1/wC+q67KmVHH8SkCpGG5SPUYqkhnKjxZZbpbxYpyqgboyo3dAfWph4v08zDy4LouU3lQg+Ze2OetbUy74UCL+8XsO3rUQKyrGAMuvLj1xzWd2gMT+3rS9nne38wKhG7gdcc96ZH4+011WG3trrzSNqb1ULn3w3SuiuoxJNCSMg96lkiS7tZIJxlXUo4BxTgrSYHnuo3F/eBLi4uDPahhKq7SwLDkDaDgj8K6b/hJ4njImgnhdVy4+XaT3IOc4+uKrW3hKdXXGpEWwAUJ5SkhcYx9ff8ASuiW3jt1aOJcAICvc8f5FHvWA5i08YaZ9oxHHcsynBO1cNngAfN61YuPHul28pjktr3I7hEwf/Hq6dkWQAnkdaiCkO7Rg4B/A+oqkuXYDmT4/wBKhxG1vekgA8Ivfn+9Sf8ACxNI/wCfe+/74T/4qusjUqgB696dVLYDkH+IWjupVra+IP8AsJ/8VUa+PNFBy1vfufVkQ/8As1dnVe/DHT7kJ97ymx9cGiyA84muDeXEt0wIMzF8HqB2H4DAptNTGxcdMU6sDmeoUUUUCCrGnaoNHvUvXDmJQVlVBksp9Pxwar0+AE3MAX73mpj67hTW447nQf8ACxNI/wCfe+/74T/4qj/hYmkf8+99/wB8J/8AFV11FbnSeWa14j1HUomxcMkFxkeSi42JkjBIPzZA5z61taX42sdMsY7C7gnZ7bMQaFF2sq8A4LZBwOat3/gkzXJe1vvKj3EpG8KtsyxYjOORk8A/nXRaVp0emWYt43aQlmd3YAF2JyTxxQBzv/CxNI/5977/AL4T/wCKo/4WJpH/AD733/fCf/FV11FAHI/8LE0j/n3vv++E/wDiqjuPH9tNEU063dZzn5robUUAE5+Uknp04rsqwvFOhSaxFA9u6LPAWwJAdrAjB6dx1FAGboPiy6utRjtNQhiXzR8rR5BU8YznscjGK6+uM0HwrewapHeahIu2PnB5ZyCNueSMDA/lXZ0AFFFFABRRRQBQ07/j91X/AK+l/wDRMVX6r21t5E93Jv3faJRJjGNuEVce/wB3P41YoAKKKKACiiigAqjfeUdMYTMVRmVSVGTksAP1q9VDUXeCyY+XG48xPv8AI5cdvXn86mRcPiRck+9H/vf0NNlzHmRfxHrQ7CRlVCchuo7VLRuQRod8hYdMAfjXI+LrFoLmG7Ufu3HlsfTuv8z+ldl0qje2SahaSwz/ADAkjB7fT36GlJaCaurHnlFWtR0240uVVuBmN/8AVyjo3t7H2qrWVrHO1YKKKRmCjLEAepoEBOBwCT2A6mvRdGszYaVb2zffVcvj+8eT+pNYHhrQZDMl/fRlFTmGJhzn+8R29h+NdZWsVY3hGwVEzeblUwR3JqWmRcKV7qSKpliMCqIScspAz69qkpknJRfVs/lzT6EBG2PN+bGCvf2//XUDoPK4GA3GPRassivjcM4pJELY2kAj1pNXAZHIAWQZfb0I54qJ3DQtDg7ycBSPerKRqg+UfU+tOos2gIpSIxGAON2ABSu2+AkcZ4/pTyAeozimPGdwKngsCwoaAkpGVWGGGRS0VQB06UUUUAFebalZnT9RntSMKjEpx1Q8r/h+Br0msfxDov8AakCyQ7Vu4h8hPAYd1P8Anj86mSuiZK6OGopZEeKVopUaOVDhkYYIpKxOcKKKWKOSeZYYEMkrchV9PX2HvQBb0e2a71WBAPljPmv9FOf1OBXd5Ed8cnAYf5/lVDQdIj0+AglZJ5F/fOvTPZR7Dn86szxyfa1cHcF4+b6ZqnojoirInD4uZGDbhgce3tVjCkHgHPX3qvFGUgLtyxXj8asKMKB6CtIlAAAMAYFLRRVAFFFFABRRRQAUUUUAFFFFABRRRQBmeIrNr3Rp44l3SoBIgHUlecfiMj8a4BSGUEHINepVxniPQpLad72zjL27/NIijJjPcgf3T+n06RNXM5xvqjBopAQwBBBB7ilrIxCiir2kaRPq82E3R2yn95N/RfU/y/SmlcaVzV8HJ5a3V2wyGwi+wBOT+Zx+FdJBlFB6fNg++f8ADNV4bKG3ZIY02KAFC9gB/wDWq8ygNGoHAOf0qo3OhKysSUUUVqMKKKKACiiigAooooAKKKKAGSlgmVODkDP40qIFHqe5oddyFfUUkbhhzww6j0NLqAD/AFzeyj+tPpiffk+v9BT6EBxvi+zaG8iuwp8uQeWx7AjJH5gn8qwK9KvrSG+tJLa4GY3GDjqPQj3FedXlnPYS+XcLwThJQPlf/A+1ZyVjKcepFRRRUGQUhzwFUsxOFUdST0FBIAyTXTeG9FaNxqF6hVk/1MLDkH+8R6+g7fyaVyoxuzS0mzbTEtoZcFgmGI6Z7n862qryWwaLA+/1z70trNvXY33161cfddjoJgqgkhQCe+KWiitAIISB5zHsx/Kq8itbyLMo65LAdOasvCxZikhUN1GKUxYTAc4x/FyKzcWwI7bZNGWPzAHaAewqS3zh8nPzEA/TiqlmrLJIEIznPsRVuIeXlCenOfWiDvYB0fDSY6bv6CiRcjcCAV55oi/1YJ6tz+dEvKgepA/Wr6AMjk2xt6KMj/CpI12oAevf60zyyZizfd4wPWpaSAKKKKoAoIyMHpRRQB5neWjWF7PaMCPJbC57r1U/lj8c1FXbeI9EOpRLPb4F3EMDPAkX+6T/AC/+vXEsrJI0ciskiHDIwwVNYyVmYTjZhRRRUkBWj4esze6zACuY4T5zn0x93/x7H5GqNvBNd3CwW0Zklboo7D1J7D3rvdE0lNJtDGCHmkO6WT1PoPYf561cVrc0hG7uaNFFFamwUUUUAFFFFABRRRQAUUUUAFFFFABRXKfZ/wDp6vv/AAMl/wDiqPs//T1ff+Bkv/xVAHQWU8kt1qCO2VhuAiDHQeVG2PzY/nVuuSWzRGdlnvFLncxF3KNxwBk/NzwAPwp32f8A6er7/wADJf8A4qgDq6K5T7P/ANPV9/4GS/8AxVH2f/p6vv8AwMl/+KoA6uiuU+z/APT1ff8AgZL/APFUfZ/+nq+/8DJf/iqAOrqhrn/INb/rrF/6MWsP7P8A9PV9/wCBkv8A8VUN1br5Pz3V2F3L965lcfeGOC3/AOqlLZmlLScfU7AAAYAAHoKWuU+z/wDT1ff+Bkv/AMVR9n/6er7/AMDJf/iqZmdXUbqwYsmMkYOf51zH2f8A6er7/wADJf8A4qj7P/09X3/gZL/8VQB07wRSwGCaNZIyu0q4yCPcVh3PhGxkYtbyTW/+yrbl/Xn9aqfZ/wDp6vv/AAMl/wDiqPs//T1ff+Bkv/xVKwmrj08Gru+e/cr6LGAf5mtPT/D2n2DrIsZmmXpLMdxHuB0B+grJ+z/9PV9/4GS//FUfZ/8Ap6vv/AyX/wCKoSSBJI6uiuU+z/8AT1ff+Bkv/wAVR9n/AOnq+/8AAyX/AOKpjOrpjK2/chGTwQe9cv8AZ/8Ap6vv/AyX/wCKo+z/APT1ff8AgZL/APFUAdMG8x14wV5b2PTFS1yn2f8A6er7/wADJf8A4qj7P/09X3/gZL/8VSQHV0Vyn2f/AKer7/wMl/8AiqPs/wD09X3/AIGS/wDxVMDq6K5T7P8A9PV9/wCBkv8A8VR9n/6er7/wMl/+KoA6uiuU+z/9PV9/4GS//FUfZ/8Ap6vv/AyX/wCKoA6uiuU+z/8AT1ff+Bkv/wAVR9n/AOnq+/8AAyX/AOKoA6uiuU+z/wDT1ff+Bkv/AMVR9n/6er7/AMDJf/iqAOrorlPs/wD09X3/AIGS/wDxVH2f/p6vv/AyX/4qgDoL/TLPUUAu4Fcj7rdGX6Ec1iS+DYSf3N7Mo9JFDfyxUX2f/p6vv/AyX/4qj7P/ANPV9/4GS/8AxVJpMTSe44eD40BaW8lcAZ+QBc+3f+dbNpp1vp48q0iSOOUjJ6scepPJ/GsT7P8A9PN7/wCBkv8A8VStDuxme6G0YG25kX+TUuUEktjqqZJEsn3s59RXL/Z/+nq+/wDAyX/4qj7P/wBPV9/4GS//ABVVa4zpPMLBoz97OB7/AIVPXKfZ/wDp5vf/AAMl/wDiqPs//T1ff+Bkv/xVJIDq6K5T7P8A9PV9/wCBkv8A8VR9n/6er7/wMl/+KpgdXRXKfZ/+nq+/8DJf/iqPs/8A09X3/gZL/wDFUAdXRXKfZ/8Ap6vv/AyX/wCKo+z/APT1ff8AgZL/APFUAdXRXKfZ/wDp6vv/AAMl/wDiqPs//T1ff+Bkv/xVAHV0Vyn2f/p6vv8AwMl/+Ko+z/8AT1ff+Bkv/wAVQB1dFcp9n/6er7/wMl/+Ko+z/wDT1ff+Bkv/AMVQB1dFcp9n/wCnq+/8DJf/AIqj7P8A9PV9/wCBkv8A8VQBqX/hvTr12k8toJW5Lwnbn6jofyrMl8HhTlL5yuehiBOPzpPs/wD09X3/AIGS/wDxVV7mN457RVu74CSUq3+mS8jYx/veoFJpMTimaVn4UsUk3zma4A6CQ7Vz9BjI+ua340SNFSNVRFGAqjAArlvs/wD09X3/AIGS/wDxVH2f/p6vv/AyX/4qhKwJWOqddykcc+tRxo427z93PfOa5n7P/wBPV9/4GS//ABVH2f8A6er7/wADJf8A4qiwzq6K5T7P/wBPV9/4GS//ABVH2f8A6er7/wADJf8A4qmB1dFcp9n/AOnq+/8AAyX/AOKo+z/9PV9/4GS//FUAdXRXKfZ/+nq+/wDAyX/4qj7P/wBPV9/4GS//ABVAHV0Vyn2f/p6vv/AyX/4qj7P/ANPV9/4GS/8AxVAHV0Vyn2f/AKer7/wMl/8AiqPs/wD09X3/AIGS/wDxVAHV010DcjhhyDXLfZ/+nq+/8DJf/iqPs/8A09X3/gZL/wDFUAdSi7RjOSeSfWnVyn2f/p6vv/AyX/4qj7P/ANPV9/4GS/8AxVAHV1HLbwzQtFLEjxt1RlBB/CuY+z/9PV9/4GS//FUfZ/8Ap6vv/AyX/wCKoAtXPhCykYtbzTW/+yCGX9ef1qBPBqbv3l+5X/ZjAP6k0z7P/wBPV9/4GS//ABVH2f8A6er7/wADJf8A4qlZC5UbGn6Bp+nuJI4jJMOksp3MPp2H4AVpbV3bto3euK5X7P8A9PV9/wCBkv8A8VR9n/6er7/wMl/+KpjOrqvNA3mCWHhu4rnPs/8A09X3/gZL/wDFUfZ/+nq+/wDAyX/4qk1cDq6K5T7P/wBPV9/4GS//ABVH2f8A6er7/wADJf8A4qmB1dMl5KKehbn8q5f7P/09X3/gZL/8VR5GP+Xm8P1u5T/7NSewHTRw7JncnO7oKWdcxEjqoyK5j7P/ANPV9/4GS/8AxVKYiwANzecf9PUn6/NzUuyVgOkZ5FVVCDJOAQc0kTvJJhx9zn8a5vyOv+kXnP8A09y8fT5uKDb5OftN4D7Xco/9mp2dwOrorlPs/wD09X3/AIGS/wDxVH2f/p6vv/AyX/4qqA6uiuU+z/8AT1ff+Bkv/wAVR9n/AOnq+/8AAyX/AOKoA6uiuU+z/wDT1ff+Bkv/AMVR9n/6er7/AMDJf/iqAOrqnqGlWWpKBdQBmHRwdrD6Ec/hWB9n/wCnq+/8DJf/AIqj7P8A9PV9/wCBkv8A8VQBLJ4Nhz+5vplH/TRA38sU6HwdbKwNxdzSAfwoAgP8z+tQfZ/+nq+/8DJf/iqPs/8A09X3/gZL/wDFUuVE8qOjsrC1sIvLtIViU8nHVj6k9T+NWK5T7P8A9PV9/wCBkv8A8VR9n/6er7/wMl/+KplHV0Vyn2f/AKer7/wMl/8AiqPs/wD09X3/AIGS/wDxVAHV0Vyn2f8A6er7/wADJf8A4qj7P/09X3/gZL/8VQB1dFcp9n/6er7/AMDJf/iqPs//AE9X3/gZL/8AFUAdXRXKfZ/+nq+/8DJf/iqPs/8A09X3/gZL/wDFUAdXRXKfZ/8Ap6vv/AyX/wCKo+z/APT1ff8AgZL/APFUAdXRXKfZ/wDp6vv/AAMl/wDiqKAJqKi/sfxR/f0f85f8KP7H8Uf39H/OX/CgCWiov7H8Uf39H/OX/Cj+x/FH9/R/zl/woAloqL+x/FH9/R/zl/wo/sfxR/f0f85f8KAJaKi/sfxR/f0f85f8KP7H8Uf39H/OX/CgCWoLxwlvuKhvmUYP+8Kd/Y/ij+/o/wCcv+FVr7TfEEMCtdNphQyIB5ZkzuLDHUdM9aUtjSkrzS8y9RUX9j+KP7+j/nL/AIUf2P4o/v6P+cv+FMzJaKi/sfxR/f0f85f8KP7H8Uf39H/OX/CgCWiov7H8Uf39H/OX/Cj+x/FH9/R/zl/woAloqL+x/FH9/R/zl/wo/sfxR/f0f85f8KAJaKi/sfxR/f0f85f8KP7H8Uf39H/OX/CgCWiov7H8Uf39H/OX/Cj+x/FH9/R/zl/woAloqL+x/FH9/R/zl/wo/sfxR/f0f85f8KAJaKi/sfxR/f0f85f8KP7H8Uf39H/OX/CgCWiov7H8Uf39H/OX/Cj+x/FH9/R/zl/woAloqL+x/FH9/R/zl/wo/sfxR/f0f85f8KAJaKi/sfxR/f0f85f8KP7H8Uf39H/OX/CgCWiov7H8Uf39H/OX/Cj+x/FH9/R/zl/woAloqL+x/FH9/R/zl/wo/sfxR/f0f85f8KAJaKi/sfxR/f0f85f8KP7H8Uf39H/OX/CgCWiov7H8Uf39H/OX/Cj+x/FH9/R/zl/woAloqL+x/FH9/R/zl/wo/sfxR/f0f85f8KAJaKi/sfxR/f0f85f8KP7H8Uf39H/OX/CgCWiov7H8Uf39H/OX/Cj+x/FH9/R/zl/woAloqL+x/FH9/R/zl/wo/sfxR/f0f85f8KAJaKi/sfxR/f0f85f8KP7H8Uf39H/OX/CgCWiov7H8Uf39H/OX/Cj+x/FH9/R/zl/woAloqL+x/FH9/R/zl/wo/sfxR/f0f85f8KAJaKi/sfxR/f0f85f8KP7H8Uf39H/OX/CgCWiov7H8Uf39H/OX/Cj+x/FH9/R/zl/woAlqtdqzXFkVUkLMSxA6Dy3HP4kVJ/Y/ij+/o/5y/wCFQz2HiWCW3jdtJJuJDGuDJwQrNz+CmgC3RUX9j+KP7+j/AJy/4Uf2P4o/v6P+cv8AhQBLRUX9j+KP7+j/AJy/4Uf2P4o/v6P+cv8AhQBLRUX9j+KP7+j/AJy/4Uf2P4o/v6P+cv8AhQBLRUX9j+KP7+j/AJy/4Uf2P4o/v6P+cv8AhQBLRUX9j+KP7+j/AJy/4Uf2P4o/v6P+cv8AhQBLRUX9j+KP7+j/AJy/4Uf2P4o/v6P+cv8AhQBLRUX9j+KP7+j/AJy/4Uf2P4o/v6P+cv8AhQBLRUX9j+KP7+j/AJy/4Uf2P4o/v6P+cv8AhQBLRUX9j+KP7+j/AJy/4Uf2P4o/v6P+cv8AhQBLRUX9j+KP7+j/AJy/4Uf2P4o/v6P+cv8AhQBLRUX9j+KP7+j/AJy/4Uf2P4o/v6P+cv8AhQBLRUX9j+KP7+j/AJy/4Uf2P4o/v6P+cv8AhQBLRUX9j+KP7+j/AJy/4Uf2P4o/v6P+cv8AhQBLRUX9j+KP7+j/AJy/4Uf2P4o/v6P+cv8AhQBLRUX9j+KP7+j/AJy/4Uf2P4o/v6P+cv8AhQBLRUX9j+KP7+j/AJy/4Uf2P4o/v6P+cv8AhSsgJaKi/sfxR/f0f85f8KP7H8Uf39H/ADl/wpgS0VF/Y/ij+/o/5y/4Uf2P4o/v6P8AnL/hQBLRUX9j+KP7+j/nL/hR/Y/ij+/o/wCcv+FAEtFRf2P4o/v6P+cv+FH9j+KP7+j/AJy/4UAS0VF/Y/ij+/o/5y/4Uf2P4o/v6P8AnL/hQBLRUX9j+KP7+j/nL/hR/Y/ij+/o/wCcv+FAEtFRf2P4o/v6P+cv+FH9j+KP7+j/AJy/4UAS0VF/Y/ij+/o/5y/4Uf2P4o/v6P8AnL/hQBLRUX9j+KP7+j/nL/hR/Y/ij+/o/wCcv+FAEtFRf2P4o/v6P+cv+FH9j+KP7+j/AJy/4UAS0VF/Y/ij+/o/5y/4Uf2P4o/v6P8AnL/hQBLRUX9j+KP7+j/nL/hR/Y/ij+/o/wCcv+FAEtFRf2P4o/v6P+cv+FFAHYUUUUAFFFFABRRRQAUUUUAFUNYRHs0EkojHnxEEgnJ3jAq/VDWJEjtEZ4llHnxDBJHO8c/hSlsaUvjVi/RRRTMwooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACs/Uv+P7Sf+vtv/REtaFV7m1+0T2km/b9nlMmMZ3ZRkx7fez+FAFiiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAzdP1V72by2sZ4flzuccVJqOoGx2bbWaffn/AFa5x9avUUrOxq5w578una5kWutm4ukgNhcxlzjcy9PrV3ULz7Dbed5Mk3IG1BmrVZraFp7MWMcuScn/AEiT/wCKpalc1JyTcbLtuVV8R7mA/s+55OOBmte4mEFu8xR3CLnaoyTVH+wdO/55y/8AgRJ/8VR/YOnf885f/AiT/wCKpLmLnLDtrlTX9epX/wCEjj/58bv/AL4rWhlE1uk2x1DLu2sMEfhVH+wdO/55y/8AgRJ/8VR/YVkPuG5Qei3Mn+NNc3UKjw8vhTX9epVbxNArEfZLng4+6P8AGnX94t9o8U6RugNzEMOMH74qx/Ydr/z1u/8AwJf/ABqrqOiWogjH2idC00YBkndgfmHA56+lS+axopYdyXKmnf1JrjxBbW1w8L290WQ4JCDB/WrWnalFqIcxRzJsxnzFxn6VD/Ydr/z1u/8AwJf/ABqW30q3t5llSS5LL0DTuw/ImqXNczk8O4Winch1DXLbTrjyZo5i2M5VRj9SKXTtcttRnMMMcysF3ZdRj9Ca06KdmZ89Lkty697/AKWKGp6rBpgj89JW35xsXPT6moLXxBZXdykESzb3OBlOP51rUjDcpGSMjGRRqEZUuWzjr3v+livf30On2/nT7tucfKM81nL4n09nC4mGTj7n/wBep/7GUfdv9QH/AG8k/wA6T+xFzn7ff59fO/8ArVL5jWH1dL3rtl+5uEtbd55M7EGTgZNZP/CU6f8A3Zv++B/jVj+x89dR1D/v/wD/AFqb/Ycf/P8AX3/f3/61D5ugqf1dL37v8DRimSa3WdCSjLuBx2rLPibTc/fk/wC+Kl/sf/qI6h/3/wD/AK1N/sT/AKiV9/32n/xNNuQQVBN82v8AXoXbK8hvrcTQElCSORiqU/iCwt53hd33IcHCHrThpDgYGqagB7On/wATTG0JXYs2oXrE9yyH/wBlpXkEVQ5m5PT+vItWGpW2oq5t2Y7DyCuKZeazZWU/kzylXAyQFJpbLTfsUhZbu5lUjGyQrt+vCjmrbxRyHLxox9SoNVrYh+yU9m4/15FOy1eyvpjFbylnAzgqRxT77U7XTyguZCpfOAFJqykUcZykaqT/AHRiklhimAEsaOB0DKDijWxN6XPezt66/kUbfXdPuZ0hjmO9zhQVIyatXl7BYxCW5k2ITgcE5NI9lDsbyUSCQjAkjRdy/TiqcmkTyrtk1S5dfRkjI/8AQaWpdqLkmrpfj+Q5fEGlswAuhknHKMP6Vfnmjt4WmmcJGoyWNZQ0OVGBjvyMHIzbREj8dtY9/qGrfa57PTnudREHFwwjiVVz25Xk+1LmfVFThRuuSWnn/wAMbv8AwkOl/wDP1/5Db/CtBJo5IRMrgxldwbtiub0qwj1WxS7guwA2QyvZQhkYdQfl61Pqyatpth5trdXN4wIUQxQRg4/75NF5LdBOFBpezl99/wDIvf8ACQaXnH2of98N/hV22uYbuIS28gkQnGRXnVxqWpWsRmuNHniQHlpLaIDP/fut7UbrUtH0m0mhmLSXDKiWsduikMwzjp/ShOXVBUhQt7ktfP8A4Y3pdZ06KRo3ulDKcEYJwantL62vQxtplk29cdq4uwl1jUdRSK60uS3WUnfPLZoQOOpytdZpmnSWBcNOkit/CsKx8+vHWmubqhTjQUPdev8AXkSXOqWVpL5U9wqOBkrgnH5UtrqVneSGO3nV3AzjkHH40+extLh989vHI+MbmUE0QWVrbMWgt442IwSq4NPW5H7nk63+Vgub22tNouJkjLdAx61HDqljPKscV1GztwAD1qW4tLe62/aIUk29Ny5xVeTS4VXdZRwW84PyyeUGx+HFDuEfYuPvXv8AgWbi5gtY99xKsak4BY96rrrGnMwAu4sk461VuNM1C6j8ufUIJEznDWg/+KquvhyVWBFza5Bz/wAef/2VS3LojWEMPy+/LXy/4Y3ZJEijaSRwiKMlmOAKq/2tp/8Az+Q/99iq0tnqs0TRS3Vm6MMFTbnB/wDHqqf8I/P62H/gO3/xVDb6IVOnRt78vu/4Y31dWQOrAqRkEHgiqv8Aaunj/l8g/wC+xVZbTVVjEa3VmEA2hfsxxj0+9WDrFi2lxRkpbTzzPsihjgbc7f8AffAocn2CnTo688vuOvhljnjEkLq6HoynIqFtRskkMb3cKupwQXAxXNaLf6ulz/Zk1vbWFxtMiRSREq47kMG5NXpNDupZGkeLTCzHJIjkH/s1Nt22FCFFyfNLQ3IbiG4UtBLHKAcEowbH5U2W8tYH2TXMMbYztdwD+tchYazqmmmaMeF52y33oUdQcfXdmtDSLm08Sfa7i70o27wt5bFpCdxA56Y5FF3a5DVJTs27HQQ3VvcMVguIpSBkhHDY/KlmuYLfHnzRxbum9gufzritP1xoT9p03wpdujghZVkZgwz24PpXU/Y7fV7W3nvrMpIUB8tmIZM9jjFPWwn7Lntd8vyuWYr20mcJFcwyOeirICalkkSJd0jqi+rHArLfRYbZkm023gWdWzmZnIA/PrTLuz1O9iEdzHp0iA5AzIMH8KV2XyUnJcstPPc0xeWrEBbmEk8ABxzUrMqKWZgqjkknAFc4vh+dWBFrp2Qc8vKf61duYNXuYHhmTTnjbquZBn8aXM+xUqVK65ZafI0Pttp/z9Q/9/BUV7PJFdackbYSa4KPwDuXypG/moP4Vh/8I9cf8+lj/wCBEv8AhU15HqaSaZC0FiFWcrGqyORnyZBg8dNufxxQpPqgqUqatyS++3+ZvfaYP+e0f/fQqRWDKGUgg9CDXMf8I9cf8+dj/wCBEv8AhV+0t9Ws4BDBb6eqDnHnSH/2WhSfVBOjTS9yV352/wAzVaeFWKtKgI6gsKcjpIMoysPUHNczNoV1LM8kllbMzksSly4HP1WtGyjh0PS7i4uo1gVcu+2QvwOnUDmjm7hUpU4xvGV38v8AM1TIittZ1BxnBNCsrfdYH6GuMmvYry9iutV0a6tLW5KpHcGYEc9Ny/w5rprDSLTT5Wlt1cMw25LZ4qtTK1Ll0k7+n63LrMq/eYD6mgOrHAYE+xrkNfvbi4vnibw5f3Cwkqk0TkBh6/dNVtBmafU5FttFnjuLYBmE11t256A/L19qV30KjCk46y19P1udySFGSQB70isrfdYH6GuK1HX7rUxLbjw7dXEcMpQvBMSNw4P8FS6fpk88UdyNGmiOc7Jbvawwe42Zou90VClTkrSlZ/L87nZUVj3T6nd27wS6XHscYO28wf8A0Gsk6DLjnTJP+AXin+a0nLsh06EWvflb7n+p11FZCzaituIBpLbAuz/j7XOMY61jf2DL/wBA65/8C4//AImhy8gp0Iu/NK33P9TsKKxbJtQsrVLeLSnZF6F7pSf5VnzaVdTTPK1hdAuxYgXiY/lRzeQRoRcmnJJfL/M6qis/RrL7Fa8iZHc5ZJZA+0+xHFRX+hxX1yZ3uJ0JAG1W4H0qruxmoU+dxctO9jVorO03SI9Old0nmkLDGHbijVNPjuwJZbmaBYlJOxsDHqaL6XFyQ57KWne36GjRXBW2pyWTrqiWGoy6YhOJ2mX5h0zsxnH41vX09xqVqipYX0akh1eN05H/AH1zSvoUqUHK0ZadzforhLsajY3ERi03Vpx947XHGD/s7qsz+KL27lj0+bQr22e5O1SJMNgdSAQKE7hUpQhJJSudlRXn17PeWl4LS3tdUml8vzGRZBkDOM4XNb2m65ezwtFcaHqUGxQofhmb35xz+dCd1cdSlGLtGVzo6K5FrW5P3RrQ+qqf/Z61LK+ltbVIWsNTmK/xuiZP/j1JSKqYdRV4yubVFclNBdSzPIBrKhiTjYvH/j9b+k2klrbYkuJpS+GxL1Tjp1P86alcVSjGEbqV32L1FZd7pdxc3LSx6ncQKcfIhOB+RFSadp89nKzS389yGGNshyB78k07shwhy35te1maFFZ+pafcXro0F/LahRgqnQ+/BFZkUd3puoAy3Gp3iKOQkRZGyPUsaTdioUYyjdS17WZ0dFYWoX8l1CEii1O0YHO5bUtkenFUYnu0lRmu9WYKQSPsT8/rS50VDDXjdyt951dFY15qnn2zxwwalC7Dh1tG4rIzqH/P3qv/AICSUOaCnhnJXk7fedhRWQNWAtxGbbUS+3HmfZGznHXGKyFnuQUVtVu03MFBe1cDJOByabmghhnK93b7/wBEddRUFnFNBbLHPOZ5B1cjGazJ9N1Z5naPVMKSSBtxj2p3MoU4yk05JfebVFU9Nt7q3hZbu5+0OWyDjGBVa+sdSnuWe31DyoiBhNvSi4KnFzceZW76mrRWfptrf27sby9E6EYC7eh9c0ajbX88iGzvBAoGCpTOT60X0D2cefl5lbvr/kaFFZVnaarFdK9xfpLCPvLs5NWdShvJoVWxuFgcNklhnIouDppSUeZeuv8AkXKKxYbLW1mRpNRjKBgWG3OR+Vad2k72zrayLFMfuswyBQmE6ai0lJP7/wDInorE+ya//wBBKH/v2P8A4mtfbL9n27183bjft43Y64+tCYTpqFrST9L/AORJRWF9l8R/8/8Abf8AfI/+IrWsluEtUW7kSSYfeZBgGhO46lJQV+ZP0/4YnorHlg14yuYru1CZO0Fe35GrunJfJEwv5YpHz8pjHQfkKLhKkoxvzJluism+j1prpjZzQLDxtDDn8eKKV/IqOHTV+dff/wAA1qKKKo5wooooAKKKKACiiigAqhqzxpFbeZF5mbqIL82Np3DB/Cr9Zmuf6qz/AOvyH/0IUpbGlJXmjTooopmYUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFVdOuXurZ5JAoKzzR/L6JIyj9FFWqz9E/48ZP8Ar7uf/R70AaFFFFACHgVgeCz5mjyzn701zK7H1O6t89K53whIlvaXlhIwSW0uZNyk4wpOQfpQt36A9l6/ox3hzEer67brwi3QcD03Lk10Nc74YdZ5tX1IECG4uTsc9CqjGfpW9DPDPCJoJUliYZDowYH8RRsl6L8hLd+r/M5+8/4nHiqGyPzWunKJ5R2aQ/dB+nWmeKZrhdY0ZLa0e6dJHlEa8AkLgZPQDmpfBw8+2vtRblry6dgf9kHAq/eaullrFpYzR7UulbbMWwAw/hxj+tK2y/r+v8gfX7v0KNhr16upx6frOnizlnBMLo+5H9s+tVmuda1LXdT020vVtYYGQiYxBmQFfugcdTk5JqbxIy3Os6LZQkNcLciZgOqoByT6VLon/Iya9/10i/8AQKa1/H9Aen4fqZ1hP4g1J7rS/t0dvJZSbZLwRBmkB+6AvQe5rW8M3t5cwXVvqDrJc2c5haRRjeOoOKi0D/kO6/8A9fCf+gCjw1/yENc/6/T/AOgiiL/K/wCQf5/5m/RRRQMKy/7Sm/4Sr+y9sfkfYvtG7B3bt+3HXGMe1alc/wD81D/7hX/tWgDoKKKKACueuz5vjiwjbkRWkki/UnFdDXO6oy2fi/TLuUhYponty56BuoH40L4l/XRg9n/XUXxHiLV9CnHDC6MefZlOa6Gud1tlu/EejWUZDPFI1xIB/CoGBn6k1ui4gNw1uJozMq7jGGG4D1x1xQthPczfE+oSafpD/Z/+PmdhDCP9puM/h1prWq6J4UlhgBZobdiSOSz45P4mq2qf6Z4w0q0JylvG9yw9+i1r6pdtYabPdpCZzChfywcE496l/C79f6/zKXxLyOV03VdY0rQ7RxojGwhiG9vMHmEd229hV7VNavZb7SI9HlQx38bkF1BA4GGPfjnitSbVrN/D7ai0ifZ3hLdc9R9369q5rRLeS2uvDEcwIfyJ2wewPI/Q1b1lZ/1oyNoq39bFkz+INO1ePSmvo71ryMtFO8QXySPvHA68dvpVvSptUsNfOl6jei+SWAzRy+WEIIOCMCpb/wD5HTSv+veb+lFx/wAjzZ/9eT/+hClHp8/1G+vy/Q36KKKBhVHVrlLWK3kIiMjXMUcfmersFO332s369s1ern/Fv/ME/wCwrB/7NQB0FFFFABXP+M2zpVvCfuz3cUbfTdn+ldBWB4yjY6KJ1Ut9lnjmIHoDz+lLqvVfmHRk3iyJX8MX4I+7EWHsRyP5VoadIZtOtpTyXiVj+IFZPim+hfwxL5MiubxRHCFOd5b0rUtnhtYrayeaNZhEAsZYBmAHJA7011F2/rsM1nUF0vSri8bB8tMqPVugH51V8PWLadowkn+a5mzPOx6ljz+nSqvir/SbnSNOz8txdBnHqqDJremdo4HdE3sqkhQcZ9qXRv8Ar+v8h9UjitC1HW7bSPNtNFM0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style="text-align:left; "><span/></p><p style="text-align:left; "><span style="font-family:SwitzerVariable-Regular; color:black; ">System bestehend aus:</span></p><p style="text-align:left; "><span style="font-family:SwitzerVariable-Regular; color:black; ">1x Aluminium Abstandssockel M10 inkl. Klemmschraube für das Rankseil</span></p><p style="text-align:left; "><span style="font-family:SwitzerVariable-Regular; color:black; ">1x Aluminium Abdeckscheibe</span></p><p style="text-align:left; "><span style="font-family:SwitzerVariable-Regular; color:black; ">1x Dichtscheibe aus Moosgummi</span></p><p style="text-align:left; "><span style="font-family:SwitzerVariable-Regular; color:black; ">Hochflexibles Edelstahlseil Ø4mm (7x19)</span></p><p style="text-align:left; "><span/></p><p style="text-align:left; "><span style="font-family:SwitzerVariable-Regular; color:black; ">Anordnung siehe Skizze:</span></p><p style="text-align:left; "><span style="font-family:SwitzerVariable-Regular; color:black; ">Abstand Seil horizontal ca. 60 cm,</span></p><p style="text-align:left; "><span style="font-family:SwitzerVariable-Regular; color:black; ">Abstand Seil vertikal ca. 75 cm</span></p><p style="text-align:left; "><span/></p><p style="text-align:left; "><span style="font-family:SwitzerVariable-Regular; color:black; ">Befestigungsmittel sind bauseits auf die UK abzustimmen.</span></p><p style="text-align:left; "><span/></p><p style="text-align:left; "><span style="font-family:SwitzerVariable-Regular; color:black; ">Untergrund Beton verputzt</span></p><p style="text-align:left; "><span/></p><p style="text-align:left; "><span style="color:black; ">Produkt der Planung:</span></p><p style="text-align:left; "><span style="font-family:SwitzerVariable-Regular; color:black; ">Fassadenbegrünungssystem GREENCABLE</span><span style="font-family:SatoshiVariable-Bold; font-weight:bold; color:black; ">® </span><span style="font-family:SwitzerVariable-Regular; color:black; ">LIGHT</span></p><p style="text-align:left; "><span style="font-family:SwitzerVariable-Regular; color:black; ">Carl Stahl ARC GmbH</span></p><p style="text-align:left; "><span/></p><p style="text-align:left; "><span style="color:black; ">oder gleichwertig</span></p><p style="text-align:left; "><span/></p><p style="text-align:left; "><span/></p></Text><TextComplement Kind="Bidder" MarkLbl="1"><ComplCaption><span>Hersteller / Typ:</span><br/></ComplCaption><ComplBody><span>&apos;</span><p style="text-align:left; "><span>..................................................&apos;</span></p></ComplBody><ComplTail><br/><span>vom Bieter einzutragen</span></ComplTail></TextComplement><Text><p style="text-align:left; "><span/></p></Text><Text><p style="text-align:left; "><span/></p></Text></DetailTxt><OutlineText><OutlTxt><TextOutlTxt><p style="text-align:left; "><span>Fassadenbegrünungssystem</span></p></TextOutlTxt></OutlTxt></OutlineText></CompleteText></Description></Item><Item ID="APHWBTEWVXQMQNCP" RNoPart="20"><UPBkdn>No</UPBkdn><Qty>44.000</Qty><QU>m²</QU><CtlgAssign><CtlgID>idDIN276_2008</CtlgID><CtlgCode>335</CtlgCode></CtlgAssign><Description><CompleteText><ComplTSB>Yes</ComplTSB><DetailTxt><Text><p style="text-align:left; "><span style="color:black; ">Zulage zu Fassadenbegrünungssystem für Montage bei vorhandenem WDVS,</span></p><p style="text-align:left; "><span style="color:black; ">im Bereich Ostfassade Achse D bis A und Nordfassade Achse 9 bis 7/8,</span></p><p style="text-align:left; "><span/></p><p style="text-align:left; "><span style="color:black; ">Montagestab aus profiliertem, glasfaserverstärktem Kunstoff als zugelassenees Befestigugnselement für mittelschwere bis schwere Anbauteile, bei vorhandenem WDVS mittels Verbundankermörtel im Wandbaustoff einbauen.</span></p><p style="text-align:left; "><span>Stab bauseits ablängbar.</span></p><p style="text-align:left; "><span>Stab mittels Setzhilfe setzen.</span></p><p style="text-align:left; "><span>Dichtscheibe aufschieben und Adapter aufschrauben</span></p><p style="text-align:left; "><span>(nachträgliche Montage).</span></p><p style="text-align:left; "><span> </span></p><p style="text-align:left; "><span>Komponenten wie Seile und Seilkreuze entsprechend Verlegeplan montieren.</span></p><p style="text-align:left; "><span> </span></p><p style="text-align:left; "><span>Zulässige Lasten gemäß Zulassung.</span></p><p style="text-align:left; "><span>Wärmebrückenwirkung gemäß Zulassung.</span></p><p style="text-align:left; "><span> </span></p><p style="text-align:left; "><span style="font-weight:bold; ">Befestigungselement:</span></p><p style="text-align:left; "><span>- Nenndurchmesser 20 mm</span><br/><span>- Lieferlängen 200 mm</span></p><p style="text-align:left; "><span>- punktbezogener Wärmedurchgangskoeffizent: 0,0007 - 0,0018 W/mK</span></p><p style="text-align:left; "><span>- Dichtigkeit, zulässige Verschiebung unter Querlast bis 5 mm</span></p><p style="text-align:left; "><span> </span></p><p style="text-align:left; "><span style="font-weight:bold; ">Untergrund: Beton</span></p><p style="text-align:left; "><span>- Bohrernenndurchmesser: 24 mm</span></p><p style="text-align:left; "><span>- Verankerungstiefe, eff.: ≥ 40 mm</span></p><p style="text-align:left; "><span>- Bohrtiefe im Untergrund: ≥ 50 mm</span></p><p style="text-align:left; "><span>- Dicke Kleber und nichttragende Schicht: 100 mm</span><br/></p><p style="text-align:left; "><span>Produkt der Planung:</span></p><p style="text-align:left; "><span>Montagestab inkl. Siebhülse: weber.projekt Iso-Bar 200</span></p><p style="text-align:left; "><span>Verbundankermörtel: weber.projekt Multifix USF / USF Winter</span></p><p style="text-align:left; "><span> </span></p><p style="text-align:left; "><span>oder gleichwertig</span></p><p style="text-align:left; "><span/></p></Text><TextComplement Kind="Bidder" MarkLbl="1"><ComplCaption><span>Hersteller / Typ:</span><br/></ComplCaption><ComplBody><span>&apos;</span><p style="text-align:left; "><span>..................................................&apos;</span></p></ComplBody><ComplTail><br/><span>vom Bieter einzutragen</span></ComplTail></TextComplement><Text><p style="text-align:left; "><span/></p></Text></DetailTxt><OutlineText><OutlTxt><TextOutlTxt><p style="text-align:left; "><span>Zulage Montage in WDVS 80 mm</span></p></TextOutlTxt></OutlTxt></OutlineText></CompleteText></Description></Item></Itemlist></BoQBody></BoQCtgy></BoQBody></BoQCtgy><BoQCtgy ID="APIUGESARBSQSAPT" RNoPart="3"><LblTx><p style="text-align:left; "><span style="font-family:Arial; font-size:10pt; ">Sonstiges - Stundenlohnarbeiten</span></p></LblTx><BoQBody><BoQCtgy ID="APYCWTDVBFKPNSUW" RNoPart="1"><LblTx><p style="text-align:left; "><span style="font-family:Arial; font-size:10pt; ">Sonstiges - Planung</span></p></LblTx><BoQBody><Itemlist><Item ID="APBOITBQDCVQVGWV" RNoPart="10"><LumpSumItem>Yes</LumpSumItem><UPBkdn>No</UPBkdn><Qty>1.000</Qty><QU>psch</QU><CtlgAssign><CtlgID>idDIN276_2008</CtlgID><CtlgCode>397</CtlgCode></CtlgAssign><Description><CompleteText><DetailTxt><Text><p style="text-align:left; "><span>Nach Auftragserteilung sind von AN für die Haupt- Positionen, komplette Werkzeichnungen und Montagepläne anzufertigen und Auftraggeber und Architekten zur Prüfung und Genehmigung einzureichen. Sämtliche Pläne sind nach den CAD-Richtlinien des Auftraggebers zu erstellen.</span></p><p style="text-align:left; "><span>Von allen Positionen sind Details bis Maßstab 1:1 und zusätzlich Übersichtszeichnungen im Maßstab 1:20 anzufertigen. Darin sind die dazugehörenden Detailschnitte übersichtlich einzutragen.</span></p><p style="text-align:left; "><span/></p><p style="text-align:left; "><span>Alle Eintragungen im Freigabeexemplar sind innerhalb 10 Werktagen einzuarbeiten und erneut vorzulegen. Es sind sämtliche Werk - und Montagepläne komplett vorzulegen.</span></p><p style="text-align:left; "><span>Mit der Fertigung kann erst nach Freigabe der Ausführungszeichnungen durch den Architekten begonnen werden.</span></p><p style="text-align:left; "><span/></p><p style="text-align:left; "><span>Für die Prüfung des Auftraggebers ist ausreichend Zeit zu gewähren. Min. 10 Arbeitstage Prüffrist je Vorlage.</span></p><p style="text-align:left; "><span/></p><p style="text-align:left; "><span>Vorlage zur Prüfung jeweils als pdf Datei auf der AG seitig zur Verfügung gestellten Projektplattform.</span></p><p style="text-align:left; "><span/></p></Text></DetailTxt><OutlineText><OutlTxt><TextOutlTxt><p style="text-align:left; "><span style="font-size:9pt; ">Werkstatt- und Montageplanung</span></p></TextOutlTxt></OutlTxt></OutlineText></CompleteText></Description></Item><Item ID="APAAMVMNNDZZGCYC" RNoPart="20"><LumpSumItem>Yes</LumpSumItem><UPBkdn>No</UPBkdn><Qty>1.000</Qty><QU>psch</QU><CtlgAssign><CtlgID>idDIN276_2008</CtlgID><CtlgCode>397</CtlgCode></CtlgAssign><Description><CompleteText><DetailTxt><Text><p style="text-align:left; "><span>Musterstück zur Freigabe durch AG</span></p><p style="text-align:left; "><span>in Farton Wahl AG</span></p><p style="text-align:left; "><span/></p><p style="text-align:left; "><span>als Teilstück eine Achsbreite breit, ca. 2,90m und 2 Felder hoch, ca. 2,54m,</span></p><p style="text-align:left; "><span>d.h. eine Horizontalfuge und eine Schrägfuge,</span></p><p style="text-align:left; "><span>liefern und an der Unterkonstruktion montieren.</span></p><p style="text-align:left; "><span/></p><p style="text-align:left; "><image Encoding="base64" Type="image/jpeg" width="157">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style="text-align:left; "><span/></p><p style="text-align:left; "><span>Weitere Fertigung und Montage erst nach Freigabe durch den Bauherrn.</span></p></Text></DetailTxt><OutlineText><OutlTxt><TextOutlTxt><p style="text-align:left; "><span style="font-family:Arial; font-size:10pt; ">Muster</span></p></TextOutlTxt></OutlTxt></OutlineText></CompleteText></Description></Item><Item ID="APYYFCXJFVADPGLG" RNoPart="30"><LumpSumItem>Yes</LumpSumItem><UPBkdn>No</UPBkdn><Qty>1.000</Qty><QU>psch</QU><CtlgAssign><CtlgID>idDIN276_2008</CtlgID><CtlgCode>397</CtlgCode></CtlgAssign><Description><CompleteText><DetailTxt><Text><p style="text-align:left; "><span>Vorlage Dokumentation der oben beschriebenen angebotenen Fassadenkonstruktionen</span></p><p style="text-align:left; "><span/></p><p style="text-align:left; "><span>- Fachbauleitererklärung</span></p><p style="text-align:left; "><span>- Fachunternehmererklärung</span></p><p style="text-align:left; "><span>- Zulassungen, Übereinstimmungserklärungen und bauaufsichtliche Prüfzeugnisse für Bauprodukte</span></p><p style="text-align:left; "><span>- Erstellte und freigegebene Werkpläne in digitale Daten im Format  DWG und PDF, Zeichnungen nach CAD-Richtlinien AG</span></p><p style="text-align:left; "><span>- Produktdatenblätter aller eingebauten Produkte</span></p><p style="text-align:left; "><span>- Bedienungs- Pflege- und Wartungsanleitungen aller eingebauten Produkte</span></p><p style="text-align:left; "><span/></p><p style="text-align:left; "><span>Vorlage der Dokumentation vor Abnahme der Leistungen durch den AG nach VOB in zweifacher Form als geordneter Dokumentenordner, einfach digital als Upload auf eine vom AG zur Verfügung gestellte Planungsplattform.</span></p><p style="text-align:left; "><span/></p><p style="text-align:left; "><span style="font-weight:bold; color:black; ">Vorlage der kompletten Dokumentation zur Prüfung mindestens 5 Wochen vor Abnahme.  </span></p></Text></DetailTxt><OutlineText><OutlTxt><TextOutlTxt><p style="text-align:left; "><span style="font-family:Arial; font-size:10pt; ">Dokumentation</span></p></TextOutlTxt></OutlTxt></OutlineText></CompleteText></Description></Item><Item ID="APGUKIDSFCBDVLHH" RNoPart="40"><LumpSumItem>Yes</LumpSumItem><UPBkdn>No</UPBkdn><Qty>1.000</Qty><QU>psch</QU><CtlgAssign><CtlgID>idDIN276_2008</CtlgID><CtlgCode>397</CtlgCode></CtlgAssign><Description><CompleteText><DetailTxt><Text><p style="text-align:left; "><span>Technische Bearbeitung durch den AN sowie prüffähige Statik für den gesamten Umfang der zuvor beschriebenen Leistung.</span></p><p style="text-align:left; "><span/></p><p style="text-align:left; "><span>Leistungsbestandteile</span></p><ul><li><span>Montage-, Werkstatt- und Detailpläne</span></li><li><span>ergänzende statische Nachweise, Windlastberechnungen etc. auch für Montagezustände</span></li><li><span>Koordination Prüfung der Statik durch den AN, Kosten zu Lasten des AG</span></li></ul><p style="text-align:left; "><span/></p><p style="text-align:left; "><span>Für die statischen Nachweise ist die Freigabe beim Prüfingenieur einzuholen.</span></p><p style="text-align:left; "><span/></p><p style="text-align:left; "><span>Die Unterlagen sind ausreichend frühzeitig mind. 5 Wochen vor Beginn der Ausführung einzureichen, um Verzögerungen im Bauablauf zu vermeiden. Zeitliche Abhängigkeiten zu erkennen und zu berücksichtigen, obliegt dem Auftragnehmer.</span></p></Text></DetailTxt><OutlineText><OutlTxt><TextOutlTxt><p style="text-align:left; "><span>technische Bearbeitung, Statik</span></p></TextOutlTxt></OutlTxt></OutlineText></CompleteText></Description></Item><Item ID="APTEISJERNMLPLEC" RNoPart="50"><LumpSumItem>Yes</LumpSumItem><UPBkdn>No</UPBkdn><Qty>1.000</Qty><QU>psch</QU><CtlgAssign><CtlgID>idDIN276_2008</CtlgID><CtlgCode>339</CtlgCode></CtlgAssign><Description><CompleteText><DetailTxt><Text><p style="text-align:left; "><span>Für eine evtl. notwendige spätere Demontage ist eine genaue Handlungsanweisung mit dem dafür evtl. notwendigen Werkzeug o.ä. dem Auftraggeber zu übergeben. Jedes Blech muss einzeln entnehmbar sein.</span></p><p style="text-align:left; "><span/></p><p style="text-align:left; "><span>Durch den Bauherrn ist hierfür der Einsatz von 2 Mitarbeitern und ein Hubsteiger angedacht.</span></p></Text></DetailTxt><OutlineText><OutlTxt><TextOutlTxt><p style="text-align:left; "><span style="font-family:Arial; font-size:10pt; ">Demontage Anleitung</span></p></TextOutlTxt></OutlTxt></OutlineText></CompleteText></Description></Item></Itemlist></BoQBody></BoQCtgy><BoQCtgy ID="APMJZFWAQHKIYZFJ" RNoPart="2"><LblTx><p style="text-align:left; "><span style="font-family:Arial; font-size:10pt; ">Stundenlohnarbeiten</span></p></LblTx><BoQBody><Itemlist><Remark ID="APDPNRZXDTEYISAJ"><Description><CompleteText><DetailTxt><Text><p style="text-align:left; "><span style="font-weight:bold; ">Stundenlohnarbeiten</span></p><p style="text-align:left; "><span/></p><p style="text-align:left; "><span>Die angegebenen Stundenverrechnungssätze sind unter Beachtung der preisrechtlichen Vorschriften zu kalkulieren und gelten unabhängig von der Anzahl der abzurechnenden Stunden.</span></p><p style="text-align:left; "><span/></p><p style="text-align:left; "><span>Eventuell anfallende Reise- und Auslösekosten sowie Fahrgeld, Lohnnebenkosten und Unternehmerzuschläge sind in die Stundenverrechnungssätze mit einzurechnen.</span></p><p style="text-align:left; "><span/></p><p style="text-align:left; "><span>Die im Leistungsverzeichnis vorgesehenen Anzahl der Stunden- lohnarbeiten ist unverbindlich. Bezahlt werden nur die auf Anforderung des Auftraggebers oder seiner Bevollmächtigten geleisteten Stunden.</span></p><p style="text-align:left; "><span/></p><p style="text-align:left; "><span>Die Stundenlohnzettel sind der Objektüberwachung / Bauleitung täglich in einfacher Ausfertigung im Orginal</span></p><p style="text-align:left; "><span>zur Anerkennung vor- zulegen. Sie müssen eine Beschreibung der ausgeführten Leistungen, einschließlich Materialverbrauch und Maschinenein- satz enthalten.</span></p><p style="text-align:left; "><span/></p><p style="text-align:left; "><span>Mit der Unterzeichnung der Stundenlohnzettel bestätigt die Objektüberwachung /  Bauleitung lediglich, daß</span></p><p style="text-align:left; "><span>die aufgeführten Leistungen erbracht sind. Ergibt eine spätere Nachprüfung, daß diese Leistungen in</span></p><p style="text-align:left; "><span>vertraglichen Einheitspreisen enthalten, oder Nebenleistungen  sind, so werden sie nicht als Stundenlohnarbeiten anerkannt.</span></p></Text></DetailTxt><OutlineText><OutlTxt><TextOutlTxt><p style="text-align:left; "><span>Stundenlohnarbeiten </span></p></TextOutlTxt></OutlTxt></OutlineText></CompleteText></Description></Remark><Item ID="APJBLQWXJGSPSJJR" RNoPart="10"><UPBkdn>No</UPBkdn><Qty>10.000</Qty><QU>h</QU><CtlgAssign><CtlgID>idDIN276_2008</CtlgID><CtlgCode>397</CtlgCode></CtlgAssign><Description><CompleteText><DetailTxt><Text><p style="text-align:left; "><span>Stundensatz für Leistungen, welche nicht in den Positionen erfasst sind und nur auf ausdrückliche Anweisung der Bauleitung gegen Nachweis zur Ausführung kommen.</span></p><p style="text-align:left; "><span/></p><p style="text-align:left; "><span>umfasst sämtliche Aufwendungen wie Lohn- und</span></p><p style="text-align:left; "><span>Gehaltskosten, Lohn- und Gehaltsnebenkosten, Zuschläge,</span></p><p style="text-align:left; "><span>lohngebundene und lohnabhängige Kosten, sonstige</span></p><p style="text-align:left; "><span>Sozialkosten, Gemeinkosten, Wagnis und Gewinn.</span></p><p style="text-align:left; "><span>Zuschläge für Nacht-, sonntags- und Feiertagsarbeit werden gesondert vergütet.</span></p><p style="text-align:left; "><span>Abrechnung Vorarbeiterstunden.</span></p></Text></DetailTxt><OutlineText><OutlTxt><TextOutlTxt><p style="text-align:left; "><span style="font-family:Arial; font-size:10pt; ">Vorarbeiterstunden</span></p></TextOutlTxt></OutlTxt></OutlineText></CompleteText></Description></Item><Item ID="APYNZIYNDLFYDAIY" RNoPart="20"><UPBkdn>No</UPBkdn><Qty>20.000</Qty><QU>h</QU><CtlgAssign><CtlgID>idDIN276_2008</CtlgID><CtlgCode>397</CtlgCode></CtlgAssign><Description><CompleteText><DetailTxt><Text><p style="text-align:left; "><span>Stundensatz für Leistungen, welche nicht in den Positionen erfasst sind und nur auf ausdrückliche Anweisung der Bauleitung gegen Nachweis zur Ausführung kommen.</span></p><p style="text-align:left; "><span/></p><p style="text-align:left; "><span>umfasst sämtliche Aufwendungen wie Lohn- und</span></p><p style="text-align:left; "><span>Gehaltskosten, Lohn- und Gehaltsnebenkosten, Zuschläge,</span></p><p style="text-align:left; "><span>lohngebundene und lohnabhängige Kosten, sonstige</span></p><p style="text-align:left; "><span>Sozialkosten, Gemeinkosten, Wagnis und Gewinn.</span></p><p style="text-align:left; "><span>Zuschläge für Nacht-, sonntags- und Feiertagsarbeit werden gesondert vergütet.</span></p><p style="text-align:left; "><span>Abrechnung Facharbeiterstunden.</span></p></Text></DetailTxt><OutlineText><OutlTxt><TextOutlTxt><p style="text-align:left; "><span>Facharbeiterstunden</span></p></TextOutlTxt></OutlTxt></OutlineText></CompleteText></Description></Item><Item ID="APZYUCUJEGAWRVIU" RNoPart="30"><UPBkdn>No</UPBkdn><Qty>20.000</Qty><QU>h</QU><CtlgAssign><CtlgID>idDIN276_2008</CtlgID><CtlgCode>397</CtlgCode></CtlgAssign><Description><CompleteText><DetailTxt><Text><p style="text-align:left; "><span>Stundensatz für Leistungen, welche nicht in den Positionen erfasst sind und nur auf ausdrückliche Anweisung der Bauleitung gegen Nachweis zur Ausführung kommen.</span></p><p style="text-align:left; "><span/></p><p style="text-align:left; "><span>umfasst sämtliche Aufwendungen wie Lohn- und</span></p><p style="text-align:left; "><span>Gehaltskosten, Lohn- und Gehaltsnebenkosten, Zuschläge,</span></p><p style="text-align:left; "><span>lohngebundene und lohnabhängige Kosten, sonstige</span></p><p style="text-align:left; "><span>Sozialkosten, Gemeinkosten, Wagnis und Gewinn.</span></p><p style="text-align:left; "><span>Zuschläge für Nacht-, sonntags- und Feiertagsarbeit werden gesondert vergütet.</span></p><p style="text-align:left; "><span>Abrechnung Bauhelferstunden.</span></p></Text></DetailTxt><OutlineText><OutlTxt><TextOutlTxt><p style="text-align:left; "><span>Bauhelferstunden</span></p></TextOutlTxt></OutlTxt></OutlineText></CompleteText></Description></Item></Itemlist></BoQBody></BoQCtgy></BoQBody></BoQCtgy></BoQBody></BoQ></Award></GAEB>
