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<GAEB xmlns="http://www.gaeb.de/GAEB_DA_XML/DA83/3.3"><GAEBInfo><Version>3.3</Version><VersDate>2021-05</VersDate><Date>2026-07-15</Date><Time>07:01:14</Time><ProgSystem>/ GXML Toolbox V3.3 R20220330</ProgSystem><ProgName>ORCA AVA 27 27.00.00</ProgName><Certific>Available</Certific></GAEBInfo><PrjInfo><NamePrj>T-202...</NamePrj><LblPrj>Polleranlage Ruhrstraße</LblPrj><Cur>EUR</Cur><CurLbl>Euro</CurLbl></PrjInfo><Award><DP>83</DP><AwardInfo><Cat>OpenCall</Cat><Cur>EUR</Cur><CurLbl>Euro</CurLbl><CnstStart>2020-05-04</CnstStart></AwardInfo><AddText><OutlineAddText><span>Vorbemerkungen</span></OutlineAddText><DetailAddText><p style="margin-top:0pt;margin-bottom:0pt;width:185pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Baumaßnahme:</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:383pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Hochsicherheitspoller Ruhrstraße Fröndenberg/Ruhr, Markt</span></p><p 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style="margin-top:0pt;margin-bottom:0pt;width:383pt;font-size:10pt;font-weight:bold;"/><p style="margin-top:0pt;margin-bottom:0pt;width:383pt;font-size:10pt;font-weight:bold;"/><p style="margin-top:0pt;margin-bottom:10pt;width:383pt;font-size:10pt;font-weight:bold;"><span style="font-family:Arial;font-size:10pt;">Angaben zur Baustelle :</span></p><p style="margin-top:0pt;margin-bottom:10pt;width:383pt;font-size:10pt;font-weight:bold;"><span style="font-family:Arial;font-size:10pt;">0.1.1 Lage der Baustelle, Umgebungsbedingungen, Zufahrtsmöglichkeiten :</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:383pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Die Baustelle liegt im Zentrum der Stadt Fröndenberg/Ruhr (Kreis Unna), im Bereich der Straßen Markt, Harthaer Strape und Ruhrstraße.</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:383pt;font-size:10pt;"/><p style="margin-top:0pt;margin-bottom:0pt;width:383pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Es wird empfohlen, dass sich der Bieter in dem für die Auftragsbearbeitung notwendigen Umfang mit den Örtlichkeiten vertraut macht.</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:383pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Die Nutzung der Straßen und Platzflächen für Baufahrzeuge ist durch den AN selbst abzustimmen.</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:383pt;font-size:10pt;"/><p style="margin-top:0pt;margin-bottom:0pt;width:383pt;font-size:10pt;"/><p style="margin-top:0pt;margin-bottom:10pt;width:383pt;"><span style="font-size:10pt;font-weight:bold;font-family:Arial;">0.1.2 Art und Lage der zu erstellenden Freiflächen</span><span style="font-family:Arial;font-size:10pt;"/><br/><span/><span style="font-size:10pt;font-family:Arial;">Die Arbeiten umfassen die Neubau der Polleranlage in einem Teil des zentralen Innenstadtbereiches der Stadt Fröndenberg/Ruhr.</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:383pt;font-size:10pt;font-weight:bold;"><span style="font-family:Arial;font-size:10pt;">Vorbereitende Arbeiten / Abbruch:</span></p><p style="margin-top:0pt;margin-bottom:10pt;width:383pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Im Rahmen der ausgeschriebenen Leistungen fallen Abbrucharbeiten eines Teiles der vorhandenen Pflasterflächen sowie vorhandender Einbauten/Ausstattungsgegenstände an. Die vorhandenen Tragschichten bleiben erhalten und werden nur für neue Fundamente, Einbauten sowie Kanälen und Leitungen bzw. im Bereich von auszubauenden gebundenen Tragschichten/Einbauten/Ausstattungsgegenständen ergänzt bzw. neu eingebaut.</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:383pt;font-size:10pt;font-weight:bold;"><span style="font-family:Arial;font-size:10pt;">Bodenarbeiten:</span></p><p style="margin-top:0pt;margin-bottom:10pt;width:383pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Bodenarbeiten sind nur im geringem Umfang erforderlich, da der vorhandene Aufbau erhalten bleibt. Im Bereich von neuen Einbauten sowie Kanälen und Leitungen wird vorhandener Boden ausgebaut. Bodenmodellierungen sind nur in sehr geringem Umfang erforderlich, da die geplanten Höhen weitgehend den vorhandenen Höhen entsprechen.</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:383pt;font-size:10pt;font-weight:bold;"><span style="font-family:Arial;font-size:10pt;">Befestigte Flächen</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:383pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Die Flächenbefestigung der neu zu gestaltenden Flächen erfolgt mit Natursteinpflaster.</span><br/><span/></p><p style="margin-top:0pt;margin-bottom:0pt;width:383pt;font-size:10pt;font-weight:bold;"><span style="font-family:Arial;font-size:10pt;">Baukonstruktionen/Allgemeine Einbauten in Außenanlagen</span></p><p style="margin-top:0pt;margin-bottom:10pt;width:383pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Es sind Sitzgelegenheiten (als Fertigelemente sowie auf vorhandenen Mauern), Fahrradstellplätze, ein Spielgerät, Poller sowie Abfallbehälter herzustellen.</span></p><p style="margin-top:0pt;margin-bottom:10pt;width:383pt;font-size:10pt;font-weight:bold;"><span style="font-family:Arial;font-size:10pt;">Technische Anlagen in Außenanlagen</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:383pt;font-size:10pt;font-weight:bold;"><span style="font-family:Arial;font-size:10pt;">0.1.3 Verkehrsverhältnisse auf der Baustelle, insbesondere Verkehrsbeschränkungen:</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:383pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Die Zufahrt/Anlieferung zur Baustelleneinrichtungsfläche erfolgt über die Harthaer Straße.</span><br/><span>Von der Baustelleneinrichtungsfläche können die Bauflächen über die Harthaer Straße und die Ruhrstraße erreicht werden. Diese Zufahrten werden zum Großteil als Fußgängerzone genutzt. Bei der Befahrung ist der fußläufige Verkehr zu beachten.</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:383pt;font-size:10pt;"/><p style="margin-top:0pt;margin-bottom:0pt;width:383pt;font-size:10pt;font-weight:bold;"><span style="font-family:Arial;font-size:10pt;">0.1.4 Für den Verkehr freizuhaltende Flächen :</span></p><p style="margin-top:0pt;margin-bottom:9pt;width:383pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Generell sind alle Grundstücks-/ Baustellenzufahrten sowie die öffentlichen Straßen für den Verkehr und von der Baustelleneinrichtung frei zu halten.Die Baustelle ist so abzusichern, dass die in der Baustelle stehenden / fahrenden Fahrzeuge zu jederzeit eine Rettungsgasse bilden können. Hierzu sind die Absperrbaken in einem solchen Abstand aufzustellen, dass Fahrzeuge zwischen diese ausweichen können. Bei der Lagerung von Baustoffen innerhalb der Baubereiche ist darauf zu achten, dass die Lagerflächen so angelegt werden, dass diese nicht die Stellflächen vor den Häusern für den Einsatz einer Drehleiter behindern.</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:383pt;font-size:10pt;font-weight:bold;"><span style="font-family:Arial;font-size:10pt;">0.1.5 Lage, Art, Anschlusswert und Bedingungen für das Überlassen von Anschlüssen für Wasser, Energie und Abwasser :</span></p><p style="margin-top:0pt;margin-bottom:10pt;width:383pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Alle für den Baustellenbetrieb, die Bauarbeiten sowie nachfolgenden Pflegearbeiten notwendigen Anschlüsse für Bauwasser, Baustrom und Schmutzwasserentsorgung sind durch den AN zu herzustellen.</span><br/><span>Die Lieferung von Bauwasser und Baustrom sowie die Entsorgung von Schmutzwasser müssen durch den AN erfolgen, der AN hat dies mit einem entsprechenden Versorger eigenverantwortlich zu regeln.</span><br/><span>Eine gesonderte Vergütung seitens des AG erfolgt dafür nicht. </span><br/><span>Die Kosten sind in die Baustelleneinrichtung einzurechnen.</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:383pt;font-size:10pt;font-weight:bold;"><span style="font-family:Arial;font-size:10pt;">0.1.6 Lage und Ausmaß der dem Auftragnehmer für die Ausführung seiner Leistungen zur Benutzung oder Mitbenutzung überlassenen Flächen und Räume (Baustelleneinrichtungsfläche):</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:383pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Als Baustelleneinrichtungsfläche kann ein Teilbereich eines vorhandenen Parkplatzes genutzt werden, der südlich der Bauflächen (zwischen Marktplatz und der Bahnstrecke) liegt.</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:383pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Der AN hat einen eigenen Baustelleneinrichtungsplan mit Angaben zu Lagerplätzen und sonstigen für die Ausführung der Leistung notwendigen Flächen und ggf. Baustraßen anzufertigen.</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:383pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Der Baustelleneinrichtungsplan ist dem AG zur Prüfung und Freigabe zu übergeben.</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:383pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Müssen für die Durchführung der Baumaßnahme zusätzliche öffentliche bzw. fremde Flächen und Grundstücke in Anspruch genommen werden, so hat der AN sich eigenverantwortlich mit den zuständigen Behörden/Grundstückseigentümern abzustimmen, Beantragungen durchzuführen und die dafür entstehenden Kosten zu übernehmen.</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:383pt;font-size:10pt;"/><p style="margin-top:0pt;margin-bottom:0pt;width:383pt;font-size:10pt;font-weight:bold;"><span style="font-family:Arial;font-size:10pt;">0.1.7 Bodenverhältnisse, Baugrund und seine Tragfähigkeit, Ergebnisse von Bodenuntersuchungen :</span></p><p style="margin-top:0pt;margin-bottom:10pt;width:383pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Ein Boden-/Baugrundgutachten liegt vor. Für die Kalkulation sollte ein Boden BM-F1/BG-F1 kalkuliert werden. </span></p><p style="margin-top:0pt;margin-bottom:0pt;width:383pt;font-size:10pt;font-weight:bold;"><span style="font-family:Arial;font-size:10pt;">0.1.9 Besondere umweltrechtliche Vorschriften :</span></p><p style="margin-top:0pt;margin-bottom:10pt;width:383pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Die geltenden umweltrechtlichen Vorschriften wie z.B. Kreislaufwirtschafts- und Abfallgesetz etc. sind bei der Baumaßnahme durch den AN zu beachten.</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:383pt;font-size:10pt;font-weight:bold;"><span style="font-family:Arial;font-size:10pt;">0.1.10 Besondere Vorgaben für die Entsorgung, z.B. Beschränkungen für die Beseitigung von Abwasser und Abfall :</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:383pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Generell hat der AN alle mit der Errichtung der baulichen Anlagen durch ihn anfallenden Abfälle und sonstigen übrigen Stoffe unter Einhaltung der geltenden Vorschriften zu entsorgen bzw. einer Verwertung zuzuführen.</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:383pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Die Kosten hierfür trägt der AN.</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:383pt;font-size:10pt;"/><p style="margin-top:0pt;margin-bottom:0pt;width:383pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Aushubmaterialien:</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:383pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Ein Boden-/Baugrundgutachten liegt vor. Die Entsorgung/Wiederverwertung der ausgebauten Schüttgüter/Baumaterialien ist unter bodengutachterlicher Begleitung durchzuführen.</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:383pt;font-size:10pt;"/><p style="margin-top:0pt;margin-bottom:0pt;width:383pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Bauschutt und Abbruchmaterial:</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:383pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Das Beseitigen aller Verunreinigungen (Abfälle, Bauschutt und dergl.) umfasst gegebenenfalls das Aufnehmen sowie die Verbringung in geeignete Behälter/Container.</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:383pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Eventuelle Containerstandorte außerhalb der Baustelleneinrichtungsfläche sind mit der örtlichen Bauüberwachung abzustimmen.</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:383pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Der AN hat die Kosten für die Gestellung und die Entsorgung der Container zu übernehmen.</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:383pt;font-size:10pt;"/><p style="margin-top:0pt;margin-bottom:0pt;width:383pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Verpackungsmaterial:</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:383pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Das Verpackungsmaterial gemäß Verpackungsverordnung bleibt im Eigentum des AN und ist eigenverantwortlich zu entsorgen.</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:383pt;font-size:10pt;"/><p style="margin-top:0pt;margin-bottom:0pt;width:383pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Abwasser:</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:383pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Anfallendes klärbares/unbelastetes Abwasser ist ordnungsgemäß in die öffentliche Kanalisation einzuleiten, belastete Abwässer sind entsprechend den örtlichen Vorschriften gesondert zu entsorgen.</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:383pt;font-size:10pt;"/><p style="margin-top:0pt;margin-bottom:0pt;width:383pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Schad- und Gefahrenstoffe:</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:383pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Sämtliche im Zuge des Bauvorhabens anfallenden Abfälle sind entsprechend ihrer abfallrechtlichen Einordnung einer ordnungsgemäßen Entsorgung (Verwertung bzw. nachhaltigen Beseitigung) zuzuführen. Kontaminierte bzw. schadstoffhaltige Materialien sowie ggf. vorhandene Schad- und Gefahrenstoffe sind dabei von den sonstigen Abfällen getrennt zu halten und nachweislich ordnungsgemäß zu entsorgen. Alle Entsorgungsnachweise sind dem AG im Original zu übergeben.</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:383pt;font-size:10pt;"/><p style="margin-top:0pt;margin-bottom:0pt;width:383pt;font-size:10pt;font-weight:bold;"><span style="font-family:Arial;font-size:10pt;">0.1.11 Schutzgebiete oder Schutzzeiten im Bereich der Baustelle, z.B. wegen Forderungen des Gewässer-, Boden-, Natur-, Landschafts- oder Immissionsschutzes; vorliegende Fachgutachten oder dergleichen :</span></p><p style="margin-top:0pt;margin-bottom:10pt;width:383pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Keine.</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:383pt;font-size:10pt;font-weight:bold;"><span style="font-family:Arial;font-size:10pt;">0.1.12 Art und Umfang des Schutzes von Bäumen, Pflanzbeständen, Vegetationsflächen, Verkehrsflächen, Bauteilen, Bauwerken, Grenzsteinen und dergleichen im Bereich der Baustelle :</span></p><p style="margin-top:0pt;margin-bottom:10pt;width:383pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Die üblichen Maßnahmen zum Schutz der Verkehrsflächen, Bauteile, Gebäude (einschließlich der Lichtschächte) und Bauwerke im Bereich der Baustelle sind zu treffen. Während der Bauphase ist der vorhandene Baumbestand mit geeigneten Mitteln nach DIN 18920 gegen Beschädigungen zu schützen.</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:383pt;font-size:10pt;font-weight:bold;"><span style="font-family:Arial;font-size:10pt;">0.1.13 Im Baugelände vorhandene Anlagen, insbesondere Abwasser- und Versorgungsleitungen</span></p><p style="margin-top:0pt;margin-bottom:10pt;width:383pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Der AN hat sich vor Beginn der Arbeiten umfassend über das Vorhandensein von Bestandsleitungen im Baugrund bei den örtlichen Ver- und Entsorgungsunternehmen zu informieren und entsprechende Schachtscheine (Aufgrabungserlaubnis) einzuholen.</span><br/><span/></p><p style="margin-top:0pt;margin-bottom:0pt;width:383pt;font-size:10pt;font-weight:bold;"><span style="font-family:Arial;font-size:10pt;">0.1.14 Bekannte oder vermutete Hindernisse im Bereich der Baustelle, z.B. Leitungen, Kabel, Dräne, Kanäle, Bauwerksreste und, soweit bekannt, deren Eigentümer :</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:383pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Im Baugebiet können während der Bodenarbeiten aufgrund der Vornutzung/Bebauung möglicherweise Hindernisse im Boden aufgefunden werden.</span><br/><span/></p><p style="margin-top:0pt;margin-bottom:0pt;width:383pt;font-size:10pt;font-weight:bold;"><span style="font-family:Arial;font-size:10pt;">0.1.15 Vermutete Kampfmittel im Bereich der Baustelle, Ergebnisse von Erkundungs- und Beräumungsmaßnahmen</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:383pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Eine Kampfmittelabfrage wird durch den Bauherrn durchgeführt und wird spätestens zu Baubeginn vorliegen. Ein vollständiger Ausschluss aller Gefahren durch Blindgänger ist jedoch nicht möglich, vorsichtiges Baggern und Schürfen ist jedoch erlaubt.</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:383pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Bei Verdacht auf Kampfmittelfunde sind die Arbeiten einzustellen und umgehend über das Ordnungsamt oder über die Feuerwehr der Kampfmittelbeseitgungsdienst Westfalen-Lippe in Arnsberg zu benachrichtigen.</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:383pt;font-size:10pt;"/><p style="margin-top:0pt;margin-bottom:0pt;width:383pt;font-size:10pt;font-weight:bold;"><span style="font-family:Arial;font-size:10pt;">0.1.16 Gegebenenfalls gemäß der Baustellenverordnung getroffene Maßnahmen:</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:383pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Der Sicherheits- und Gesundheitsschutzplan (SiGe-Plan) wird vom SIGEKO des AG vor Baubeginn der Baumaßnahme erstellt. Der AN ist verpflichtet, die gültigen Arbeitsschutz- und Unfallverhütungsbestimmungen einzuhalten sowie Schutzmaßnahmen auf der Grundlage des SiGe-Planes und die Hinweise des Koordinators zu beachten. Alle diesbezüglichen Maßnahmen zur Einhaltung der gesetzlichen Grundlagen sind während der gesamten Bauzeit einzurechnen. Aufwendungen, welche dem Ausführenden durch das Nichtbeachten der geltenden Vorschriften entstehen, werden nicht gesondert vergütet. Kosten, welche auf Grund mangelhafter Sicherheitsmaßnahmen entstehen, sind durch den Verursacher zu tragen (z.B. verlängerte Standzeiten, zusätzliche Sicherheitsmaßnahmen etc.).</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:383pt;font-size:10pt;"/><p style="margin-top:0pt;margin-bottom:0pt;width:383pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Für die Baustellen wird ein SiGe-Koordinator nach der Verordnung über Sicherheits-und Gesundheitsschutz auf Baustellen (Baustellenverordnung) für die Ausführungsphase durch den AG gestellt, dessen Vorgaben sind seitens des AN einzuhalten und Vertragsbestandteil.</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:383pt;font-size:10pt;"/><p style="margin-top:0pt;margin-bottom:0pt;width:383pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Mit Übernahme des Baufelds wird der AN für den ihm übertragenen Baustellenbereich der Baumaßnahme verantwortlich. Er hat die Belange des technischen und sozialen Arbeitsschutzes, des Arbeitzeitgesetzes, der Arbeitstättenverordnung, des Chemikaliengesetztes, der Gefahrenstoffverordnung und der einschlägigen Unfallverhütungsvorschriften, BG-und Technische Regeln, Gesetze, Verordnungen und Richtlinien generell einzuhalten.</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:383pt;font-size:10pt;"/><p style="margin-top:0pt;margin-bottom:0pt;width:383pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Zur Sicherstellung der Umsetzung der entsprechenden Bereiche (§4 des ArbSchG) hat der AN gem. den gültigen Richtlinien zu bestellen und zu benennen:</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:383pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">- für die Maßnahme verantwortliche(n) Sicherheitsbeauftragte(n) gem. BGV A1 § 20 oder GVU-V A1, sowie § 20 und</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:383pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">- Fachkraft für Arbeitssicherheit gem. ASiG §5</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:383pt;font-size:10pt;"/><p style="margin-top:0pt;margin-bottom:0pt;width:383pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Vor Ausführung der Arbeiten sind folgende Unterlagen vorzulegen bzw. während der Ausführung zu erstellen:</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:383pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">- Schriftliche Arbeitsanweisung gut sichtbar im Bereich der Baustelle</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:383pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">- Unterweisung der Fahrzeug-und Maschinenführer über die Gefahren beim Umgang mit Fahrzeugen, Maschinen und Geräten (&#x3c; 1Jahr)</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:383pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">- Liste der eingesetzten Ersthelfer</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:383pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">- Notfallplan mit Adressen und Telefonnummern von Notdiensten und Krankenhäusern in nächster Umgebung.</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:383pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">- Nachweis der Unterweisung der Arbeitnehmer, sowohl allgemein über den Umgang mit Schadstoffen, als auch baustellenbezogen des Belehrten. Dies bezieht sich auch auf Nachunternehmer.</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:383pt;font-size:10pt;"/><p style="margin-top:0pt;margin-bottom:10pt;width:383pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Der Unternehmer ist verpflichtet, alle an der Arbeit Beteiligten, auch alle Nach-und Subunternehmer sowie deren Arbeitskräfte, jeweils vor Arbeitsaufnahme über die Unfallverhütung und die entsprechenden Schutzbestimmungen zu unterweisen.</span></p><p style="margin-top:0pt;margin-bottom:10pt;width:383pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Diese Unterweisung hat nachweislich zu erfolgen. Eine Kopie des Unterweisungsnachweises ist der Bauüberwachung zuzuleiten (§8 Arbeitschutzgesetz).</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:383pt;font-size:10pt;font-weight:bold;"><span style="font-family:Arial;font-size:10pt;">0.1.17 Besondere Anordnungen, Vorschriften und Maßnahmen der Eigentümer oder der anderen Weisungsberechtigten von Leitungen, Kabeln, Dränen, Kanälen, Straßen, Wegen, Gewässern, Gleisen, Zäunen und dergleichen im Bereich der Baustelle:</span></p><p style="margin-top:0pt;margin-bottom:10pt;width:383pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Die Hinweise der Ver- und Entsorgungsunternehmen zum Schutz unterirdischer Leitungen (Schachtscheine) sind zu beachten. Schäden die durch Missachtung der Leitungspläne entstehen, gehen zu Lasten des AN.</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:383pt;font-size:10pt;font-weight:bold;"><span style="font-family:Arial;font-size:10pt;">0.1.19 Höhen und Gefälle der neuen befestigten Flächen</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:383pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Die Höhen und Gefälle der neuen Pflasterdecken sind mit dem AG bzw. dessen örtlicher Bauüberwachung vor Ort bei Bedarf abzusprechen. Der AN hat einen befähigten Bauführer zu stellen, der in der Lage ist, die erforderlichen Absteckungsarbeiten und Höhenangaben selbständig vorzunehmen. Vor Beginn jeglicher Bauarbeiten sind alle Höhenangaben in ihrer Gesamtheit vom Auftragnehmer durch Nivellement auf ihre Richtigkeit zu überprüfen. Weitere Kontrollmessungen sind während der Bauzeit regelmäßig auszuführen und zu protokollieren. Die bei den Messungen zu führenden Feldbücher, Protokolle sind dem AG auszuhändigen.</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:383pt;font-size:10pt;"/><p style="margin-top:0pt;margin-bottom:0pt;width:383pt;font-size:10pt;font-weight:bold;"><span style="font-family:Arial;font-size:10pt;">0.1.20 Abrechnung</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:383pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Die Abrechnung der Leistungen erfolgt nach gemeinsamem Aufmaß und den vom AN zu erstellenden Abrechnungszeichnungen. Die hierfür entstehenden Kosten, die nicht im LV aufgeführt sind, sind in die Positionen des Leistungsverzeichnisses einzukalkulieren.</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:284pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Die Abrechnung der Leistungen erfolgt nach gemeinsamem Aufmaß und den vom AN zu erstellenden Abrechnungszeichnungen. Die hierfür entstehenden Kosten, die nicht im LV aufgeführt sind, sind in die Positionen des Leistungsverzeichnisses einzukalkulieren.</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:284pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Für die Lieferung von Füllboden und Frostschutzmaterial werden folgende Abrechnungsgewichte und Faktoren zugrunde gelegt: Im verdichteten Zustand:</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:284pt;tab-stops:33px 47px 75px 94px 141px 151px 188px 226px 236px 283px 302px 330px 378px 424px;"><span style="font-size:10pt;font-family:Arial;">Bodenklasse 3-6</span><span style="font-size:10pt;mso-tab-count:1;font-family:Arial;"> </span><span style="font-size:10pt;font-family:Arial;">1</span><span style="font-size:10pt;mso-tab-count:1;font-family:Arial;"> </span><span style="font-size:10pt;mso-tab-count:1;font-family:Arial;"> </span><span style="font-size:10pt;font-family:Arial;">m³</span><span style="font-size:10pt;mso-tab-count:1;font-family:Arial;"> </span><span style="font-size:10pt;font-family:Arial;">Masse</span><span style="font-size:10pt;mso-tab-count:1;font-family:Arial;"> </span><span style="font-size:10pt;font-family:Arial;"> 1,7</span><span style="font-size:10pt;mso-tab-count:1;font-family:Arial;"> </span><span style="font-size:10pt;font-family:Arial;">to</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:284pt;tab-stops:33px 47px 75px 94px 141px 151px 188px 226px 236px 283px 302px 330px 378px 424px;"><span style="font-size:10pt;font-family:Arial;">Kies/Schotter</span><span style="font-size:10pt;mso-tab-count:1;font-family:Arial;"> </span><span style="font-size:10pt;mso-tab-count:1;font-family:Arial;"> </span><span style="font-size:10pt;font-family:Arial;">1</span><span style="font-size:10pt;mso-tab-count:1;font-family:Arial;"> </span><span style="font-size:10pt;mso-tab-count:1;font-family:Arial;"> </span><span style="font-size:10pt;font-family:Arial;">m³</span><span style="font-size:10pt;mso-tab-count:1;font-family:Arial;"> </span><span style="font-size:10pt;font-family:Arial;">Masse</span><span style="font-size:10pt;mso-tab-count:1;font-family:Arial;"> </span><span style="font-size:10pt;font-family:Arial;"> 2,25</span><span style="font-size:10pt;mso-tab-count:1;font-family:Arial;"> </span><span style="font-size:10pt;font-family:Arial;">to</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:284pt;tab-stops:33px 47px 75px 94px 141px 151px 188px 226px 236px 283px 302px 330px 378px 424px;"><span style="font-size:10pt;font-family:Arial;">Mutterboden </span><span style="font-size:10pt;mso-tab-count:1;font-family:Arial;"> </span><span style="font-size:10pt;mso-tab-count:1;font-family:Arial;"> </span><span style="font-size:10pt;font-family:Arial;">1</span><span style="font-size:10pt;mso-tab-count:1;font-family:Arial;"> </span><span style="font-size:10pt;mso-tab-count:1;font-family:Arial;"> </span><span style="font-size:10pt;font-family:Arial;">m³</span><span style="font-size:10pt;mso-tab-count:1;font-family:Arial;"> </span><span style="font-size:10pt;font-family:Arial;">Masse</span><span style="font-size:10pt;mso-tab-count:1;font-family:Arial;"> </span><span style="font-size:10pt;font-family:Arial;"> 1,5</span><span style="font-size:10pt;mso-tab-count:1;font-family:Arial;"> </span><span style="font-size:10pt;font-family:Arial;">to</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:284pt;tab-stops:33px 47px 75px 94px 141px 151px 188px 226px 236px 283px 302px 330px 378px 424px;"><span style="font-size:10pt;font-family:Arial;">Lava </span><span style="font-size:10pt;mso-tab-count:1;font-family:Arial;"> </span><span style="font-size:10pt;mso-tab-count:1;font-family:Arial;"> </span><span style="font-size:10pt;font-family:Arial;">    </span><span style="font-size:10pt;mso-tab-count:1;font-family:Arial;"> </span><span style="font-size:10pt;mso-tab-count:1;font-family:Arial;"> </span><span style="font-size:10pt;mso-tab-count:1;font-family:Arial;"> </span><span style="font-size:10pt;font-family:Arial;">1</span><span style="font-size:10pt;mso-tab-count:1;font-family:Arial;"> </span><span style="font-size:10pt;mso-tab-count:1;font-family:Arial;"> </span><span style="font-size:10pt;font-family:Arial;">m³</span><span style="font-size:10pt;mso-tab-count:1;font-family:Arial;"> </span><span style="font-size:10pt;font-family:Arial;">Masse</span><span style="font-size:10pt;mso-tab-count:1;font-family:Arial;"> </span><span style="font-size:10pt;font-family:Arial;">1,4</span><span style="font-size:10pt;mso-tab-count:1;font-family:Arial;"> </span><span style="font-size:10pt;mso-tab-count:1;font-family:Arial;"> </span><span style="font-size:10pt;font-family:Arial;">to</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:284pt;tab-stops:33px 47px 75px 94px 141px 151px 188px 226px 236px 283px 302px 330px 378px 424px;"><span style="font-size:10pt;font-family:Arial;">Grubensand </span><span style="font-size:10pt;mso-tab-count:1;font-family:Arial;"> </span><span style="font-size:10pt;mso-tab-count:1;font-family:Arial;"> </span><span style="font-size:10pt;font-family:Arial;">1</span><span style="font-size:10pt;mso-tab-count:1;font-family:Arial;"> </span><span style="font-size:10pt;mso-tab-count:1;font-family:Arial;"> </span><span style="font-size:10pt;font-family:Arial;">m³</span><span style="font-size:10pt;mso-tab-count:1;font-family:Arial;"> </span><span style="font-size:10pt;font-family:Arial;">Masse</span><span style="font-size:10pt;mso-tab-count:1;font-family:Arial;"> </span><span style="font-size:10pt;font-family:Arial;">1,7</span><span style="font-size:10pt;mso-tab-count:1;font-family:Arial;"> </span><span style="font-size:10pt;mso-tab-count:1;font-family:Arial;"> </span><span style="font-size:10pt;font-family:Arial;">to</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:284pt;tab-stops:33px 47px 75px 94px 141px 151px 188px 226px 236px 283px 302px 330px 378px 424px;"><span style="font-size:10pt;font-family:Arial;">Steinsand </span><span style="font-size:10pt;mso-tab-count:1;font-family:Arial;"> </span><span style="font-size:10pt;mso-tab-count:1;font-family:Arial;"> </span><span style="font-size:10pt;mso-tab-count:1;font-family:Arial;"> </span><span style="font-size:10pt;font-family:Arial;">1</span><span style="font-size:10pt;mso-tab-count:1;font-family:Arial;"> </span><span style="font-size:10pt;mso-tab-count:1;font-family:Arial;"> </span><span style="font-size:10pt;font-family:Arial;">m³</span><span style="font-size:10pt;mso-tab-count:1;font-family:Arial;"> </span><span style="font-size:10pt;font-family:Arial;">Masse</span><span style="font-size:10pt;mso-tab-count:1;font-family:Arial;"> </span><span style="font-size:10pt;font-family:Arial;">1,9</span><span style="font-size:10pt;mso-tab-count:1;font-family:Arial;"> </span><span style="font-size:10pt;mso-tab-count:1;font-family:Arial;"> </span><span style="font-size:10pt;font-family:Arial;">to</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:284pt;tab-stops:33px 47px 75px 94px 141px 151px 188px 226px 236px 283px 302px 330px 378px 424px;"><span style="font-size:10pt;font-family:Arial;">Vorabsiebung</span><span style="font-size:10pt;mso-tab-count:1;font-family:Arial;"> </span><span style="font-size:10pt;mso-tab-count:1;font-family:Arial;"> </span><span style="font-size:10pt;font-family:Arial;">1</span><span style="font-size:10pt;mso-tab-count:1;font-family:Arial;"> </span><span style="font-size:10pt;mso-tab-count:1;font-family:Arial;"> </span><span style="font-size:10pt;font-family:Arial;">m³</span><span style="font-size:10pt;mso-tab-count:1;font-family:Arial;"> </span><span style="font-size:10pt;font-family:Arial;">Masse</span><span style="font-size:10pt;mso-tab-count:1;font-family:Arial;"> </span><span style="font-size:10pt;font-family:Arial;">2,0</span><span style="font-size:10pt;mso-tab-count:1;font-family:Arial;"> </span><span style="font-size:10pt;mso-tab-count:1;font-family:Arial;"> </span><span style="font-size:10pt;font-family:Arial;">to</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:284pt;tab-stops:75px 151px 226px 302px 378px 453px 529px 604px 680px 756px 831px 907px 982px 1058px;"><span style="font-size:10pt;font-family:Arial;">Split 8/11 </span><span style="font-size:10pt;mso-tab-count:1;font-family:Arial;"> </span><span style="font-size:10pt;mso-tab-count:1;font-family:Arial;"> </span><span style="font-size:10pt;font-family:Arial;">1</span><span style="font-size:10pt;mso-tab-count:1;font-family:Arial;"> </span><span style="font-size:10pt;font-family:Arial;">m³</span><span style="font-size:10pt;mso-tab-count:1;font-family:Arial;"> </span><span style="font-size:10pt;font-family:Arial;">Masse</span><span style="font-size:10pt;mso-tab-count:1;font-family:Arial;"> </span><span style="font-size:10pt;font-family:Arial;">=</span><span style="font-size:10pt;mso-tab-count:1;font-family:Arial;"> </span><span style="font-size:10pt;font-family:Arial;">2,0</span><span style="font-size:10pt;mso-tab-count:1;font-family:Arial;"> </span><span style="font-size:10pt;font-family:Arial;">to</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:383pt;font-size:10pt;"/><p style="margin-top:0pt;margin-bottom:0pt;width:383pt;font-size:10pt;font-weight:bold;"><span style="font-family:Arial;font-size:10pt;">0.1.21 Art und Zeit der vom Auftraggeber veranlassten Vorarbeiten (Leistungen des AG)</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:383pt;font-size:10pt;"/><p style="margin-top:0pt;margin-bottom:0pt;width:383pt;font-size:10pt;font-weight:bold;"><span style="font-family:Arial;font-size:10pt;">Angaben zur Ausführung</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:383pt;font-size:10pt;"/><p style="margin-top:0pt;margin-bottom:0pt;width:383pt;font-size:10pt;font-weight:bold;"><span style="font-family:Arial;font-size:10pt;">0.2.1 Vorgesehene Arbeitsabschnitte, Arbeitsunterbrechungen und Arbeitsbeschränkungen nach Art, Ort und Zeit sowie Abhängigkeiten von Leistungen anderer</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:383pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Die Arbeiten erfolgen zentralen Bereichen der Stadt Fröndenberg/Ruhr. Zur Gewährleistung einer dauerhaften Nutzbarkeit der Flächen sowie der anliegenden Geschäfte werden die Arbeiten in bis zu sechs Teilabschnitten durchgeführt. Diese Teilabschnitte müssen nach Auftragserteilung zusammen mit dem Bauherrn sowie der örtlichen Bauüberwachung festgelegt werden und die räumlichen und zeitlichen Arbeitsabläufe in einem vom AN zu erstellenden Bauablaufplan dokumentiert werden, in welchem die Arbeiten in Teilabschnitten zu berücksichtigen sind.</span><br/><span>Alle Mehrkosten und Mehraufwände, die sich durch die Arbeiten in Teilabschnitten sind -soweit diese nicht in entsprechenden Positionen beschrieben sind - in der Kalkulation zu berücksichtigen.</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:383pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Desweiteren sind die Arbeiten aus Bereich 01 und 02 zu koordinieren.</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:383pt;font-size:10pt;"/><p style="margin-top:0pt;margin-bottom:0pt;width:383pt;font-size:10pt;font-weight:bold;"><span style="font-family:Arial;font-size:10pt;">0.2.2 Besondere Erschwernisse während der Ausführung, z.B. Arbeiten in Räumen, in denen der Betrieb weiter läuft, Arbeiten im Bereich von Verkehrswegen, oder bei außergewöhnlichen äußeren Einflüssen.</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:383pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Die Zufahrten zu den Bauflächen und zur Baustelleneinrichtungsfläche werden während der Bauarbeiten als Straßenfläche/Fußgängerzonen genutzt..</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:383pt;font-size:10pt;"/><p style="margin-top:0pt;margin-bottom:0pt;width:383pt;font-size:10pt;font-weight:bold;"><span style="font-family:Arial;font-size:10pt;">0.2.3 Besondere Anforderungen für Arbeiten in kontaminierten Bereichen, gegebenenfalls besondere Anforderungen für Schutz- und Sicherheitsmaßnahmen</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:383pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Es sind keine Angaben zu eventuellen Kontaminierungen in den Bauflächen bekannt.</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:383pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Grundsätzlich müssen die Arbeitsweisen beim Abbruch und bei Erdarbeiten so gewählt werden, dass eine Staubbildung unterbleibt.</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:383pt;font-size:10pt;"/><p style="margin-top:0pt;margin-bottom:0pt;width:383pt;font-size:10pt;font-weight:bold;"><span style="font-family:Arial;font-size:10pt;">0.2.4 Besondere Anforderungen an die Baustelleneinrichtung und Entsorgungseinrichtungen, z.B. Behälter für die getrennte Erfassung</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:383pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Die Lagerung von auf der Baustelle durch die Erbringung der Leistung anfallenden Abfällen und Stoffen hat getrennt und ggf. in Containern und zugelassenen Behältnissen zu erfolgen. Container und andere Behältnisse sind vom AN selbst aufzustellen. Nach Füllung sind Container und Behältnisse durch den AN fachgerecht zu entsorgen. Die Kosten dafür sind in das Angebot einzukalkulieren.</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:383pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Der Mehraufwand für das Separieren der zu entsorgenden Stoffe ist in das Angebot einzukalkulieren.</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:383pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Bauzäune sowie die Sicherung der Bauflächen sind täglich zu kontrollieren.</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:383pt;font-size:10pt;"/><p style="margin-top:0pt;margin-bottom:0pt;width:383pt;font-size:10pt;font-weight:bold;"><span style="font-family:Arial;font-size:10pt;">0.2.5 Besonderheiten der Regelung und Sicherung des Verkehrs gegebenenfalls auch, wieweit der AG die Durchführung der Maßnahmen übernimmt</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:383pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Für die erforderlichen Sondergenehmigungen für Sperrungen von Verkehrsflächen / Gehwegflächen bei An- bzw. Abtransport und die Bauarbeiten übernimmt der AN die Abstimmung und Beantragungen mit den Behörden. Die erforderlichen Verkehrsrechtlichen Anordnungen sind einzuholen und umfassende Absperrungen/Beschilderungen durchzuführen</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:383pt;font-size:10pt;"/><p style="margin-top:0pt;margin-bottom:0pt;width:383pt;font-size:10pt;font-weight:bold;"><span style="font-family:Arial;font-size:10pt;">0.2.6 Verwendung oder Mitverwendung von wiederaufbereiteten (Recycling-) Stoffen</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:383pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Keine Verwendung von RC-Materialien.</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:383pt;font-size:10pt;"/><p style="margin-top:0pt;margin-bottom:0pt;width:383pt;font-size:10pt;font-weight:bold;"><span style="font-family:Arial;font-size:10pt;">0.2.7 Besondere Anforderungen an Art, Güte und Umweltverträglichkeit der Stoffe und Bauteile, auch z.B. an die schnelle biologische Abbaubarkeit von Hilfsstoffen</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:383pt;"><span style="font-size:10pt;font-family:Arial;">Zu liefernder Füllboden darf den </span><span style="font-size:10pt;text-decoration:underline ;font-family:Arial;">Zuordnungswert Z 1.1</span><span style="font-size:10pt;font-family:Arial;"> gemäß LAGA Boden nicht überschreiten und ist pro 500m³ und pro Anfallstelle durch Analyse gemäß der Mitteilung 20 der LAGA &#x22;Anforderungen an die stoffliche Verwertung von mineralischen Reststoffen, Abfällen - technische Regeln&#x22; LAGA Boden Tab. II 1.2-2 und Tab. II 1.2-3 sowie LAGA Bauschutt sowie Bodenaushub mit mineralischen Fremdbestandteilen &#x3e;10Vol.% aus Bauschutt oder sonstigen mineralischen Reststoffen/Abfällen z.B. Schlacken und Aschen, Tab. II 1.4-5 und Tab. II 1.4-6 zu untersuchen und durch einen Baugrundgutachter bewerten zu lassen.</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:383pt;"><span style="font-size:10pt;font-family:Arial;">Zu liefernder Oberboden darf den </span><span style="font-size:10pt;text-decoration:underline ;font-family:Arial;">Zuordnungswert Z 1.1</span><span style="font-size:10pt;font-family:Arial;"> gemäß LAGA Boden nicht überschreiten und ist pro 500m³ und pro Anfallstelle durch Analyse gemäß der Mitteilung 20 der LAGA &#x22;Anforderungen an die stoffliche Verwertung von mineralischen Reststoffen, Abfällen - technische Regeln&#x22; LAGA Boden Tab. II 1.2-2 und Tab. II 1.2-3 zu untersuchen und durch den Baugrundgutachter IGW zu bewerten. Zusätzlich ist der zum Einbau vorgesehene Oberboden auf seine Eignung gemäß §12 BBodSchV zur Herstellung einer durchwurzelbaren Bodenschicht zu überprüfen. Der Eignungsnachweis für den Einbau im Bereich von Kinderspielflächen ist vor Einbau einzureichen.</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:383pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Die Untersuchungen erfolgen durch einen Gutachter des AN. Der Bauherr behält sich im Rahmen der Bauüberwachung vor, zusätzliche Untersuchungen zu veranlassen und gegebenenfalls den Austausch des Bodens/Oberbodens zu verlangen.</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:383pt;font-size:10pt;"/><p style="margin-top:0pt;margin-bottom:0pt;width:383pt;"><span style="font-size:10pt;font-weight:bold;font-family:Arial;">0.2.8 Art und Umfang der vom Auftraggeber verlangten </span><span style="font-size:10pt;font-weight:bold;text-decoration:underline ;font-family:Arial;">Eignungs-</span><span style="font-size:10pt;font-weight:bold;font-family:Arial;"> und Gütenachweise</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:383pt;"><span style="font-size:10pt;font-family:Arial;">Grundsätzlich sind für alle Baustoffe und Materialien, die für die Errichtung der baulichen Anlagen eingesetzt werden sollen, </span><span style="font-size:10pt;text-decoration:underline ;font-family:Arial;">Eignungs</span><span style="font-size:10pt;font-family:Arial;">- und Gütenachweise, Zulassungen, Unbedenklichkeitsbescheinigung etc. vor Ausführungsbeginn vorzulegen.</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:383pt;font-size:10pt;"/><p style="margin-top:0pt;margin-bottom:0pt;width:383pt;font-size:10pt;font-weight:bold;"><span style="font-family:Arial;font-size:10pt;">0.2.9 Art, Zahl, Menge oder Masse der Stoffe und Bauteile, die vom Auftraggeber beigestellt werden, sowie Art, genaue Bezeichnung des Ortes und Zeit ihrer Übergabe</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:383pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Nicht zutreffend.</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:383pt;font-size:10pt;"/><p style="margin-top:0pt;margin-bottom:0pt;width:383pt;font-size:10pt;font-weight:bold;"><span style="font-family:Arial;font-size:10pt;">0.2.10 In welchem Umfang der Auftraggeber Abladen, Lagern und Transport von Stoffen und Bauteilen übernimmt oder dafür dem Auftragnehmer Geräte oder Arbeitskräfte zur Verfügung stellt</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:383pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Nicht zutreffend.</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:383pt;font-size:10pt;"/><p style="margin-top:0pt;margin-bottom:0pt;width:383pt;font-size:10pt;font-weight:bold;"><span style="font-family:Arial;font-size:10pt;">0.2.11 Leistungen für andere Unternehmer</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:383pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Nicht zutreffend.</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:383pt;font-size:10pt;"/><p style="margin-top:0pt;margin-bottom:0pt;width:383pt;font-size:10pt;font-weight:bold;"><span style="font-family:Arial;font-size:10pt;">0.2.12 Mitwirken beim Einstellen von Anlageteilen und bei der Inbetriebnahme von Anlagen im Zusammenwirken mit anderen Beteiligten,</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:383pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Nicht zutreffend.</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:383pt;font-size:10pt;"/><p style="margin-top:0pt;margin-bottom:0pt;width:383pt;font-size:10pt;font-weight:bold;"><span style="font-family:Arial;font-size:10pt;">0.2.13 Benutzung von Teilen der Leistung vor der Abnahme</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:383pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Für die einzelnen Teilabschnitte ist mit einer Benutzung nach einer Leistungsfeststellung zu rechnen.</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:383pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Eine Abnahme erfolgt nur nach Fertigstellung aller Leistungen (ohne die Ansaatarbeiten).</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:383pt;font-size:10pt;"/><p style="margin-top:0pt;margin-bottom:0pt;width:383pt;font-size:10pt;font-weight:bold;"><span style="font-family:Arial;font-size:10pt;">0.2.14 Übertragung der Wartung während der Dauer der Verjährungsfrist für die Gewährleistungsansprüche für maschinelle und elektrotechnische sowie elektronische Anlagen oder Teile davon, bei denen die Wartung Einfluss auf die Sicherheit und die Funktionsfähigkeit hat, durch einen besonderen Wartungsvertrag</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:383pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Nicht zutreffend.</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:383pt;font-size:10pt;"/><p style="margin-top:0pt;margin-bottom:0pt;width:383pt;font-size:10pt;font-weight:bold;"><span style="font-family:Arial;font-size:10pt;">0.2.15 Art der Abrechnung nach bestimmten Zeichnungen oder Tabellen</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:383pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Für alle Positionen ist ein Soll- Ist-Vergleich der Mengen zu erstellen</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:383pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">und mit der Schlussrechnung einzureichen, einschl. Abgleich der Ein- und Ausbaumengen auf Grundlage des Ur- und Fertiggeländes sowie Auf- und Abtragsmenge. Die Abrechnung erfolgt durch digitale Aufmaße.</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:383pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Die Aufmaße sind in nachvollziehbaren Plänen und Massenzusammenstellungen mit Dreiecksvermaschung zu dokumentieren. Die Unterlagen sind in 2-facher Papierform sowie digital auf USB-Stick zu übergeben.</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:383pt;font-size:10pt;"/><p style="margin-top:0pt;margin-bottom:0pt;width:383pt;font-size:10pt;font-weight:bold;"><span style="font-family:Arial;font-size:10pt;">0.2.16 Entsorgung/Wiederverwertung</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:383pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Nicht wiedereinbaufähige Bodenmassen und Materialreste sind einer behördlich zugelassenen Deponie zuzuführen. Der AN hat sämtliche Abfuhr-, Entsorgungskosten, Deponiegebühren u.ä. einzukalkulieren, auch wenn nicht ausdrücklich in der Position darauf hingewiesen wird oder sofern keine gesonderten Angaben im LV vorhanden sind. Sämtliche während der baulichen Umsetzung der Maßnahme anfallenden Abfälle sind gemäß Kreislaufwirtschaftsgesetz einer, für diese Abfallart zulässigen, Entsorgungsanlage zuzuführen. Dem Auftragnehmer werden die Pflichten des Erzeugers gemäß Kreislaufwirtschaftsgesetz übertragen.</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:383pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Die Vorgaben des elektronischen Abfallnachweisverfahrens (eANV) sind entsprechend zu beachten. Die Verantwortlichkeit für die Nachweis- und Registerführung obliegt allein dem Auftragnehmer. Es ist mit LAGA-Klassifizierung bis einschließlich Z2 zu kalkulieren, sofern keine anderen Vorgaben getätigt werden. Kosten für das Zuführen zu den Wiederverwertungsanlagen und Aufbereitungskosten sind ebenfalls in die EP des folgenden Leistungsverzeichnisses einzurechnen.</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:383pt;font-size:10pt;"/><p style="margin-top:0pt;margin-bottom:0pt;width:383pt;font-size:10pt;font-weight:bold;"><span style="font-family:Arial;font-size:10pt;">0.2.17 Arbeitssicherheit</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:383pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Sämtliche Unfallverhütungsvorschriften und berufsgenossenschaftliche Gesetze, Regeln und Informationen sind einzuhalten.</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:383pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Persönliche Schutzausrüstungen:</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:383pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Persönliche Schutzausrüstungen sind vom Unternehmer zur Verfügung zu stellen. Die Beschäftigten sind verpflichtet, die bei der jeweiligen Arbeit erforderlichen persönlichen Schutzausrüstungen zu benutzen. Die persönlichen Schutzausrüstungen sind vor der Benutzung von jedem Beschäftigten zu kontrollieren. Zudem sind sie in angemessenen Zeiträumen nach den gesetzlichen Vorgaben, mindestens jedoch einmal jährlich, von einem Sachkundigen zu kontrollieren. Die Kontrolle durch den Benutzer ist eine Sichtprüfung auf erkennbare Schäden oder Mängel. Nach Änderungen und Instandsetzungen kann eine Prüfung durch einen Sachkundigen, z.B. des Herstellers der persönlichen Schutzausrüstung, erforderlich werden. Die Messung der Umgebungsluft gemäß den Sicherheitsregeln für Arbeiten in umschlossenen Räumen von</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:383pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">abwassertechnischen Anlagen ist während der gesamten Montagezeit ohne Unterbrechung durchzuführen.</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:383pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Hygienemaßnahmen:</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:383pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Verschmutzte Arbeitskleidung muss von der Straßenkleidung gesondert aufbewahrt werden. Zur Reinigung und Pflege der Hände und des Gesichtes müssen in der Nähe des Arbeitsplatzes bzw. in oder an Kraftfahrzeugen oder Gerätewagen geeignete Waschgelegenheiten mit fließendem Wasser und den entsprechenden erforderlichen Reinigungs-, Desinfektions- und Pflegemitteln mitgeführt und benutzt werden. Vor Beginn der Arbeit empfiehlt sich die Anwendung von Hautschutzmitteln. Desinfektionsmittel wirken auf den natürlichen Schutzfilm der Haut ein und können bei unsachgemäßer Anwendung zu Hautschäden führen. Arbeitnehmer müssen sich vor der Einnahme von Speisen und Getränken wegen möglicher Infektionsgefahr die Hände reinigen. Auch beim Rauchen mit verschmutzten Händen besteht Infektionsgefahr.</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:383pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Sicherheits- und Gesundheitsschutz auf der Baustelle:</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:383pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Der AN verpflichtet sich, die zur Regelung des Arbeitsschutzes auf der Baustelle geltenden Gesetze, Verordnungen sowie die berufsgenossenschaftlichen Vorschriften und Regeln zu beachten und einzuhalten. Dessen Anweisung ist Folge zu leisten. Der AN hat spätestens 1 Woche vor Baubeginn für jeden Arbeitsplatz eine Gefährdungsbeurteilung und deren Dokumentation vorzulegen (siehe Arbeitsschutzgesetz §§ 5 und 6) und diese mit dem AG abzustimmen. Vom AN ist ein für den Arbeitsschutz in seinem Arbeitsbereich auf Verlangen verantwortlicher Bauleiter schriftlich zu benennen. Dieser ist für die Einhaltung der Arbeitsschutzvorschriften durch die ihm unterstellten Mitarbeiter zuständig. Das Baustellenpersonal ist vor Ort für diese Baustelle zu unterweisen. Der Vorgang ist zu protokollieren. Einzutragen ist das vor Ort tätige Stammpersonal unter Benennung des Vorarbeiters. Bei Personalwechsel ist die Unterweisung ebenfalls vorzunehmen und zu dokumentieren.</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:383pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Besondere Angaben zur Sicherung gegen Unfall- und Gesundheitsgefahren:</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:383pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Der Auftraggeber weist nachdrücklich auf die folgenden Gefahrenstellen im Baustellenbereich, die für seine Anlagen spezifisch sind, hin:</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:383pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">A) Aufsichtspflicht und Unfallverhütungsvorschriften: Der Auftragnehmer übernimmt mit dem Auftrag für die Dauer der Bauzeit die alleinige Aufsichtspflicht über die gesamte Baustelle. Er ist für die Einhaltung der gesetzlichen Sicherheitsbestimmungen verantwortlich. Die BGR sind genauestens zu beachten.</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:383pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">B) Gefahren in umschlossenen Räumen von Abwasseranlagen bestehen oder entstehen z.B. durch:</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:383pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">· Gase oder Dämpfe, durch die Brände oder Explosionen entstehen können</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:383pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">· Sauerstoffmangel, der zum Ersticken führen kann</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:383pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">· sehr giftige, giftige oder mindergiftige (gesundheitsschädliche) Stoffe, die berührt, durch die Haut und den Mund aufgenommen oder eingeatmet werden können, z.B. Schwefelwasserstoff, Kohlendioxid</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:383pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">· Einsetzen stärkerer Wasserführung (Ertrinkungsgefahr)</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:383pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Bakterien oder Lebewesen und deren Stoffwechselprodukte sowie Verschmutzungen, die zu Infektionen führen können.</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:383pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">In Baustellenbereichen, die in offener Verbindung mit Abwasser stehen, ist der AN verpflichtet vor dem Einstieg, z.B. in Schächte, und während der Arbeiten kontinuierliche Messungen der Atmosphäre (EX, O2, H2S, CH4 und CO2) mit geeigneten Messeinrichtungen vorzunehmen. Wenn Gasgefahr durch eines der vorgenannten Gase besteht, dürfen die Arbeiten nicht begonnen bzw. müssen sofort eingestellt und die Gefahrenbereiche verlassen werden. In diesem Zusammenhang wird auf die strikte Einhaltung der BGV C 5 &#x22;Abwassertechnische Anlagen&#x22; und der BGR 126 &#x22;Sicherheitsregeln für Arbeiten in umschlossenen Räumen von abwassertechnischen Anlagen&#x22; in der jeweils neuesten gültigen Fassung hingewiesen.</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:383pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">C) Sonstige Gefahren: Explosionsgefährdete Bereiche, z. B.</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:383pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">· Rohrleitungstrassen, vorgeschaltete abwassertechnische Anlagen</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:383pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">· elektrische Bereiche, z.B. Kabeltrassen, Schalt- und Verteilungsanlagen, Transformatoren,</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:383pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">· offene Baugruben und Tiefanlagen von Bauwerken mit möglichen Gefahren des Abstürzens, Erstickens und Ertrinkens</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:383pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">· erhöhte Unfallgefahr in Bauwerken durch gleichzeitig auszuführende Baumaßnahmen sowie Baumaschinen und Fahrzeuge.</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:383pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Auf die Vorschrift VBG 119 &#x22;Schutz gegen gesundheitsgefährlichen mineralischen Staub&#x22; wird verwiesen. Wenn die Arbeiten des AN zeitlich und örtlich mit den Arbeiten anderer AN zusammenfallen, so müssen sich die verschiedenen AN zur Vermeidung einer gegenseitigen Gefährdung abstimmen (siehe BGV A 1&#x22; Allgemeine Vorschriften&#x22; § 6 Abs.1). Die Sicherheitsfachkräfte des AG können bei Bedarf in Abstimmung mit den Sicherheitsfachkräften aller auf der Baustelle beschäftigten AN zusätzliche Maßnahmen im Rahmen der Unfallverhütungsvorschriften und Sicherheitsregeln vorschlagen. Die Vorgaben der BGV C 22 Sicherung von Arbeitsstätten an Straßen, der BGV A 5 Erste Hilfe, sowie die gültigen Bestimmungen sind einzuhalten.</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:383pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Die Kosten für die Straßenreinigung, bei Bedarf auch mehrmals täglich, sind in die EP einzukalkulieren und werden nicht gesondert vergütet.</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:383pt;font-size:10pt;"/><p style="margin-top:0pt;margin-bottom:0pt;width:383pt;font-size:10pt;font-weight:bold;"><span style="font-family:Arial;font-size:10pt;">0.2.18 Nachunternehmer</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:383pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Mit der Angebotsabgabe hat der Bieter eine Übersicht der Arbeiten einzureichen, die durch Nachunternehmer durchgeführt werden sollen.</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:383pt;font-size:10pt;"/><p style="margin-top:0pt;margin-bottom:0pt;width:383pt;font-size:10pt;font-weight:bold;"><span style="font-family:Arial;font-size:10pt;">Sonstige Vorbemerkungen</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:383pt;"><span style="font-size:10pt;font-weight:bold;font-family:Arial;">0.3.1 </span><span style="font-size:10pt;font-family:Arial;">Einwände und Bedenken gegen die vorgeschriebenen Materialien (Lieferschwierigkeiten etc.) und die Art der Ausführung müssen dem Angebot bei Abgabe schriftlich beigefügt werden.</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:383pt;font-size:10pt;"/><p style="margin-top:0pt;margin-bottom:0pt;width:383pt;"><span style="font-size:10pt;font-weight:bold;font-family:Arial;">0.3.2 </span><span style="font-size:10pt;font-family:Arial;">Der örtlichen Bauüberwachung (Landschaftsarchitekt) sind auf Anforderung Muster und Proben der im Leistungsverzeichnis ausgeschriebenen Materialien vor dem Einbau zur Begutachtung vorzulegen.</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:383pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Der Einbau kann grundsätzlich erst nach Freigabe durch den AG erfolgen.</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:383pt;font-size:10pt;"/><p style="margin-top:0pt;margin-bottom:0pt;width:383pt;"><span style="font-size:10pt;font-weight:bold;font-family:Arial;">0.3.3 </span><span style="font-size:10pt;font-family:Arial;">Alle angegebenen Maße und Massen beziehen sich auf den eingebauten, gewachsenen, abgewalzten bzw. fertigen Zustand, soweit das LV nichts Gegenteiliges aussagt.</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:383pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Die eingetragenen Massen sind Annahmen und spiegeln den derzeitigen Kenntnisstand wider.</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:383pt;font-size:10pt;"/><p style="margin-top:0pt;margin-bottom:0pt;width:383pt;"><span style="font-size:10pt;font-weight:bold;font-family:Arial;">0.3.4 </span><span style="font-size:10pt;font-family:Arial;">Bei Lieferung von Boden, Bodenverbesserungsmitteln, Düngemitteln, etc. muss der Lieferschein Datum, Baustelle, Fahrzeugnummer, Tragfähigkeit des Fahrzeuges sowie die Unterschrift des Fahrers enthalten. Wiegescheine mit Handeinträgen werden nicht anerkannt und können nicht berücksichtigt werden.</span><span style="font-family:Arial;font-size:10pt;"/><br/><span/><span style="font-size:10pt;font-family:Arial;">Für die Abrechnung sind Originallieferscheine und Wiegescheine erforderlich.</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:383pt;font-size:10pt;"/><p style="margin-top:0pt;margin-bottom:0pt;width:383pt;"><span style="font-size:10pt;font-weight:bold;font-family:Arial;">0.3.5 </span><span style="font-size:10pt;font-family:Arial;">Während der Bauzeit hat der AN für Sicherheit auf der Baustelle Sorge zu tragen, z.B. durch Aufstellen von Bauzäunen, Hinweisschildern, Abschrankungen oder sonstigen Schutz- und Sicherungsmaßnahmen.</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:383pt;font-size:10pt;"/><p style="margin-top:0pt;margin-bottom:0pt;width:383pt;"><span style="font-size:10pt;font-weight:bold;font-family:Arial;">0.3.6 </span><span style="font-size:10pt;font-family:Arial;">Der AN hat sich vor Beginn seiner Arbeiten vom Zustand der vorhandenen Gebäude/Bauteile überzeugen und diese zu kontrollieren. Um die fachtechnisch ordnungsgemäße Durchführung der Arbeiten zu gewährleisten, sind vor Beginn der Arbeiten alle die vorhandenen Gebäude/Bauteile zu dokumentieren, durch welche die Fertighöhen, eine funktionierende Entwässerung sowie die Standfestigkeit und Benutzbarkeit der Bauleistung beeinträchtigt würden.</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:383pt;font-size:10pt;"/><p style="margin-top:0pt;margin-bottom:0pt;width:383pt;"><span style="font-size:10pt;font-weight:bold;font-family:Arial;">0.3.7 </span><span style="font-size:10pt;font-family:Arial;">Der Auftragnehmer hat spätestens 5 Werktage nach Auftragsvergabe einen Bauleiter zu benennen, der als Entscheidungsbefugter eingesetzt wird. Dieser hat der deutschen Sprache mächtig zu sein.</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:383pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Der Bauleiter des AN ist verpflichtet, an den vom AG festgesetzten Baustellenbesprechungen teilzunehmen. Der AN ist verpflichtet Tagesberichte zu führen, die wöchentlich der örtlichen Bauüberwachung des AG vorzulegen sind.</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:383pt;font-size:10pt;"/><p style="margin-top:0pt;margin-bottom:0pt;width:383pt;"><span style="font-size:10pt;font-weight:bold;font-family:Arial;">0.3.8 </span><span style="font-size:10pt;font-family:Arial;">Ausführungsfristen:</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:383pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Der Auftragnehmer (AN) hat einen Bauzeitenplan, abgestimmt auf die einzelnen Teilabschnitte als Balkenplan für seine vertraglichen Leistungen und die jeweils notwendigen Vorlaufzeiten in zweifacher Fertigung zu erstellen und mit dem Auftraggeber (AG) abzustimmen, anhand dessen die Einhaltung der Vertragsfristen nachgewiesen und überwacht werden kann (mit Angabe von Werkstattplanung, Lieferzeit und Einbau).</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:383pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Dieser abgestimmte Feinterminplan wird Vertragsterminplan.</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:383pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Bei Änderung der Vertragsfristen oder erheblichen Abweichungen von sonstigen Festlegungen ist der Terminplan unverzüglich zu überarbeiten. Die Termine werden von der Bauüberwachung des AG in regelmäßigen Terminkoordinationsbesprechungen überwacht. Der Bauleiter des Auftragnehmers ist verpflichtet, an den Terminbesprechungen teilzunehmen.</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:383pt;font-size:10pt;"/><p style="margin-top:0pt;margin-bottom:0pt;width:383pt;"><span style="font-size:10pt;font-weight:bold;font-family:Arial;">0.3.9 </span><span style="font-size:10pt;font-family:Arial;">Bodendenkmäler sind durch das Denkmalschutzgesetz (DSchG) NRW und die Europäische Konvention von La Valetta ausdrücklich geschützt. Bei Bodenbewegungen auftretende archäologische Bodenfunde (Keramik, Glas, Metallgegenstände, Knochen etc.) und </span><span style="font-size:10pt;text-decoration:underline ;font-family:Arial;">-befunde</span><span style="font-size:10pt;font-family:Arial;"> (Verfärbungen des Bodens, Mauern etc.) oder Zeugnisse tierischen und pflanzlichen Lebens aus </span><span style="font-size:10pt;text-decoration:underline ;font-family:Arial;">erdgeschichtlicher</span><span style="font-size:10pt;font-family:Arial;"> Zeit sind gemäß § 15 Denkmalschutzgesetz Nordrhein-Westfalen unverzüglich der Denkmalbehörde der Stadt Fröndenberg/Ruhr zu melden.</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:383pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Außerdem ist der Fund gemäß § 16 DSchG mindestens drei Werktage in unverändertem Zustand zu belassen. Die sich ergebenden Verzögerungen für Arbeiten in Teilflächen von jeweils bis zu 6 Wochen bzw. Verlagerungen der Arbeiten sind in die Einheitspreise einzukalkulieren.</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:383pt;font-size:10pt;"/><p style="margin-top:0pt;margin-bottom:0pt;width:383pt;"><span style="font-size:10pt;font-weight:bold;font-family:Arial;">0.3.10 </span><span style="font-size:10pt;font-family:Arial;">Die Leistungen des AN sind fachgerecht und in Bezug auf die Unfallgefahr sorgfältig durchzuführen, so dass die Einhaltung der Richtlinien der Versicherungsträger gewährleistet ist.</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:383pt;font-size:10pt;"/><p style="margin-top:0pt;margin-bottom:0pt;width:383pt;"><span style="font-size:10pt;font-weight:bold;font-family:Arial;">0.3.11</span><span style="font-size:10pt;font-family:Arial;"> Maßnahmen zur Luftreinhaltung:</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:383pt;"><span style="font-size:10pt;font-family:Arial;">Staubbindung durch Feuchthalten staubenden Baumaterials, z.B. mittels gesteuerter </span><span style="font-size:10pt;text-decoration:underline ;font-family:Arial;">Wasserbedüsung</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:383pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">1. Auf unbefestigten Baustraßen sind Stäube z.B. mit Druckfass oder Wasserberieselungsanlage zu vermeiden.</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:383pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">2. Beschränkung der zulässigen Höchstgeschwindigkeit auf Baustraßen auf 10km/h.</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:383pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">3. Baustraßen mit intensiver Nutzung mit einer geeigneten Befestigung versehen. Baustraßen regelmäßig reinigen und Stäube binden, um Ablagerungen von Schüttmaterial zu vermeiden.</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:383pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">4. Die Ausfahrten aus dem Baustellenbereich ins öffentliche Straßennetz ist ggf. mehrfach täglich zu reinigen.</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:383pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">5. Bei staubintensiven Arbeiten mit Maschinen und Geräten zur mechanischen Bearbeitung von Baustoffen (z.B. Trennscheiben, Schleifmaschinen) sind staubmindernde Maßnahmen (z.B. Benetzen, Absaugen usw.) zu treffen. Transporte mit staubenden Gütern sind auf öffentlichen Straßen abzuplanen.</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:383pt;font-size:10pt;"/><p style="margin-top:0pt;margin-bottom:0pt;width:383pt;"><span style="font-size:10pt;font-weight:bold;font-family:Arial;">0.3.11</span><span style="font-size:10pt;font-family:Arial;"> Bauarbeiten:</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:383pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Behinderungen und Belästigungen durch die Bauarbeiten sind auf das unvermeidbare Maß zu beschränken. Die Vorgaben der RSA und der ZTV-SA in der jeweils gültigen Fassung sind zu beachten.</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:383pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Die Baustelle ist so abzusichern, dass die in der Baustelle stehenden / fahrenden Fahrzeuge zu jederzeit eine Rettungsgasse bilden können. Hierzu sind die Absperrbaken in einem solchen Abstand aufzustellen, dass Fahrzeuge zwischen diese ausweichen können. Bei der Lagerung von Baustoffen innerhalb der Baubereiche ist darauf zu achten, dass die Lagerflächen so angelegt werden, dass diese nicht die Stellflächen vor den Häusern für den Einsatz einer Drehleiter behindern.</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:383pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Die Baustelle muss jederzeit sicher eingezäunt und gemäß den Vorgaben des Straßenverkehrsamtes, der Polizei und der Straßenbaulastträger gesichert und beschildert sein.</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:383pt;font-size:10pt;"/><p style="margin-top:0pt;margin-bottom:0pt;width:383pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">- Das Umsetzen sämtlicher Gerätschaften zwischen den einzelnen Arbeitsbereichen und Teilabschnitten, als auch das mehrmalige Anrücken und Abfahren der Gerätschaften und Baustelleneinrichtungen an der jeweiligen Arbeitsstelle wird nicht gesondert vergütet und ist in die EP dieses Leistungsverzeichnisses einzurechnen</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:383pt;font-size:10pt;"/><p style="margin-top:0pt;margin-bottom:0pt;width:383pt;font-size:10pt;font-weight:bold;"><span style="font-family:Arial;font-size:10pt;">0.3.13 Produktbezogene Ausschreibung</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:397pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Im LV-Text befinden sich produktbezogene Materialien und Stadtmobiliar, die vom Ausschuss für Stadtentwicklung und Umwelt nach einer Bemusterung positiv ausgesprochen wurden.</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:397pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Es handelt sich um Pos. 01.03.01, 01.03.04, 01.03.05, 01.06.03, </span></p></DetailAddText></AddText><BoQ ID="id2"><BoQInfo><Name>01</Name><LblBoQ>Hochsicherheitspoller Stadtmitte Fröndenberg/Ruhr</LblBoQ><OutlCompl>AllTxt</OutlCompl><BoQBkdn><Type>BoQLevel</Type><LblBoQBkdn>Bereich</LblBoQBkdn><Length>1</Length><Num>Yes</Num></BoQBkdn><BoQBkdn><Type>BoQLevel</Type><LblBoQBkdn>Titel</LblBoQBkdn><Length>2</Length><Num>Yes</Num></BoQBkdn><BoQBkdn><Type>BoQLevel</Type><LblBoQBkdn>Untertitel</LblBoQBkdn><Length>2</Length><Num>Yes</Num></BoQBkdn><BoQBkdn><Type>Item</Type><Length>2</Length><Num>Yes</Num></BoQBkdn><BoQBkdn><Type>Index</Type><Length>1</Length><Num>No</Num></BoQBkdn><NoUPComps>4</NoUPComps><LblUPComp1 Type="Wages">Lohn</LblUPComp1><LblUPComp2 Type="Materials">Material</LblUPComp2><LblUPComp3 Type="Plant">Gerät</LblUPComp3><LblUPComp4 Type="Miscellaneous">Sonstiges</LblUPComp4><LblTime>Stunden</LblTime></BoQInfo><BoQBody><BoQCtgy ID="id319" RNoPart="1"><LblTx><p><span>Technische Anlagen in Außenanlagen</span></p></LblTx><BoQBody><BoQCtgy ID="id320" RNoPart="01"><LblTx><p><span>Baustelleneinrichtung</span></p></LblTx><BoQBody><Itemlist><Item ID="id321" RNoPart="01"><Qty>1.000</Qty><QU>Stk</QU><Description><CompleteText><DetailTxt><Text><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Baustelleneinrichtung, Sicherung, Vorhaltung und Räumung für die Arbeiten des Bereiches 02.</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"/><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Liefern und vorhalten sämtlicher für die Baustelle notwendiger Geräte, Schutzausrüstung und Maschinen, Container und Absperrmaterialien (Bauzäune, Warnbacken etc.). Baustellenräumung einschl.</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Wiederherstellung der vom AN in Anspruch genommenen Flächen.</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Abbauen, Verladen und Abfahren aller aufgeführten Einrichtungen nach Beendigung der Bauarbeiten und Wiederherstellung der in Anspruch genommenen Flächen unter Wahrung der landschaftlichen Belange nach Vorgaben des AG. Verunreinigungen sind zu beseitigen.</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Die Sicherung der Baustelle beinhaltet die tägliche Absperrung der offenen Bauabschnitte mit Bauzäunen.</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Zufahrtswege zur Baustelle, sowie Lagerplätze, sonstige</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Platzbefestigung mit Frostschutzmaterial anlegen und später wieder beseitigen.</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Geeignete Flächen sind seitens des AN in eigener Verantwortung zu beschaffen.</span></p></Text></DetailTxt><OutlineText><OutlTxt><TextOutlTxt><p style="width:481pt;margin-top:0pt;margin-bottom:0pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Baustelleneinrichtung, Sicherung, Vorhaltung und Räumung.</span></p></TextOutlTxt></OutlTxt></OutlineText></CompleteText></Description></Item><Item ID="id322" RNoPart="02"><Qty>1.000</Qty><QU>Stk</QU><Description><CompleteText><DetailTxt><Text><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Verkehrssicherung der Baustelle</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"/><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Gestellung von Schildern und Leitbaken mit Warnleuchten zur Verkehrslenkung gem. Anordnung der Straßenverkehrsbehörde. Die entsprechende Anordnung für die Vollsperrung ist durch den AN beim Kreis Unna zu beantragen. Dadurch entstandene Gebühren sind in dieser Position einzurechnen und werden nicht gesondert vergütet.</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Es ist folgendes einzurechnen: Vollsperrung gem. Anordnung, Nötige Leitbaken und Absperrschranken mit Warnleuchten.</span></p></Text></DetailTxt><OutlineText><OutlTxt><TextOutlTxt><p style="width:481pt;margin-top:0pt;margin-bottom:0pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Verkehrssicherung der Baustelle</span></p></TextOutlTxt></OutlTxt></OutlineText></CompleteText></Description></Item><Item ID="id323" RNoPart="03"><Qty>1.000</Qty><QU>m3</QU><Description><CompleteText><DetailTxt><Text><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Suchschachtung durchführen</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"/><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Suchgraben und Suchschlitz nach Anweisung des AG herstellen. Aushub zur Wiederverfüllen nicht geeignet und der</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Verwertung zuführen. Abgerechnet wird nach Abtragsprofilen.</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Boden gemäß Baubeschreibung, Zuordnungswert bis LAGA Z1.2. Grabentiefe bis 1,25 m. Straßenaufbruch wird gesondert vergütet. Bodenmaterial zum Verfüllen liefern, einbauen und verdichten.</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Ausführung in kombiniertem Hand-/Maschinenaushub.</span></p></Text></DetailTxt><OutlineText><OutlTxt><TextOutlTxt><p style="width:481pt;margin-top:0pt;margin-bottom:0pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Suchschachtung durchführen</span></p></TextOutlTxt></OutlTxt></OutlineText></CompleteText></Description></Item></Itemlist></BoQBody></BoQCtgy><BoQCtgy ID="id324" RNoPart="02"><LblTx><p><span>Tiefbauarbeiten für die Poller und Außenanlage</span></p></LblTx><BoQBody><Itemlist><Remark ID="id325"><Description><CompleteText><DetailTxt><Text><p style="margin-top:0pt;margin-bottom:0pt;width:284pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Deckschicht-, Boden- und Fundamentarbeiten</span></p></Text></DetailTxt><OutlineText><OutlTxt><TextOutlTxt><p style="width:481pt;margin-top:0pt;margin-bottom:0pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Deckschicht-, Boden- und Fundamentarbeiten</span></p></TextOutlTxt></OutlTxt></OutlineText></CompleteText></Description></Remark><Item ID="id326" RNoPart="01"><Qty>46.000</Qty><QU>m2</QU><Description><CompleteText><DetailTxt><Text><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Vorh. Natursteinpflaster bis zu 12 cm Stärke aufnehmen und lagern. Erschwernisse für taktweises Arbeiten sind einzurechnen und werden nicht gesondert vergütet. Die Abrechnung erfolgt über aufgenommene Fläche in m².</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Die anfallenden Stoffe wie Bettung aufladen, zu einer Recyclinganlage bzw. Deponie abfahren und fachgerecht entsorgen</span></p></Text></DetailTxt><OutlineText><OutlTxt><TextOutlTxt><p style="width:481pt;margin-top:0pt;margin-bottom:0pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Natursteinpflaster aufnehmen und lagern</span></p></TextOutlTxt></OutlTxt></OutlineText></CompleteText></Description></Item><Item ID="id379" RNoPart="02"><Qty>4.000</Qty><QU>St</QU><Description><CompleteText><DetailTxt><Text><p style="margin-top:0pt;margin-bottom:0pt;width:284pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">vorhandene Poller ausbauen</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:284pt;font-size:10pt;"/><p style="margin-top:0pt;margin-bottom:0pt;width:284pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">anschließend transportieren in das Gebäude der Stadt Fröndneberg/Ruhr am Bahnhofstraße 2 und lagern.</span></p></Text></DetailTxt><OutlineText><OutlTxt><TextOutlTxt><p style="width:481pt;margin-top:0pt;margin-bottom:0pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">vorhandene Poller ausbauen, lagern</span></p></TextOutlTxt></OutlTxt></OutlineText></CompleteText></Description></Item><Item ID="id327" RNoPart="03"><Qty>20.925</Qty><QU>m3</QU><Description><CompleteText><DetailTxt><Text><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Oberbau aufnehmen, lagern.</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"/><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Vorh. Oberbau aus Mineralgemisch, aufnehmen, lagern. Erschwernisse für halbseitiges und taktweises Arbeiten sind einzurechnen und werden nicht gesondert vergütet.</span></p></Text></DetailTxt><OutlineText><OutlTxt><TextOutlTxt><p style="width:481pt;margin-top:0pt;margin-bottom:0pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Oberbau aufnehmen, lagern</span></p></TextOutlTxt></OutlTxt></OutlineText></CompleteText></Description></Item><Item ID="id329" RNoPart="04"><Qty>15.840</Qty><QU>m3</QU><Description><CompleteText><DetailTxt><Text><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Boden Homogenbereich B1 (BK 3-5, bindig, lehmig) aufnehmen und entsorgen. Bodenaushub bis zu 2,00 m Tiefe. Abgerechnet wird nach Abtragsprofilen. Das Herstellen des Planums wird nicht besonders vergütet. Zwischenlagerung, Transporte innerhalb des Baufeldes, Deponiekosten, Transporte werden nicht gesondert vergütet und sind in die Position einzukalkulieren. Verbau nach Wahl der AN ist in diese Pos. einzukalkulieren.</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:284pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Ein Boden-/Baugrundgutachten liegt nicht vor. Für die Kalkulation sollte ein Boden BM-F1/BG-F1 kalkuliert werden.</span></p></Text></DetailTxt><OutlineText><OutlTxt><TextOutlTxt><p style="width:481pt;margin-top:0pt;margin-bottom:0pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Boden aufnehmen, abfahren und der Verwertung zuführen</span></p></TextOutlTxt></OutlTxt></OutlineText></CompleteText></Description></Item><Item ID="id330" RNoPart="05"><Qty>34.650</Qty><QU>m2</QU><Description><CompleteText><DetailTxt><Text><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;"><span style="font-size:10pt;color:#400040;font-family:Arial;">Verbau </span><span style="font-size:10pt;font-family:Arial;">nach Wahl des AN, zur Baustelle liefern, einbauen, vorhalten und nach Beendigung der Rohrverlegungsarbeiten rückbauen. Erstellung des Grubenverbaus entsprechend statischen und konstruktiven Erfordernissen gemäß der DIN EN 1610, DIN 4124 und den Vorschriften der Bauberufsgenossenschaft.</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Der statische Nachweis des Verbausystems ist dem AG vor Einbau vorzulegen (Systemstatik oder spezifisch aufgestellter</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Standsicherheitsnachweis).</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Abrechnungstiefe für den Verbau ist OK Gelände nach Abtrag des Straßenoberbaus (+ 10 cm Überstand) bis Grabensohle (UK Bettung).</span></p></Text></DetailTxt><OutlineText><OutlTxt><TextOutlTxt><p style="width:481pt;margin-top:0pt;margin-bottom:0pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Verbau</span></p></TextOutlTxt></OutlTxt></OutlineText></CompleteText></Description></Item><Item ID="id331" RNoPart="06"><Qty>1.000</Qty><QU>Stk</QU><Description><CompleteText><DetailTxt><Text><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Offene Grundwasserhaltung für Rohrgraben und Baugruben entsprechend DIN 18305 während der Bauzeit komplett durchzuführen. Es ist sicherzustellen, dass die Baugrubensohle von Grund- und Schichtwasser jederzeit freigehalten wird. Ein Fluten der Baugrube ist nicht zulässig. Die zur Förderung und Ableitung des Wassers erforderlichen Pumpen, Rohrleitungen und Verbindungen sowie die Aufrechthaltung der Vorflut und sämtliche Zulagen für den ununterbrochenen Pumpbetrieb werden nicht besonders vergütet. Abgerechnet wird die einmalige Länge in der Kanalachse. Das anfallende Wasser ist den Pumpensümpfen durch eine Drainage DN 100 im besonderen Graben 25 mal 25 cm unterhalb der Baugrubensohle - einschließlich Verfüllung mit Filtermaterial - zuzuleiten. Erdarbeiten und Bodenabfuhr sind eingeschlossen. Verdrängter Boden ist zwischenzulagern und wieder einzubauen. Größe, Abstand und Tiefe der Pumpensümpfe nach Wahl des AN, Pumpenleistung nach Wahl des AN.</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Drainageleitungen haltungsweise mit Beton verschließen.</span></p></Text></DetailTxt><OutlineText><OutlTxt><TextOutlTxt><p style="width:481pt;margin-top:0pt;margin-bottom:0pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Wasserhaltung</span></p></TextOutlTxt></OutlTxt></OutlineText></CompleteText></Description></Item><Item ID="id332" RNoPart="07"><Qty>2.100</Qty><QU>m3</QU><Description><CompleteText><DetailTxt><Text><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Bodenaustausch. Untergrundverbesserung</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Boden Homogenbereich B1 (BK 3-5, bindig, lehmig) aufnehmen, abfahren und entsorgen. Bodenaushub bis zu 2,50m Tiefe. </span></p><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Mineralgemisch 0/56 liefern und lageweise einbauen und verdichten. Abgerechnet wird nach Abtragsprofilen. Zwischenlagerung, Transporte innerhalb des Baufeldes, Deponiekosten, Transporte werden nicht gesondert vergütet und sind in die Position einzukalkulieren.</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Verbau nach Wahl der AN ist in diese Pos. einzukalkulieren</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:284pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Ein Boden-/Baugrundgutachten liegt vor. Für die Kalkulation sollte ein Boden BM-F1/BG-F1 kalkuliert werden.</span></p></Text></DetailTxt><OutlineText><OutlTxt><TextOutlTxt><p style="width:481pt;margin-top:0pt;margin-bottom:0pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Bodenaustausch. Untergrundverbesserung</span></p></TextOutlTxt></OutlTxt></OutlineText></CompleteText></Description></Item><Item ID="id333" RNoPart="08"><Qty>2.100</Qty><QU>m3</QU><Description><CompleteText><DetailTxt><Text><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Versickerungsschicht aus Splitt 16-32 herstellen. Einbaudicke 30 cm.</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Planum der Oberfläche ist hier einzurechnen. Zwischenlagerung, Transporte innerhalb des Baufeldes, Transporte werden nicht gesondert vergütet und sind in die Position einzukalkulieren.</span></p></Text></DetailTxt><OutlineText><OutlTxt><TextOutlTxt><p style="width:481pt;margin-top:0pt;margin-bottom:0pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Versickerungsschicht herstellen</span></p></TextOutlTxt></OutlTxt></OutlineText></CompleteText></Description></Item><Item ID="id375" RNoPart="09"><Qty>4.800</Qty><QU>m²</QU><Description><CompleteText><DetailTxt><Text><p style="margin-top:0pt;margin-bottom:0pt;width:284pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Dehnungsfuge herstellen</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:284pt;font-size:10pt;"/><p style="margin-top:0pt;margin-bottom:0pt;width:284pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Dehnungsfuge, Trennschicht mittels einer XPS Dämmplatte 20cmm dick herstellen.</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:284pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Die Platten dienen zur Abgrenzung der Kellerwänden vom Fundamenten.</span></p></Text></DetailTxt><OutlineText><OutlTxt><TextOutlTxt><p style="width:481pt;margin-top:0pt;margin-bottom:0pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Dehnungsfuge herstellen</span></p></TextOutlTxt></OutlTxt></OutlineText></CompleteText></Description></Item><Item ID="id334" RNoPart="10"><Qty>25.388</Qty><QU>m3</QU><Description><CompleteText><DetailTxt><Text><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Beton C 25/30 liefern und einbauen.</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Betonfundamente für die versenkbaren und festen Poller herstellen.</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Die Einbaumengen sind durch Vorlage der vom AG anerkannten Originalwiegekarten nachzuweisen.</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Betoneinbau gem. Angaben der Pollerhersteller rund um die versenkbaren Poller.</span></p></Text></DetailTxt><OutlineText><OutlTxt><TextOutlTxt><p style="width:481pt;margin-top:0pt;margin-bottom:0pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Beton C 25/30 liefern und einbauen</span></p></TextOutlTxt></OutlTxt></OutlineText></CompleteText></Description></Item><Item ID="id428" RNoPart="11"><Qty>2.000</Qty><QU>St</QU><Description><CompleteText><DetailTxt><Text><p style="margin-top:0pt;margin-bottom:0pt;width:284pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Sichtfläche auf Beton rund um die Poller mit einer zB. PCI-Mörtel herstellen. </span></p><p style="margin-top:0pt;margin-bottom:0pt;width:284pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Es handlt sich um eine sichtbare und begebare Betonfläche rund um die Poller.</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:284pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Inkl. Schalung und 3-Kantleisten als ergänzende Schalung. </span></p><p style="margin-top:0pt;margin-bottom:0pt;width:284pt;font-size:10pt;"/><p style="margin-top:0pt;margin-bottom:0pt;width:284pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Materialbeispiel:</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:284pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">PCI Nanocret® R4 PCC</span></p></Text></DetailTxt><OutlineText><OutlTxt><TextOutlTxt><p style="width:481pt;margin-top:0pt;margin-bottom:0pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Sichtfläche auf Beton rund um die Poller herstellen</span></p></TextOutlTxt></OutlTxt></OutlineText></CompleteText></Description></Item><Item ID="id335" RNoPart="12"><Qty>2.000</Qty><QU>t</QU><Description><CompleteText><DetailTxt><Text><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Betonbewehrung für die Poller und Beton gem. Herstellereingaben.</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Die Einbaumengen sind durch Vorlage der vom AG anerkannten Originalwiegekarten nachzuweisen</span></p></Text></DetailTxt><OutlineText><OutlTxt><TextOutlTxt><p style="width:481pt;margin-top:0pt;margin-bottom:0pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Betonbewehrung liefern und einbauen</span></p></TextOutlTxt></OutlTxt></OutlineText></CompleteText></Description></Item><Item ID="id336" RNoPart="13"><Qty>10.000</Qty><QU>m</QU><Description><CompleteText><DetailTxt><Text><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Kabelgraben profilgerecht herstellen.</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Straßenaufbruch wird gesondert vergütet.</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Boden gemäß Baubeschreibung</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Grabentiefe bis 0,90 m. Breite der Grabensohle für Schutzrohr DN 100 gem. DIN. Aushub wird zum Verfüllen nicht verwendet. Verfüllen des Grabens nach Verlegen der Leitung wird gesondert vergütet.</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Zum Verfüllen nicht verwendeten Aushub ‘der Verwertung</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">zuführen. Material der Zuordnung bis LAGA Z1.2. ‘</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Abgerechnet wird mit senkrechten Wänden.</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Grabenbreite nach DIN 18 300 ohne Berücksichtigung eines Verbaus.</span></p></Text></DetailTxt><OutlineText><OutlTxt><TextOutlTxt><p style="width:481pt;margin-top:0pt;margin-bottom:0pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Kabelgraben profilgerecht herstellen</span></p></TextOutlTxt></OutlTxt></OutlineText></CompleteText></Description></Item><Item ID="id434" RNoPart="14"><Qty>2.000</Qty><QU>m3</QU><Description><CompleteText><DetailTxt><Text><p style="margin-top:0pt;margin-bottom:0pt;width:284pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Kopfgrube profilgerecht herstellen, einschl. Planum und Verdichtung der Grubensohle sowie der schichtenweisen Verdichtung der Grubenverfüllung.</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:284pt;font-size:10pt;"/><p style="margin-top:0pt;margin-bottom:0pt;width:284pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">- Grubenbreite/Arbeiten: gem. DIN 4124 sowie 18300/18322</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:284pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">- Aushubtiefe: bis ca. 100 cm</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:284pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">- Homogenbereich B1 (BK 3-5, leicht- bis schwer lösbare Bodenarten, nichtbindig bis bindig, sandig/lehmig/schluffig),</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:284pt;font-size:10pt;"/><p style="margin-top:0pt;margin-bottom:0pt;width:284pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Abrechnung nach Profil der Grube.</span></p></Text></DetailTxt><OutlineText><OutlTxt><TextOutlTxt><p style="width:481pt;margin-top:0pt;margin-bottom:0pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Kopfgrube profilgerecht herstellen</span></p></TextOutlTxt></OutlTxt></OutlineText></CompleteText></Description></Item><Item ID="id337" RNoPart="15"><Qty>15.000</Qty><QU>m</QU><Description><CompleteText><DetailTxt><Text><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Kabelschutzrohr DN 45 aus PE,</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Kabelschutzrohr in Verbundrohrbauweise gemäß DIN 16961, entsprechend DIN EN 61386-24 Klasse N 450 (Druckfestigkeit &#x3e;=450 Newton, Schlagfestigkeit N), DN 75, Material Polyethylen (PE), liefern und höhen- und fluchtgerecht nach DIN EN 1610, den Verlegeanleitungen A515, A 535 des KRV einbauen.</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Einschließlich herstellen der wasserdichten (WD)/ sanddichten (SD) Rohrverbindungen mit Doppelsteckmuffen/Doppelsteckmuffen mit Profildichtringen</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"/><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Schutzrohr für die Verbindung zwischen Bediensäule und Poller.</span></p></Text></DetailTxt><OutlineText><OutlTxt><TextOutlTxt><p style="width:481pt;margin-top:0pt;margin-bottom:0pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Leerrohr DN 45 mit Zugdraht verlegen</span></p></TextOutlTxt></OutlTxt></OutlineText></CompleteText></Description></Item><Item ID="id339" RNoPart="16"><Qty>65.000</Qty><QU>m</QU><Description><CompleteText><DetailTxt><Text><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Kabel 5x16mm² liefern und in vorh. Schutzrohr DN 100 verlegen.</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"/><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Kabel für die Verbindung zwischen Bediensäule und Hausanschluss (Zählerkasten).</span></p></Text></DetailTxt><OutlineText><OutlTxt><TextOutlTxt><p style="width:481pt;margin-top:0pt;margin-bottom:0pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Kabel 5x16mm² verlegen</span></p></TextOutlTxt></OutlTxt></OutlineText></CompleteText></Description></Item><Item ID="id340" RNoPart="17"><Qty>15.000</Qty><QU>m</QU><Description><CompleteText><DetailTxt><Text><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Kabel FG7OR-0,6/1kV-16G1,5 liefern und in Schutzrohr DN 45 verlegen.</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"/><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Kabel für die Verbindung zwischen Bediensäulen und Pollern.</span></p></Text></DetailTxt><OutlineText><OutlTxt><TextOutlTxt><p style="margin-top:0pt;margin-bottom:0pt;width:405pt;font-size:11pt;"><span style="font-family:Arial;font-size:11pt;">Kabel FG7OR-0,6/1kV-16G1,5 (16 Adern zu 1,5mm²) </span></p><p style="width:595pt;margin-top:0pt;margin-bottom:0pt;font-size:11pt;"><span style="font-family:Arial;font-size:11pt;">verlegen</span></p><p style="width:595pt;margin-top:0pt;margin-bottom:0pt;font-size:10pt;"/></TextOutlTxt></OutlTxt></OutlineText></CompleteText></Description></Item><Item ID="id341" RNoPart="18"><Qty>0.900</Qty><QU>m3</QU><Description><CompleteText><DetailTxt><Text><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Sandauflager und Sandeinbettung (z.B. Rheinsand 0 - 2 mm) für Kabelschutzrohre und Kabel nach DIN EN 1610 herstellen. Zur Ausführung kommen eine 15 cm dicke Sohle, die seitliche Umhüllung und die bis 15 cm über Rohrscheitel reichende Überdeckung; einschließlich Lieferung des</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Sandes und der fachgerechten Entsorgung des verdrängten Bodens. Abgerechnet wird in verdichtetem Zustand und in Baugrubenbreite.</span></p></Text></DetailTxt><OutlineText><OutlTxt><TextOutlTxt><p style="width:481pt;margin-top:0pt;margin-bottom:0pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Sand liefern und einbauen</span></p></TextOutlTxt></OutlTxt></OutlineText></CompleteText></Description></Item><Item ID="id342" RNoPart="19"><Qty>11.377</Qty><QU>m3</QU><Description><CompleteText><DetailTxt><Text><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Mineralgemisch 0/45 liefern und einbauen</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"/><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Mineralgemisch 0/45 mit ECS35, SZ26 (LA30) nach SoB-StB liefern und auf dem Erdplanum herstellen und verdichten. Material: HKS 0/45 mm Herkunftsnachweis und Eignungsnachweis für den Straßenbau gemäß TL Gestein StB und RAL RG 501/1 Schichtdicke 41 cm im verdichtetem Zustand gemessen. Die erzielten Lagerungsdichten sind im erforderlichen Umfang nach Maßgabe der ZTV-T durch Plattenduckversuche vom AN auf seine Kosten nachzuweisen. Ev2-Wert mindestens 150 MPa.</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Die Prüfungsergebnisse sind dem AG unaufgefordert vorzulegen. Der Soll/Ist-Nachweis der eingebauten Materialien ist von AN kostenlos zu erbringen. Die Einbaumengen sind durch Vorlage der vom AG anerkannten Originalwiegekarten nachzuweisen</span></p></Text></DetailTxt><OutlineText><OutlTxt><TextOutlTxt><p style="margin-top:0pt;margin-bottom:0pt;width:405pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Mineralgemisch 0/45 liefern und einbauen</span></p><p style="width:595pt;margin-top:0pt;margin-bottom:0pt;font-size:10pt;"/></TextOutlTxt></OutlTxt></OutlineText></CompleteText></Description></Item><Item ID="id343" RNoPart="20"><Qty>14.000</Qty><QU>m2</QU><Description><CompleteText><DetailTxt><Text><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Vorh. Naturstein-Pflaster wieder verlegen</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"/><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Gelagerte Pflastersteine und mit 5 mm (4 - 6 mm) Fugen fachgerecht zwischen Randeinfassungen verlegen. Bettungsmaterial Körnung 0/5 (gebrochen, Sandanteil ca. 30%, Ecs35, SZ 18), Kornanteil kleiner 0,063 mm max. 3,0 M.-%. Material liefern und Bettung herstellen. Pflasterbett im verdichteten Zustand 4 cm (+/- 1 cm). Fugenmaterial Körnung 0/5 (gebrochen, Sandanteil ca. 30%, Ecs35, SZ 18), Material liefern und Fugen verfüllen, Fläche abkehren, überschüssiges Material aufnehmen und von der Baustelle entfernen/verwerten, abgekehrten Belag, geschützt verdichten. Abschließend mit</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">gebrochenem Sand 0/2 (Esc größer 35) unter Wasserzugabe einschlämmen. Fläche nach Einschlämmen reinigen.</span></p></Text></DetailTxt><OutlineText><OutlTxt><TextOutlTxt><p style="width:481pt;margin-top:0pt;margin-bottom:0pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Vorh. Pflaster wieder verlegen</span></p></TextOutlTxt></OutlTxt></OutlineText></CompleteText></Description></Item><Item ID="id344" RNoPart="21"><Qty>20.000</Qty><QU>m</QU><Description><CompleteText><DetailTxt><Text><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Nassschnitt im Betonpflaster bis zu 12 cm Stärke herstellen. Die anfallenden Stoffe aufladen, zu einer Recyclinganlage bzw. Deponie abfahren und fachgerecht entsorgen. Deponiekosten, Transporte für anfallende Stoffe werden nicht gesondert vergütet und sind in die Position einzukalkulieren</span></p></Text></DetailTxt><OutlineText><OutlTxt><TextOutlTxt><p style="margin-top:0pt;margin-bottom:0pt;width:405pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Schnitt im Pflaster herstellen</span></p><p style="width:595pt;margin-top:0pt;margin-bottom:0pt;font-size:10pt;"/></TextOutlTxt></OutlTxt></OutlineText></CompleteText></Description></Item><Item ID="id431" RNoPart="22"><Qty>3.000</Qty><QU>m</QU><Description><CompleteText><DetailTxt><Text><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Plattenrinne aus Naturwerksteinpflaster nach DIN EN 1342, mit Mikrofase, liefern und unter Beachtung der DIN 18 318 und ZTV Pflaster-StB Vorbemerkungen Naturwerksteinpflaster als einzeiligen Läuferverband verlegen.</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Einbau auf zu liefernder gebundener Bettung aus 3-5cm hydraulisch abbindendem Mörtel, Einbau in Haftschlämme.</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"/><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Maße Pflaster-/Plattenrinne: 30/60/6 cm</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Material: Granodiorit, grau-gelb</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Anforderungen an Lieferungen/Herkunftsland: gem. Vorbemerkungen</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Einbau für Bk 1,8 nach RStO 2012 Tafel 3, Zeile 1</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"/><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Bearbeitung:</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Allseitig gesägt</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Oberseite (Ansichtsfläche) und Unterseite: Gestrahlt.</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Die Anforderungen an den Gleitwiderstand sowie die Ausflusszeit gemäß TL-Pflaster-StB 06/15 (R1) sind unter allen Umständen einzuhalten.</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Längsseiten: Gesägt.</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Kopfseiten: Gesägt.</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"/><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Die Abrechnung erfolgt als Länge der einreihigen Plattenzeilen.</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"/><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Die Position umfasst die folgenden Arbeiten:</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">- Ausbildung der erforderlichen Bewegungsfugen und Aussparungen für Straßenabläufe</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">- Verfugen mit einem wasserundurchlässigen Pflasterfugenmörtel, unter Einwirkung von Luftsauerstoff aushärtendem, 1-komponentigem Kunstharzmörtel, Farbe: grau</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Verfüllung nach Herstellerangaben</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">- Einbau ca. 1 cm unter angrenzendem Läuferstein</span><br/><span>(siehe nachfolgende Position)</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">- Einbau in Haftschlämme</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"/><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Hinweis: Die Lieferzeiten von derzeit ca. 6-8 Wochen sind zu berücksichtigen. </span></p><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"/><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Abrechnung nach Länge der eingebauten Plattenrinne, gemessen in der Mittelachse.</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"/><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Einbauort: Pflasterrinnen</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"/><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Produktbeispiel:</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">GY 007 der Fa. Euro Stone Projekt GmbH</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"/><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Liefernachweis:</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Euro Stone Projekt GmbH</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Bosfelder Weg 25</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">D-33378 Rheda-Wiedenbrück</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Phone: +49 (0)5242-9445-139</span></p></Text></DetailTxt><OutlineText><OutlTxt><TextOutlTxt><p style="margin-top:0pt;margin-bottom:0pt;width:405pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Plattenrinne 30/60/6 cm aus Granodiorit, grau-gelb liefern und </span></p><p style="width:595pt;margin-top:0pt;margin-bottom:0pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">einbauen</span></p></TextOutlTxt></OutlTxt></OutlineText></CompleteText></Description></Item><Item ID="id432" RNoPart="23"><Qty>21.000</Qty><QU>m2</QU><Description><CompleteText><DetailTxt><Text><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Pflasterbelag aus Naturwerksteinpflaster nach DIN EN 1342, mit Mikrofase, liefern und unter Beachtung der DIN 18 318 und ZTV Pflaster-StB im Wilden Läuferverband verlegen.</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Einbau auf zu liefernder gebundener Bettung aus 3-5cm hydraulisch abbindendem Mörtel, Einbau in Haftschlämme.</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"/><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Pflaster analog zur Vorposition in unterschiedlichen Formaten</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Steinformat: L 40/30/20 x B 15 cm sowie L 40/30/20 x B 10cm</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Dicke: 6 cm</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Material/Farbe: Granodiorit grau-gelb</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Anforderungen an Lieferungen/Herkunftsland: gem. Vorbemerkungen</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Verlegeart: Wilder Läuferverband, in Streifen mit unterschiedlichen Breiten, Kreuzfugen sind zu vermeiden</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Einbau für Bk 1,8 nach RStO 2012 Tafel 3, Zeile 1</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"/><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Bearbeitung:</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Allseitig gesägt</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Oberseite (Ansichtsfläche) und Unterseite: Gestrahlt.</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Die Anforderungen an den Gleitwiderstand sowie die Ausflusszeit gemäß TL-Pflaster-StB 06/15 (R1) sind unter allen Umständen einzuhalten.</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Längsseiten: Gesägt.</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Kopfseiten: Gesägt.</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"/><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Die notwendigen mehrfachen Verdichtungsvorgänge bei Verwendung verschiedener Rüttelplatten, auch unter Einsatz von Wasser, zur Erreichung der notwendigen Anfangsstabilität der Fugen sind durchzuführen und einzukalkulieren. Bei der Verdichtung dürfen keine Steinverschiebungen auftreten. Die Verdichtungsvorgänge dürfen keine Beschädigungen und Verfärbungen an den Pflastersteinen verursachen; entsprechende Maßnahmen sind zu ergreifen.</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"/><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"/><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Ausführungs-/Anforderungsvorgaben gemäß:</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">DIN EN 1342/ATV DIN 18318/TL Pflaster-StB/ZTV</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Pflaster-StB/M FP 1</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"/><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"/><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Einbauort: Pflasterflächen im Bereich der Polleranlage. </span></p><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Auf dem Betonfundament</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"/><p style="margin-top:0pt;margin-bottom:0pt;width:284pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Produktbeispiel:</span><br/><span>GY 007 der Fa. Euro Stone Projekt GmbH</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:284pt;font-size:10pt;"/><p style="margin-top:0pt;margin-bottom:0pt;width:284pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Liefernachweis:</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:284pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Euro Stone Projekt GmbH</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:284pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Bosfelder Weg 25</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:284pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">D-33378 Rheda-Wiedenbrück</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:284pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Phone: +49 (0)5242-9445-139</span></p></Text></DetailTxt><OutlineText><OutlTxt><TextOutlTxt><p style="margin-top:0pt;margin-bottom:0pt;width:405pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Naturwerksteinpflaster aus Granodiorit grau-gelb liefern und in </span></p><p style="width:595pt;margin-top:0pt;margin-bottom:0pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">gebundener Bettung einbauen</span></p></TextOutlTxt></OutlTxt></OutlineText></CompleteText></Description></Item><Item ID="id430" RNoPart="24"><Qty>21.000</Qty><QU>m2</QU><Description><CompleteText><DetailTxt><Text><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Gebundene Verfugung des Naturwerksteinpflasters herstellen, Fugen der fertigen Pflasterfläche der Vorpositionen</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">einschl. Lieferung aller benötigten Materialien sowie Witterungsschutz der frischen Fugen.</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"/><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Fugenöffnungen mit einem wasserundurchlässigen Pflasterfugenmörtel, unter Einwirkung von Luftsauerstoff aushärtendem, zweikomponentiger Epoxidharzmörtel,</span><br/><span>Farbe: passend zum Natursteinpflaster nach Herstellerangaben verfüllen.</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"/><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Die Fugentiefe ist vor der Verfugung durch die Bauüberwachung freizugeben.</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Steinoberflächen mit einem auf den Fugenmörtel abgestimmten Nachbehandlungsmittel nach Herstellerangaben reinigen.</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Fugen sollen nach der Reinigung einen Fugenleerraum von 2-3mm aufweisen.</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Mehr als 5mm tief nicht gefüllte Fugen sowie Steinoberflächen mit anhaftenden Mörtelresten werden nicht abgenommen.</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"/><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Einbauort: Betonfundament Polleranlage</span></p></Text></DetailTxt><OutlineText><OutlTxt><TextOutlTxt><p style="width:481pt;margin-top:0pt;margin-bottom:0pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Gebundene Verfugung des Naturwerksteinpflasters herstellen</span></p></TextOutlTxt></OutlTxt></OutlineText></CompleteText></Description></Item><Item ID="id433" RNoPart="25"><Qty>5.000</Qty><QU>m</QU><Description><CompleteText><DetailTxt><Text><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Bewegungsfuge in Pflasterfläche mit elastischem Fugendichtstoff schließen,</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"/><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Ausführung und Vorbehandlung nach Vorschrift des Fugendichtstoffherstellers,</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Fugenbreite ab 5 mm, Fugentiefe bis 10 cm</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"/><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Beschreibung:</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">- Hoch elastischer, einkomponentiger, lösemittelfreier, schnell erhärtender Polyurethan-Dichtstoff zum Füllen von vertikalen Anschluss- und Bewegungsfugen</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">- Für Wand- und Bodenflächen aus Beton, Pflasterflächen, Bereiche mit hoher Belastung.</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">- Zur Herstellung von flexiblen Verbindungen zwischen gleich- und verschiedenartigen Materialien.</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Einschl. der Vorbehandlung der Fugenflanken mit einem geeigneten Primer.</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">- Innen und außen</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">- Standfest</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">- Hoch elastisch</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">- Hohe Witterungsbeständigkeit</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">- Hohe Anhaftung an einer Vielzahl von Baustoffen</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">- Auch für breitere Fugen geeignet</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">- Blasenfreie Aushärtung</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">- Klebefreie Oberfläche</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"/><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Ort: Dehnfugen um die Betonfläche der Poller</span></p></Text></DetailTxt><OutlineText><OutlTxt><TextOutlTxt><p style="margin-top:0pt;margin-bottom:0pt;width:405pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Bewegungsfuge in Pflasterfläche mit elastischem </span></p><p style="width:595pt;margin-top:0pt;margin-bottom:0pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Fugendichtstoff schließen</span></p></TextOutlTxt></OutlTxt></OutlineText></CompleteText></Description></Item></Itemlist></BoQBody></BoQCtgy><BoQCtgy ID="id346" RNoPart="03"><LblTx><p><span>Hochsicherheitspoller</span></p></LblTx><BoQBody><Itemlist><Remark ID="id347"><Description><CompleteText><DetailTxt><Text><p style="margin-top:0pt;margin-bottom:0pt;width:284pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Technik</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:284pt;font-size:10pt;"/><p style="margin-top:0pt;margin-bottom:0pt;width:284pt;"><span style="font-size:10pt;font-family:Arial;"/><image Encoding="base64" Type="image/jpeg" 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style="margin-top:0pt;margin-bottom:0pt;width:284pt;font-size:10pt;"/><p style="margin-top:0pt;margin-bottom:0pt;width:284pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Die Arbeiten dürfen nur durch einen zugelassenen Fachbetrieb ausgeführt werden!</span></p></Text></DetailTxt><OutlineText><OutlTxt><TextOutlTxt><p style="width:481pt;margin-top:0pt;margin-bottom:0pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Technik</span></p></TextOutlTxt></OutlTxt></OutlineText></CompleteText></Description></Remark><Item ID="id348" RNoPart="01"><Qty>2.000</Qty><QU>Stk</QU><Description><CompleteText><DetailTxt><Text><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Versenkbaren Hochsicherheitspoller liefern und einbauen.</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Ein Eignungsnachweis ist zu liefern.</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"/><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Für Hochsicherheitsrelevante Objekte nach den Kriterien ASTM F 2656-07-M30-P1 mit einer Anprallenergie von 656.000 Joule.</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">- Die Polleranlage in Doppelinstallation stoppt einen 6,8t LKW mit einer Aufprallgeschwindigkeit von 50 km/h.</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">- Im Poller eingebauter Hydraulikantrieb mit integrierten SoftStop in Öffnungsrichtung, für sehr leise und verschleißarme Bewegung des Pollers</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">- Die gesamte Hydraulikeinheit kann im eingebauten Zustand des Pollers ohne aufwändigen Ausbau durch eine Person herausgehoben werden (kostengünstiger Wartungs- und Serviceaufwand ohne zusätzlichen Hebe-</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Equipment)</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">- Poller-Höhe: 800mm</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">- Poller-Durchmesser: 275mm</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">- Poller-Oberfläche: Stahl. Pulverbeschichtet. Farbe DB 703 bzw. RAL 7016</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">- Farbe Pollerkopf und Pollergrundplatte: RAL 7016</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">- Ausfahrgeschwindigkeit: ca. 8 Sekunden</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">- Einfahrgeschwindigkeit: ca. 4 Sekunden</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">- Lastklasse (EN124): C25</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">- Optische Warnanzeige: Integriertes LED Blinklicht</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">- Akustische Warnanzeige: Integrierter Summer am Pollerkopf absperrbare manuelle Entriegelung zum Notabsenken des Pollers</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">- Optional: Heizung für Poller nachrüstbar &#x3c; -15°</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">- Anschlusswert: 230Vac, 50Hz</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">- Elektrische Schutzklasse: IP56</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Pollerarmierung und Betonbewehrung nach Herstellerangaben werden in gesonderten Positionen abgerechnet.</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"/><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Produkt wie vor Ort:</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Poller J275/800HA - Stahl DB 703 2K der Fa Faac</span></p></Text></DetailTxt><OutlineText><OutlTxt><TextOutlTxt><p style="width:481pt;margin-top:0pt;margin-bottom:0pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Versenkbaren Hochsicherheitspoller liefern und einbauen</span></p></TextOutlTxt></OutlTxt></OutlineText></CompleteText></Description></Item><Item ID="id349" RNoPart="02"><Qty>2.000</Qty><QU>Stk</QU><Description><CompleteText><DetailTxt><Text><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Zulage zur Vorposition.</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Montagewanne 275/600 liefern und einbauen.</span></p></Text></DetailTxt><OutlineText><OutlTxt><TextOutlTxt><p style="margin-top:0pt;margin-bottom:0pt;width:405pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Zulage: Montagewanne 275/600 liefern und einbauen</span></p><p style="width:595pt;margin-top:0pt;margin-bottom:0pt;font-size:10pt;"/></TextOutlTxt></OutlTxt></OutlineText></CompleteText></Description></Item><Item ID="id350" RNoPart="03"><Qty>2.000</Qty><QU>Stk</QU><Description><CompleteText><DetailTxt><Text><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Zulage zur entsprechenden Vorposition.</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Montagewanne Erweiterung liefern und einbauen.</span></p></Text></DetailTxt><OutlineText><OutlTxt><TextOutlTxt><p style="width:481pt;margin-top:0pt;margin-bottom:0pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Montagewanne Erweiterung</span></p></TextOutlTxt></OutlTxt></OutlineText></CompleteText></Description></Item><Item ID="id351" RNoPart="04"><Qty>4.000</Qty><QU>Stk</QU><Description><CompleteText><DetailTxt><Text><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Feste Poller liefern und einbauen</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Ein Eignungsnachweis ist zu liefern.</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"/><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Passend zu angebotenen Hochsicherheitspollern</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">- Für Hochsicherheitsrelevante Objekte nach den Kriterien ASTM F 2656-07-M30-P1 mit einer Anprallenergie von 656.000 Joule.</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">- Die Polleranlage stoppt einen 6,8t LKW mit einer Aufprallgeschwindigkeit von 50 km/h.</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">- Durchgängiges Design in Kombination mit hydraulischen Pollern</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">- Flachfundament-Konzept</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Extrem geringe Einbautiefe (&#x3c;50cm) erlaubt trotzdem eine hohe</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Anprallenergie</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">- Poller-Höhe: 800mm</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">- Poller-Durchmesser: 275mm</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">- Poller-Oberfläche: Stahl, Pulverbeschichtet DB 703</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">- Farbe Pollerkopf und Pollergrundplatte: RAL 7016 bzw. DB 703</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">- Optische Warnanzeige: Integriertes LED Licht.</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Pollerarmierung und Betonbewehrung nach Herstellerangaben werden in gesonderten Positionen abgerechnet.</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"/><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Produkt wie vor Ort</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Poller J275/800F 2K - der Fa. FAAC</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Stahl DB 703 </span></p><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"/></Text></DetailTxt><OutlineText><OutlTxt><TextOutlTxt><p style="width:481pt;margin-top:0pt;margin-bottom:0pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Feste Poller liefern und einbauen</span></p></TextOutlTxt></OutlTxt></OutlineText></CompleteText></Description></Item><Item ID="id352" RNoPart="05"><Qty>1.000</Qty><QU>Stk</QU><Description><CompleteText><DetailTxt><Text><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">SPS-Steuerung mit Protokollfunktion.</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"/><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Steuerung für Doppelpolleranlage Poller S-SPS 1807 synchron Version 2018 optional mit Modulen erweiterbar auf Mehrpolleranlage</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">- Speicherprogrammierbare Steuerung Siemens S7</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">- Netzanschluss 230V, 50Hz</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">- Max. Motoranschlussleistung 1000W</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">- Protokollfunktion Aufzeichnung aller Vorgänge zum Nachweis der Funktionstüchtigkeit</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">- Programmierung der Steuerung über Netzwerkschnittstelle</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">- individuelle Betriebslogiken für Standard- und Sonderfunktionen</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">- Frei programmierbare Betriebslogiken für kundenspezifische Lösungen aus 43 Parametern wählbar</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">- Bedienung über Webbrowser mit Echtzeit -Positionsanzeige, Ereignisprotokoll, Fehlerprotokoll und Parametrierung entweder per Laptop vor Ort oder via Internet über bauseitiges Netzwerk</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">- Videoüberwachung auf Oberfläche eingebettet optional möglich</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">- Ampelsteuerung integriert, Überwachung der Ampelanzeige</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">- Statusanzeige der Anlage vor Ort über LEDs oder LCD Display</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">- Endschaltereingänge für Position Offen und Geschlossen</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">- Eingänge für Impulsgeber</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">- Sicherheitseingänge für STOP, Notöffnung, Lichtschranken, Laserscanner</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">- Doppeldetektor zum Anschluss von Induktionsschleifen</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">- Heizung, Servicesteckdose</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">- Separate Absicherung 230/380V und 24V Komponenten</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">- Steuerung auf Einbauplatte vorinstalliert</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">- Motorpumpenansteuerung über Schütze</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">- Fernsteuerung über geeignete Zusatzmodule (GSM, Internet) möglich</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">- Sicherheitsfunksystem nicht kopierbar anschließbar</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">- Programmierbare Serviceanforderung</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">- Sabotageüberwachung</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">- Über die Erweiterungsmodule können Mehrpolleranlagen betrieben werden (bis zu 10 Stück)</span></p></Text></DetailTxt><OutlineText><OutlTxt><TextOutlTxt><p style="width:481pt;margin-top:0pt;margin-bottom:0pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Steuerung für Hochsicherheitspoller</span></p></TextOutlTxt></OutlTxt></OutlineText></CompleteText></Description></Item><Item ID="id353" RNoPart="06"><Qty>1.000</Qty><QU>Stk</QU><Description><CompleteText><DetailTxt><Text><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Bediensäule aus Stahl mit Pulverbeschichtung DB 703 liefern und einbauen.</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"/><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Standsäule (wie vor Ort vorhandene) Stahl Durchmesser 170mm. Höhe 1500 mm.</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">- Bedienung von automatischen Pollern</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">direkt beim Poller</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">- harmonische Ansicht in Kombination zu Pollern mit 275 mm Durchmesser</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">- Aufnahme der Steuerung für bis zu 4 Poller</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">- Zufahrtskontrolle durch Transpondertaster, Dreikantschlüsseltaster</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">- Zufahrtsregelung durch 1-seitige bzw. 2-Seitige Ampelleuchten</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">- Wartungsklappe mit Schloss</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"/><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Die Herstellung einer Bediensäule erfolgt erst nach einer Freigabe des technischen Planes (Skizze) mit dem AG</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"/><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Produkt ganau wie vor Ort an der Harthaerstr bzw. Im Stift </span></p><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"/><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"/></Text></DetailTxt><OutlineText><OutlTxt><TextOutlTxt><p style="width:481pt;margin-top:0pt;margin-bottom:0pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Bediensäule aus Stahl liefern und einbauen</span></p></TextOutlTxt></OutlTxt></OutlineText></CompleteText></Description></Item><Remark ID="id354"><Description><CompleteText><DetailTxt><Text><p style="margin-top:0pt;margin-bottom:0pt;width:284pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Induktions-/Sicherheitsschleifen</span></p></Text></DetailTxt><OutlineText><OutlTxt><TextOutlTxt><p style="width:481pt;margin-top:0pt;margin-bottom:0pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Induktions-/Sicherheitsschleifen</span></p></TextOutlTxt></OutlTxt></OutlineText></CompleteText></Description></Remark><Item ID="id355" RNoPart="07"><Qty>2.000</Qty><QU>Stk</QU><Description><CompleteText><DetailTxt><Text><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Induktionsschleife liefern und einbauen.</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Jeweils 2 Stk für Polleranlage.</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Zur Verlegung im Pflasterbelag.</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Umfang gem. Herstellerangaben.</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Inkl. Schnitt, Verfugung bzw. Pflaster aufnehmen und Verlegen.</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Die anfallenden Stoffe aufladen, zu einer Recyclinganlage bzw. Deponie abfahren und fachgerecht entsorgen. Baustellenverkehr bedingte Verschmutzungen sind durch den AN auf seine Kosten zu beseitigen</span></p></Text></DetailTxt><OutlineText><OutlTxt><TextOutlTxt><p style="width:481pt;margin-top:0pt;margin-bottom:0pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Induktionsschleife liefern und einbauen</span></p></TextOutlTxt></OutlTxt></OutlineText></CompleteText></Description></Item><Item ID="id356" RNoPart="08"><Qty>1.000</Qty><QU>Stk</QU><Description><CompleteText><DetailTxt><Text><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Sicherheitsschleife/Induktionsschleife für versenkbare Poller liefern und einbauen.</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Zur Verlegung im Asphaltbelag.</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Umfang gem. Herstellerangaben.</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Inkl. Schnitt im Asphalt und eine Fugenausbildung mit Bitum. Die anfallenden Stoffe aufladen, zu einer Recyclinganlage bzw. Deponie abfahren und fachgerecht entsorgen. Baustellenverkehr bedingte Verschmutzungen sind durch den AN auf seine Kosten zu beseitigen</span></p></Text></DetailTxt><OutlineText><OutlTxt><TextOutlTxt><p style="width:481pt;margin-top:0pt;margin-bottom:0pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Sicherheitssschleife liefern und einbauen</span></p></TextOutlTxt></OutlTxt></OutlineText></CompleteText></Description></Item><Remark ID="id357"><Description><CompleteText><DetailTxt><Text><p style="margin-top:0pt;margin-bottom:0pt;width:284pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Funktechnik/Zeitschaltung/Signalanlagen</span></p></Text></DetailTxt><OutlineText><OutlTxt><TextOutlTxt><p style="width:481pt;margin-top:0pt;margin-bottom:0pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Funktechnik/Zeitschaltung/Signalanlagen</span></p></TextOutlTxt></OutlTxt></OutlineText></CompleteText></Description></Remark><Item ID="id358" RNoPart="09"><Qty>1.000</Qty><QU>Stk</QU><Description><CompleteText><DetailTxt><Text><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Mehrkanalempfänger mit integrierter Antenne.</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Zum Anschluss (24 V) über 3 Drähte an eine Decodierplatine MINIDEC SL, MINIDEC SLH DECODER SL, DECODER SLH oder DECODER SLHP</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Reichweite bis zu 100 m</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"/><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Produkt:</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Typ FAAC PLUS 1 868</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">(oder kompatibel mit der angebotenen Polleranlage)</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"/></Text></DetailTxt><OutlineText><OutlTxt><TextOutlTxt><p style="width:481pt;margin-top:0pt;margin-bottom:0pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Empfänger zu Funkanlage 866 MHz</span></p></TextOutlTxt></OutlTxt></OutlineText></CompleteText></Description></Item><Item ID="id359" RNoPart="10"><Qty>1.000</Qty><QU>Stk</QU><Description><CompleteText><DetailTxt><Text><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">1-Kanal Decodierplatine Programmierbar über Software für 1000 Handsender.</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Schnellanschluss über 5 poligen Stecksockel zur Steuerung von allen Steuerungen und Schraubklemmen für den Anschluss an Fremdgeräten (Open Collector und Relaisausgang) Quarzgesteuerte digitale Codeübertragung mit ständig wechselnden Code für Objekte mit erhöhtem Sicherheitsbedarf. (Rolling Code) Abmessung 40 x 46 x 18 mm</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"/><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Produkt</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Typ FAAC DECODER 868 SLHP</span></p></Text></DetailTxt><OutlineText><OutlTxt><TextOutlTxt><p style="width:481pt;margin-top:0pt;margin-bottom:0pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Decodierplatine Frequenzbereich 866 MHz</span></p></TextOutlTxt></OutlTxt></OutlineText></CompleteText></Description></Item><Item ID="id361" RNoPart="11"><Qty>1.000</Qty><QU>Stk</QU><Description><CompleteText><DetailTxt><Text><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Digitale Wochenzeitschaltuhr liefern, montieren in Bediensäule</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Die Schaltuhr kann über einen Potentialfreienkontakt Befehls Geräte zu- oder ausschalten.</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Schaltleistung: 230 V AC 2,5 A / 500 W,</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Sommer- / Winterzeit umschaltbar,</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Handschaltung: Automatikbetrieb,</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Schaltungsvorwahl Dauer Ein / Dauer Aus.</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Kompatibel mit der angebotenen Polleranlage.</span></p></Text></DetailTxt><OutlineText><OutlTxt><TextOutlTxt><p style="width:481pt;margin-top:0pt;margin-bottom:0pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Digitale Wochenzeituhr</span></p></TextOutlTxt></OutlTxt></OutlineText></CompleteText></Description></Item><Item ID="id363" RNoPart="12"><Qty>1.000</Qty><QU>Stk</QU><Description><CompleteText><DetailTxt><Text><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Zulage zur Vorposition &#x22;Bediensäule&#x22;:</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">2-seitige Ampelanlage (rot + grün) liefern und in der Bediensäule montieren.</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"/></Text></DetailTxt><OutlineText><OutlTxt><TextOutlTxt><p style="width:481pt;margin-top:0pt;margin-bottom:0pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">2-seitige Ampelanlage für Bediensäule</span></p></TextOutlTxt></OutlTxt></OutlineText></CompleteText></Description></Item><Item ID="id364" RNoPart="13"><Qty>2.000</Qty><QU>Stk</QU><Description><CompleteText><DetailTxt><Text><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Zulage zur Vorposition &#x22;versenkbarer Hochsicherheitspoller&#x22;:</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Modul für Warnsignal beim Heben und Senken des Pollers.</span></p></Text></DetailTxt><OutlineText><OutlTxt><TextOutlTxt><p style="width:481pt;margin-top:0pt;margin-bottom:0pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Akustischer Signalgeber als Warneinrichtung</span></p></TextOutlTxt></OutlTxt></OutlineText></CompleteText></Description></Item><Item ID="id365" RNoPart="14"><Qty>2.000</Qty><QU>Stk</QU><Description><CompleteText><DetailTxt><Text><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Zulage zur Vorposition &#x22;versenkbarer Hochsicherheitspoller&#x22;:</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Heizeinrichtung für Hydraulikeinheit im Poller liefern und montieren</span></p></Text></DetailTxt><OutlineText><OutlTxt><TextOutlTxt><p style="width:481pt;margin-top:0pt;margin-bottom:0pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Heizeinheit für Hydraulikeinheit im Poller</span></p></TextOutlTxt></OutlTxt></OutlineText></CompleteText></Description></Item><Item ID="id427" RNoPart="15"><LumpSumItem>Yes</LumpSumItem><Qty>1.000</Qty><QU>psch</QU><Description><CompleteText><DetailTxt><Text><p style="margin-top:0pt;margin-bottom:0pt;width:284pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Anschluss im vorh. Hausanschlussschrank herstellen.</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:284pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Inkl. alle nötige Sicherungen und elektrotrchnische Elemente für einen korrekten Anschluss.</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:284pt;font-size:10pt;"/><p style="margin-top:0pt;margin-bottom:0pt;width:284pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Der vorh. Schrank mit den Hausanschlüßen steht vor dem Angebotsabgabe zum Ansicht zur Verfügung.</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:284pt;font-size:10pt;"/></Text></DetailTxt><OutlineText><OutlTxt><TextOutlTxt><p style="width:481pt;margin-top:0pt;margin-bottom:0pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Anschluss im vorh. Hausanschlussschrank herstellen.</span></p></TextOutlTxt></OutlTxt></OutlineText></CompleteText></Description></Item><Item ID="id370" RNoPart="16"><Qty>1.000</Qty><QU>Stk</QU><Description><CompleteText><DetailTxt><Text><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Inbetriebnahme der Polleranlage nach Angaben der Hersteller mit Protokollierung der ev. Messstellendaten, Messgerätedaten, Kontrolle der Einhaltung der Montagevorschrift und Funktionskontrolle. Einweisung Funktionalität der Anlage sowie zur Einweisung zur Programmiersoftware.</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Bedienungsanleitung</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Bedienungsanleitung in Papierform.</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">1x DIN A4 Aktenordner mit:</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">- Bedienungsanleitung</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">- Datenblättern</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">- Formularvordrucken</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">- Bescheinigungen und Nachweisen</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">- Technischen Unterlagen</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"/><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;font-weight:bold;"><span style="font-family:Arial;font-size:10pt;">Anlage wird in einem betriebssicheren Zustand übergeben.</span></p></Text></DetailTxt><OutlineText><OutlTxt><TextOutlTxt><p style="width:481pt;margin-top:0pt;margin-bottom:0pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Inbetriebnahme</span></p></TextOutlTxt></OutlTxt></OutlineText></CompleteText></Description></Item></Itemlist></BoQBody></BoQCtgy></BoQBody></BoQCtgy></BoQBody></BoQ></Award></GAEB>