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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>2026-08-11</Date><Time>13:08:26</Time><ProgSystem>/ GXML Toolbox V3.3 R20220330</ProgSystem><ProgName>ORCA AVA 26.0.8 26.00.08</ProgName><Certific>Available</Certific></GAEBInfo><PrjInfo><NamePrj>Su_26...</NamePrj><LblPrj>Friedrich-Ebert-Straße / Kriemhildenstraße</LblPrj><Cur>EUR</Cur><CurLbl>Euro</CurLbl></PrjInfo><Award><DP>83</DP><AwardInfo><Cur>EUR</Cur><CurLbl>Euro</CurLbl></AwardInfo><BoQ ID="id2"><BoQInfo><Name>01</Name><LblBoQ>FAHRBAHNDECKENSANIERUNG FRIEDRICH-EBERT-STRASSE / KRIEMHILDE</LblBoQ><OutlCompl>AllTxt</OutlCompl><BoQBkdn><Type>BoQLevel</Type><LblBoQBkdn>Titel</LblBoQBkdn><Length>2</Length><Num>Yes</Num></BoQBkdn><BoQBkdn><Type>BoQLevel</Type><LblBoQBkdn>Bereich</LblBoQBkdn><Length>2</Length><Num>Yes</Num></BoQBkdn><BoQBkdn><Type>Item</Type><Length>4</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="id3" RNoPart="00"><LblTx><p><span>VORBEMERKUNGEN, ZUSÄTZLICHE TECHNISCHE VERTRAGSBEDINGUNGEN, BAUBESCHREIBUNG</span></p></LblTx><BoQBody><Remark ID="id4"><Description><CompleteText><DetailTxt><Text><p style="margin-top:0pt;margin-bottom:0pt;width:482pt;font-size:10pt;font-weight:bold;"><span style="font-family:Arial;font-size:10pt;">0. Vorbemerkungen</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:482pt;font-size:10pt;"/><p style="margin-top:0pt;margin-bottom:0pt;width:482pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Die nachstehenden Angaben befreien den Auftragnehmer nicht von der Verpflichtung zur genauen Prüfung der für das Angebot und die Ausführung der Bauleistung maßgebenden Verhältnisse.</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:482pt;font-size:10pt;"/><p style="margin-top:0pt;margin-bottom:0pt;width:482pt;font-size:10pt;font-weight:bold;"><span style="font-family:Arial;font-size:10pt;">1. Allgemeines</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:482pt;font-size:10pt;"/><p style="margin-top:0pt;margin-bottom:0pt;width:482pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Der AN hat vor Baubeginn den Gütenachweis zu erbringen, dass das für den Einbau vorgesehene Material</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:482pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">uneingeschränkt geeignet ist und gem. abfallrechtlichen Eigenschaften zum Einbau zugelassen wurde. Gütenachweise sind insbesondere beim Einbau von Recycling - Material notwendig. Das Zeugnis einer staatlich anerkannten Prüfstelle ist vorzulegen</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:482pt;font-size:10pt;"/><p style="margin-top:0pt;margin-bottom:0pt;width:482pt;font-size:10pt;font-weight:bold;"><span style="font-family:Arial;font-size:10pt;">1.02 Lager- und Arbeitsflächen</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:482pt;font-size:10pt;"/><p style="margin-top:0pt;margin-bottom:0pt;width:482pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Als Lagerflächen können dem AN nur die bezeichneten Bauflächen zur Verfügung gestellt werden.</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:482pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Die Beschaffung weiterer Lagerflächen ist Sache des AN. Zufahrtswege sind sauber zu halten, Verunreinigungen sind ohne besondere Vergütung zu beseitigen.</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:482pt;font-size:10pt;"/><p style="margin-top:0pt;margin-bottom:0pt;width:482pt;font-size:10pt;font-weight:bold;"><span style="font-family:Arial;font-size:10pt;">1.03 Kulturhistorische Funde</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:482pt;font-size:10pt;"/><p style="margin-top:0pt;margin-bottom:0pt;width:482pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Eventuelle Funde sind unberührt zu lassen und unverzüglich dem AG zu melden. Werden bei Ausschachtungsarbeiten Mauerreste freigelegt, so sind diese umgehend der Bauleitung des AG anzuzeigen. Sie dürfen erst nach Genehmigung durch den AG beseitigt werden. Den zuständigen Dienststellen ist Gelegenheit zu geben, Anschlussgrabungen vorzunehmen.</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:482pt;font-size:10pt;"/><p style="margin-top:0pt;margin-bottom:0pt;width:482pt;font-size:10pt;font-weight:bold;"><span style="font-family:Arial;font-size:10pt;">1.04 Sicherung und Erhaltung der Vermessungspunkte</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:482pt;font-size:10pt;"/><p style="margin-top:0pt;margin-bottom:0pt;width:482pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Eventuelle Kosten für die Sicherung von Vermessungspunkten, Grenzsteinen usw. sind in die entsprechenden Positionen einzurechnen.</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:482pt;font-size:10pt;"/><p style="margin-top:0pt;margin-bottom:0pt;width:482pt;font-size:10pt;font-weight:bold;"><span style="font-family:Arial;font-size:10pt;">1.05 Im Bereich der Baustelle liegende Ver- und Entsorgungsleitungen</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:482pt;font-size:10pt;"/><p style="margin-top:0pt;margin-bottom:0pt;width:482pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Erschwernisse bei Leitungskreuzungen, das Freilegen von Leitungen und Verzögerungen im Bauablauf durch notwendig werdende Arbeiten an den Leitungen, werden nicht besonders vergütet.</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:482pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">BESCHÄDIGUNGEN AN LEITUNGEN GEHEN ZU LASTEN DES AN:</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:482pt;font-size:10pt;"/><p style="margin-top:0pt;margin-bottom:0pt;width:482pt;font-size:10pt;font-weight:bold;"><span style="font-family:Arial;font-size:10pt;">1.06 Bodenverhältnisse</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:482pt;font-size:10pt;"/><p style="margin-top:0pt;margin-bottom:0pt;width:482pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Über die oberflächigen örtlichen Gegebenheiten hat sich der AN vor Angebotsabgabe an der Örtlichkeit zu informieren.</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:482pt;font-size:10pt;"/><p style="margin-top:0pt;margin-bottom:0pt;width:482pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Für die Beurteilung des Baugrundes, des bestehenden Straßenoberbaus sowie für die abfalltechnische Einstufung des Fräsguts ist zwingend das Baugrundgutachten des Instituts Baucontrol (Bericht-Nr. 5058-26 vom 02.04.2026) maßgeblich. Das Gutachten ist Bestandteil der Vergabeunterlagen.</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:482pt;font-size:10pt;"/><p style="margin-top:0pt;margin-bottom:0pt;width:482pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Der Auftragnehmer wird ausdrücklich auf folgende, gutachterlich festgestellte Erschwernisse hingewiesen, die bei der Kalkulation der Fräs- und Asphaltarbeiten (insbesondere der Bedarfspositionen) zu berücksichtigen sind:</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:482pt;font-size:10pt;"/><p style="margin-top:0pt;margin-bottom:0pt;width:482pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Fehlender Schichtenverbund: Im Bereich der Kriemhildenstraße (Erkundung EK 7) besteht kein Verbund zwischen Deck- und Binderschicht. Mit partiellen Ausbrüchen beim Fräsen ist zu rechnen.</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:482pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Verwertung: Es handelt sich um teerfreie Straßenbefestigung (PAK nach EPA &#x3c; 2 mg/kg). Ausbauasphalt ist unter AVV 17 03 02, anfallender Bodenaushub unter AVV 17 05 04 (LAGA Z 1.2 / EBV BM-0) zu verwerten.</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:482pt;font-size:10pt;"/><p style="margin-top:0pt;margin-bottom:0pt;width:482pt;font-size:10pt;font-weight:bold;"><span style="font-family:Arial;font-size:10pt;">1.07 Mehrkosten</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:482pt;font-size:10pt;"/><p style="margin-top:0pt;margin-bottom:0pt;width:482pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Mehrkosten durch eintretende Stillstandszeiten, den Auf- und Abbau von verkehrsleitenden Einrichtungen und den An- und Abtransport von Geräten, werden nicht gesondert vergütet. Sie sind in die Einheitspreise der entsprechenden Posititonen einzurechnen. Das gilt auch für erkennbare und im Zeitraum des Bauablaufes wirksam werdende Lohnerhöhungen. Mehrkosten für den Ausbau unter Verkehr, sind in die entsprechenden Positionen einzurechnen.</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:482pt;font-size:10pt;"/><p style="margin-top:0pt;margin-bottom:0pt;width:482pt;font-size:10pt;font-weight:bold;"><span style="font-family:Arial;font-size:10pt;">2. Sonstige zu beachtende technischen Vorschriften</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:482pt;font-size:10pt;"/><p style="margin-top:0pt;margin-bottom:0pt;width:482pt;font-size:10pt;font-weight:bold;"><span style="font-family:Arial;font-size:10pt;">2.01 Rohranschlüsse</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:482pt;font-size:10pt;"/><p style="margin-top:0pt;margin-bottom:0pt;width:482pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Rohranschlüsse dürfen nicht angeschlagen werden, sondern sind im Bohrverfahren herzustellen. Vor Beginn der Arbeiten ist der Entsorgungs- und Baubetrieb der Stadt Worms über die bevorstehenden Arbeiten durch den AN zu unterrichten. Arbeiten am Kanal sind nur nach vorheriger Zustimmung des Entsorgungs- und Baubetriebes durchzuführen.</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:482pt;font-size:10pt;"/><p style="margin-top:0pt;margin-bottom:0pt;width:482pt;font-size:10pt;font-weight:bold;"><span style="font-family:Arial;font-size:10pt;">2.02 Schmutzfänger</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:482pt;font-size:10pt;"/><p style="margin-top:0pt;margin-bottom:0pt;width:482pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Schmutzfänger die fehlen oder beschädigt sind, sind vor Baubeginn der Bauaufsicht des AG mitzuteilen. Es ist besonders darauf zu achten, dass nach Fertigstellung der Maßnahme eventuell Vermutzungen der Kanäle beseitigt werden und alle Schmutzfänger in den Schächten vorhanden sind.</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:482pt;font-size:10pt;"/><p style="margin-top:0pt;margin-bottom:0pt;width:482pt;font-size:10pt;font-weight:bold;"><span style="font-family:Arial;font-size:10pt;">2.03 Anschlüsse am Kanalnetz</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:482pt;font-size:10pt;"/><p style="margin-top:0pt;margin-bottom:0pt;width:482pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Für alle Neuanschlüsse der Straßenentwässerung an das Kanalnetz (Stutzen, Schachtanschlüsse, usw.) ist vor der Ausführung die Genehmigung des Entsorgung- und Baubetriebes einzuholen. Bei Anpassungen von Schachtabdeckungen dürfen maximal nur zwei Ausgleichsringe zwischen Konus und Schachtabdeckung eingebaut werden. Beim Aufmass ist eine Bestätigung des Entsorgungs- und Baubetriebes über den ordnungsgemäßen Anschluss und/oder Einbau vorzulegen.</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:482pt;font-size:10pt;"/><p style="margin-top:0pt;margin-bottom:0pt;width:482pt;font-size:10pt;font-weight:bold;"><span style="font-family:Arial;font-size:10pt;">2.04 Baumschutzbestimmung</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:482pt;font-size:10pt;"/><p style="margin-top:0pt;margin-bottom:0pt;width:482pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Die Durchführung von Baumaßnahmen oder sonstige Eingriffe in den Schutzbereich der Bäume sind mit der Abteilung Grünflächen und Gewässer durch den AN abzustimmen. Schutzbereich ist vor allem der von der Baumkrone überdeckte Wurzelbereich. Auszuschließen ist: Materiallagerung unter Bäumen, Befahren des Wurzeltellers, Grundwasserabsenkung, offenes Feuer sowie Anbringung von Befestigungen am Geäst, Stamm oder an den Wurzeln. Die Beseitigung von Wurzeln / Ästen darf nur mit ausdrücklicher Genehmigung der entsprechenden Fachdienststelle erfolgen. Bei fahrlässigen Beschädigungen werden die Behandlungskosten einschließlich eventueller Prüfungen und Freilegungen verrechnet und darüber hinaus Schadenersatzanspruch auf der Grundlage des Sachwertverfahrens &#x22;Koch&#x22; gesttellt.</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:482pt;font-size:10pt;"/><p style="margin-top:0pt;margin-bottom:0pt;width:482pt;font-size:10pt;font-weight:bold;"><span style="font-family:Arial;font-size:10pt;">3. Maßgebende zeichnerische Unterlagen</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:482pt;font-size:10pt;"/><p style="margin-top:0pt;margin-bottom:0pt;width:482pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Für die Bauausführung werden dem AN (soweit erforderlich) die Baupläne nach Zuschlagserteilung innerhalb der Bauvorbereitungszeit in einfacher Ausfertigung übergeben.</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:482pt;font-size:10pt;"/><p style="margin-top:0pt;margin-bottom:0pt;width:482pt;font-size:10pt;font-weight:bold;"><span style="font-family:Arial;font-size:10pt;">4. Örtliche Gegebenheiten</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:482pt;font-size:10pt;font-weight:bold;"/><p style="margin-top:0pt;margin-bottom:0pt;width:482pt;font-size:10pt;font-weight:bold;"><span style="font-family:Arial;font-size:10pt;">4.01 Anliegerinformationen</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:482pt;font-size:10pt;"/><p style="margin-top:0pt;margin-bottom:0pt;width:482pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Die Anlieger sind vor Beginn der Maßnahme über die Straßensperrung sowie über den Bauablauf - gegebenenfalls schriftlich - zu unterrichten. Eine schriftliche Unterrichtung ist dem AG vor Verteilung vorzulegen und darf erst nach Freigabe verteilt werden. </span></p><p style="margin-top:0pt;margin-bottom:0pt;width:482pt;font-size:10pt;"/><p style="margin-top:0pt;margin-bottom:0pt;width:482pt;font-size:10pt;font-weight:bold;"><span style="font-family:Arial;font-size:10pt;">4.02 Lage der Baustelle</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:482pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Die Baustelle befindet sich im Stadtgebiet Worms. </span></p><p style="margin-top:0pt;margin-bottom:0pt;width:482pt;font-size:10pt;"/><p style="margin-top:0pt;margin-bottom:0pt;width:482pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Die genaue Lage ist in der Baustellenbeschreibung beschrieben.</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:482pt;font-size:10pt;"/><p style="margin-top:0pt;margin-bottom:0pt;width:482pt;font-size:10pt;font-weight:bold;"><span style="font-family:Arial;font-size:10pt;">5. Umfang der Maßnahme</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:482pt;font-size:10pt;font-weight:bold;"/><p style="margin-top:0pt;margin-bottom:0pt;width:482pt;font-size:10pt;font-weight:bold;"><span style="font-family:Arial;font-size:10pt;">5.01 Baubereich</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:482pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Der Baubereich ist in der Baustellenbeschreibung entsprechend beschrieben und definiert.</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:482pt;font-size:10pt;"/><p style="margin-top:0pt;margin-bottom:0pt;width:482pt;font-size:10pt;font-weight:bold;"><span style="font-family:Arial;font-size:10pt;">5.02 Durchführung der Baumaßnahme und Terminplan</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:482pt;font-size:10pt;"/><p style="margin-top:0pt;margin-bottom:0pt;width:482pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Die Stadt Worms, Bereich 6 Stadtentwicklung, Planen und Bauen, Abteilung 6.6 ist Auftraggeber für die gesamte Baumaßnahme.</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:482pt;font-size:10pt;"/><p style="margin-top:0pt;margin-bottom:0pt;width:482pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Für alle ausgeschriebenen Arbeiten im Titel 04 (Schachtumbauten Anteil Ebwo AöR) ist der Entsorgungs- und Baubetrieb, Abteilung Stadtentwässerung zudem Bauweisungsbefugt. Diese Arbeiten werden gesondert beauftragt und sind zudem in einer gesonderten Rechnung auszuweisen.</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:482pt;font-size:10pt;"/><p style="margin-top:0pt;margin-bottom:0pt;width:482pt;font-size:10pt;font-weight:bold;"><span style="font-family:Arial;font-size:10pt;">5.03 Ausführungsbeginn</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:482pt;font-size:10pt;"/><p style="margin-top:0pt;margin-bottom:8pt;width:482pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Die Baumaßnahme ist im Zeitraum von Oktober bis November 2026 durchzuführen und vollständig abzuschließen. Die genauen Ausführungsfristen, insbesondere die Dauer der Vollsperrung, sind rechtzeitig vor Baubeginn mit dem Auftraggeber und der Straßenverkehrsbehörde abzustimmen und in einem verbindlichen Bauzeitenplan vertraglich zu fixieren.</span></p><p style="margin-top:0pt;margin-bottom:8pt;width:482pt;font-size:10pt;font-weight:bold;"><span style="font-family:Arial;font-size:10pt;">Die reine Ausfürungsdauer für die gesamte Baumaßnahme ist dabei auf maximal 7 Werktage begrenzt.</span></p><p style="margin-top:0pt;margin-bottom:8pt;width:482pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">(Hinweis: Eine Verlängerung der Bauzeit über diesen Zeitraum hinaus ist ausgeschlossen, da die Maßnahme unter keinen Umständen mit dem Backfischfest-Umzug am 31.08.2026 kollidieren darf - Vorgabe KVG Worms).</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:482pt;font-size:10pt;"/><p style="margin-top:0pt;margin-bottom:0pt;width:482pt;font-size:10pt;font-weight:bold;"><span style="font-family:Arial;font-size:10pt;">6. Wertungskriterien</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:482pt;font-size:10pt;font-weight:bold;"/><p style="margin-top:0pt;margin-bottom:0pt;width:482pt;font-size:10pt;font-weight:bold;"><span style="font-family:Arial;font-size:10pt;">6.01 Preis</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:482pt;font-size:10pt;"/><p style="margin-top:0pt;margin-bottom:0pt;width:482pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Wertungskriterium ist zu 100 % der Preis.</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:482pt;font-size:10pt;"/><p style="margin-top:0pt;margin-bottom:0pt;width:482pt;font-size:10pt;font-weight:bold;"><span style="font-family:Arial;font-size:10pt;">7. Qualität</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:482pt;font-size:10pt;"/><p style="margin-top:0pt;margin-bottom:0pt;width:482pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Der Auftraggeber fordert bei der Erbringung der Leistung eine hohe und überdurchschnittliche Ausführungsqualität. Für die Auftragserteilung kommen nur leistungsstarke Firmen in Betracht. Der Bieter hat seine Fachkunde, Leistungsfähigkeit und Zuverlässigkeit gemäß den Vorgaben der VOB/A (z.B. durch Präqualifikation oder Eigenerklärungen/Referenzen gemäß den Vergabeunterlagen) nachzuweisen.</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:482pt;font-size:10pt;"/><p style="margin-top:0pt;margin-bottom:0pt;width:482pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Mit Angebotsabgabe erkennt der Auftragnehmer die vom Auftraggeber verfassten Vertragsbedingungen und Vorbemerkungen vorbehaltlos an.</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;">Vorbemerkungen</span></p></TextOutlTxt></OutlTxt></OutlineText></CompleteText></Description></Remark><Remark ID="id5"><Description><CompleteText><DetailTxt><Text><p style="margin-top:0pt;margin-bottom:6pt;width:482pt;font-size:10pt;font-weight:bold;"/><p style="margin-top:0pt;margin-bottom:6pt;width:482pt;font-size:10pt;font-weight:bold;"><span style="font-family:Arial;font-size:10pt;">Ergänzende Vertragsbedingungen zum Straßenbau</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:482pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Stand November 2023</span></p><p style="margin-top:0pt;margin-bottom:6pt;width:482pt;font-size:10pt;font-weight:bold;"/><p style="margin-top:0pt;margin-bottom:6pt;width:482pt;font-size:10pt;font-weight:bold;"><span style="font-family:Arial;font-size:10pt;">Allgemeines:</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:482pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Zusätzliche Technische und sonstige Technische Vertragsbedingungen</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:482pt;font-size:10pt;"/><p style="margin-top:0pt;margin-bottom:0pt;width:482pt;font-size:10pt;"/><p style="margin-top:0pt;margin-bottom:0pt;width:482pt;font-size:10pt;font-weight:bold;"><span style="font-family:Arial;font-size:10pt;">1.1 Geltende ZTV (sofern eine aktuellere Ausgabe existiert, ist die neueste Ausgabe maßgeblich)</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:482pt;font-size:10pt;"/><p style="margin-top:0pt;margin-bottom:0pt;width:482pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">1.1.1 ZTV E-StB 17, Zusätzliche Technische Vertragsbedingungen und Richtlinien für Erdarbeiten im Straßenbau, Ausgabe 2009, (FGSV 599)</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:482pt;font-size:10pt;"/><p style="margin-top:0pt;margin-bottom:0pt;width:482pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">1.1.2 ZTV Ew-StB 14, Zusätzliche Technische Vertragsbedingungen und Richtlinien für den Bau von Entwässerungseinrichtungen im Straßenbau, Ausgabe 2014 (R1), (FGSV 598)</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:482pt;font-size:10pt;"/><p style="margin-top:0pt;margin-bottom:0pt;width:482pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">1.1.3 ZTV Asphalt-StB 07/13, Zusätzliche Technische Vertragsbedingungen und Richtlinien für den Bau von Verkehrsflächenbefestigungen aus Asphalt, Ausgabe 2007/Fassung 2013, (FGSV 799)</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:482pt;font-size:10pt;"/><p style="margin-top:0pt;margin-bottom:0pt;width:482pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">1.1.4 ZTV BEA-StB 09/13, Zusätzliche Technische Vertragsbedingungen und Richtlinien für die Bauliche Erhaltung von Verkehrsflächenbefestigungen - Asphaltbauweisen,</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:482pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Ausgabe 2009/Fassung 2013 (R 1), (FGSV 798)</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:482pt;font-size:10pt;"/><p style="margin-top:0pt;margin-bottom:0pt;width:482pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">1.1.5 ZTV A-StB 12, Zusätzliche Technische Vertragsbedingungen und Richtlinien für Aufgrabungen in Verkehrsflächen (FGSV 976)</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:482pt;font-size:10pt;"/><p style="margin-top:0pt;margin-bottom:0pt;width:482pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">1.1.6 ZTV Beton-StB 07, Zusätzliche Technische Vertragsbedingungen und Richtlinien für den Bau von Tragschichten mit hydraulischen Bindemitteln und Fahrbahndecken aus Beton, Ausgabe 2007, (FGSV 899)</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:482pt;font-size:10pt;"/><p style="margin-top:0pt;margin-bottom:0pt;width:482pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">1.1.7 ZTV Fug-StB 15, Zusätzliche Technische Vertragsbedingungen und Richtlinien für Fugen in Verkehrsflächen, Ausgabe 2001, (FGSV 897/1)</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:482pt;font-size:10pt;"/><p style="margin-top:0pt;margin-bottom:0pt;width:482pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">1.1.8 ZTV LW 16, Zusätzliche Technische Vertragsbedingungen und Richtlinien für die Befestigung ländlicher Wege, Ausgabe 2016</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:482pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">(FGSV 675)</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:482pt;font-size:10pt;"/><p style="margin-top:0pt;margin-bottom:0pt;width:482pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">1.1.9 ZTV Pflaster StB 20, Zusätzliche Technische Vertragsbedingungen und Richtlinien zur Herstellung von Pflasterdecken, Plattenbelägen und Einfassungen, Ausgabe 2020, (FGSV 699)</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:482pt;font-size:10pt;"/><p style="margin-top:0pt;margin-bottom:0pt;width:482pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">1.1.10 ZTV La-StB 18, Zusätzliche Technische Vertragsbedingungen und Richtlinien für Landschaftsbauarbeiten im Straßenbau, Ausgabe 2018, (FGSV 224)</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:482pt;font-size:10pt;"/><p style="margin-top:0pt;margin-bottom:0pt;width:482pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">1.1.11 ZTV-M 13, Zusätzliche Technische Vertragsbedingungen und Richtlinien für Markierungen auf Straßen,</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:482pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Ausgabe 2013 (R 1), (FGSV 341)</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:482pt;font-size:10pt;"/><p style="margin-top:0pt;margin-bottom:0pt;width:482pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">1.1.12 ZTV-SA 97/01, Zusätzliche Technische Vertragsbedingungen und Richtlinien für Sicherungsarbeiten an Arbeitsstellen an Straßen, Ausgabe 1997, Berichtigter Nachdruck Juni 2001, (FGSV 369)</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:482pt;font-size:10pt;"/><p style="margin-top:0pt;margin-bottom:0pt;width:482pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">1.1.13 ZTV SoB-StB 20, Zusätzliche Technische Vertragsbedingungen und Richtlinien für den Bau von Schichten ohne Bindemittel im Straßenbau, Ausgabe 2020, (FGSV 698)</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:482pt;font-size:10pt;"/><p style="margin-top:0pt;margin-bottom:0pt;width:482pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">1.1.14 ZTV Verm-StB 01, Zusätzliche Technische Vertragsbedingungen und Richtlinien für die Bauvermessung im Straßen- und Brückenbau, Ausgabe 2001, (FGSV 247)</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:482pt;font-size:10pt;"/><p style="margin-top:0pt;margin-bottom:0pt;width:482pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">1.1.15 ZTV-Ing 03, Zusätzliche Technische Vertragsbedingungen und Richtlinien für Ingenieurbauten, Ausgabe 2003 (FGSV 782/7)</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:482pt;font-size:10pt;"/><p style="width:496pt;margin-top:0pt;margin-bottom:0pt;font-size:10pt;font-weight:bold;"><span style="font-family:Arial;font-size:10pt;">2.1 Geltende sonstige Technische Vertragsbedingungen und vertragliche Hinweise</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:482pt;font-size:10pt;"/><p style="margin-top:0pt;margin-bottom:0pt;width:482pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">2.1.1 Gemäß § 4 Nr. 2 und § 13 Nr. 1 VOB/B sind DIN-Normen als anerkannte</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:482pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Regeln der Technik zu beachten</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:482pt;font-size:10pt;"/><p style="margin-top:0pt;margin-bottom:0pt;width:482pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">2.1.2 DIN EN 58, Bitumen und bitumenhaltige Bindemittel - Probenahme</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:482pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Bitumenhaltiger Bindemittel, Ausgabe 2012-05</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:482pt;font-size:10pt;"/><p style="margin-top:0pt;margin-bottom:0pt;width:482pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">2.1.3 TL AG-StB 09, Technische Lieferbedingungen für Asphaltgranulat, Ausgabe 2009, (FGSV 749)</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:482pt;font-size:10pt;"/><p style="margin-top:0pt;margin-bottom:0pt;width:482pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">2.1.4 TL Geok E-StB 2019, Technische Lieferbedingungen für Geokunststoffe im Erdbau des Straßenbaues, Ausgabe 2005, (FGSV 549)</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:482pt;font-size:10pt;"/><p style="margin-top:0pt;margin-bottom:0pt;width:482pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">2.1.5 TL Gestein-StB 04/23, Technische Lieferbedingungen für Gesteinskörnungen im Straßenbau,</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:482pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Ausgabe 2004 / Fassung 2023, (FGSV 613)</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:482pt;font-size:10pt;"/><p style="margin-top:0pt;margin-bottom:0pt;width:482pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">2.1.6 TL Pflaster-StB 06/15, Technische Lieferbedingungen für Bauprodukte zur Herstellung von Pflasterdecken, Plattenbelägen und Einfassungen, Ausgabe 2006 Fassung 2015 (FGSV 643)</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:482pt;font-size:10pt;"/><p style="margin-top:0pt;margin-bottom:0pt;width:482pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">2.1.7 TL Beton-StB 07, Technische Lieferbedingungen für Baustoffe und Baustoffgemische für Tragschichten mit hydraulischen Bindemitteln und Fahrbahndecken aus Beton, Ausgabe 2007 (R 1), (FGSV 891)</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:482pt;font-size:10pt;"/><p style="margin-top:0pt;margin-bottom:0pt;width:482pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">2.1.8 TL Bitumen-StB 07/13, Technische Lieferbedingungen für Straßenbaubitumen und gebrauchsfertige Polymermodifizierte Bitumen, Ausgabe 2007, Fassung 2013 (R 1), (FGSV 794)</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:482pt;font-size:10pt;"/><p style="margin-top:0pt;margin-bottom:0pt;width:482pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">2.1.9 TL BE-StB 15, Technische Lieferbedingungen für Bitumenemulsionen, Ausgabe 2007, (FGSV 793)</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:482pt;font-size:10pt;"/><p style="margin-top:0pt;margin-bottom:0pt;width:482pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">2.1.10 TL Fug-StB 15, Technische Lieferbedingungen für Fugenfüllstoffe in Verkehrsflächen, mit TP Fug-StB 15, Technische Prüfvorschriften für Fugenfüllstoffe in Verkehrsflächen,</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:482pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Ausgabe 2015 (R 1), (FGSV 897/2/3)</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:482pt;font-size:10pt;"/><p style="margin-top:0pt;margin-bottom:0pt;width:482pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">2.1.11 TL SoB-StB 20, Technische Lieferbedingungen für Baustoffgemische und Böden zur Herstellung von Schichten ohne Bindemittel im Straßenbau, Ausgabe 2020, (FGSV 697)</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:482pt;font-size:10pt;"/><p style="margin-top:0pt;margin-bottom:0pt;width:482pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">2.1.12 TL Asphalt-StB 07/13, Technische Lieferbedingungen für Asphaltmischgut für den Bau von Verkehrsflächenbefestigungen, Ausgabe 2007/Fassung 2013, (FGSV 797)</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:482pt;font-size:10pt;"/><p style="margin-top:0pt;margin-bottom:0pt;width:482pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">2.1.13 TL G Asphalt-DSK-StB 15, Technische Lieferbedingungen für Asphalt im Straßenbau, Teil: Güteüberwachung, Teil: Mischgut für dünne Schichten im Kalteinbau,</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:482pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Ausgabe 2015, (FGSV 790/1)</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:482pt;font-size:10pt;"/><p style="margin-top:0pt;margin-bottom:0pt;width:482pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">2.1.14 TL G Asphalt-OB-StB 2015, Technische Lieferbedingungen für die Bauliche Erhaltung von Verkehrsflächenbefestigungen, Teil: Güteüberwachung, Teil: Ausführung von Oberflächenbehandlungen, Ausgabe 2015, (FGSV 790/2)</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:482pt;font-size:10pt;"/><p style="margin-top:0pt;margin-bottom:0pt;width:482pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">2.1.15 TL G SoB-StB 20/23, Technische Lieferbedingungen für Baustoffgemische und Böden zur Herstellung von Schichten ohne Bindemittel im Straßenbau, Teil:</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:482pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Güteüberwachung.</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:482pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Ausgabe 2020 / Fassung 2023 (FGSV 696)</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:482pt;font-size:10pt;"/><p style="margin-top:0pt;margin-bottom:0pt;width:482pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">2.1.16 TL M 06, Technische Lieferbedingungen für Markierungsmaterialien, Ausgabe 2006, (FGSV 375)</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:482pt;font-size:10pt;"/><p style="margin-top:0pt;margin-bottom:0pt;width:482pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">2.1.17 TL G BE-StB 15, Technische Lieferbedingungen für Bitumenemulsionen im Straßenbau, Teil: Güteüberwachung, Ausgabe 2002, (FGSV 764)</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:482pt;font-size:10pt;"/><p style="margin-top:0pt;margin-bottom:0pt;width:482pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">2.1.18 TP-Asphalt-StB 08, Technischen Prüfvorschriften für Asphalt, Ausgabe 2007, Stand März 2023  (FGSV 756)</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:482pt;font-size:10pt;"/><p style="margin-top:0pt;margin-bottom:0pt;width:482pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">2.1.19 TP BF-StB 12 Teil B 11.1, Technische Prüfvorschriften für Boden und Fels im Straßenbau, Teil B 11.1: </span></p><p style="margin-top:0pt;margin-bottom:0pt;width:482pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Eignungsprüfung für Bodenverfestigungen mit Bindemitteln, Ausgabe 2012 (R 1), (FGSV 591/ B 11.1)</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:482pt;font-size:10pt;"/><p style="margin-top:0pt;margin-bottom:0pt;width:482pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">2.1.20 TP Gestein-StB 08/15, Technische Prüfvorschriften für Gesteinskörnungen im Straßenbau - Gliederung,</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:482pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Ausgabe 2008, Stand Januar 2015 (R 1), (FGSV 610)</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:482pt;font-size:10pt;"/><p style="margin-top:0pt;margin-bottom:0pt;width:482pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">2.1.21 TP Griff-StB (SKM), Technische Prüfvorschriften für Griffigkeitsmessung im Straßenbau, Teil Seitenkraftmessverfahren (SKM),</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:482pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Ausgabe 2007, (FGSV 408/1)</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:482pt;font-size:10pt;"/><p style="margin-top:0pt;margin-bottom:0pt;width:482pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">2.1.22 TP Eben - Berührende Messungen, Technische Prüfvorschriften für Ebenheits-messungen auf Fahrbahnoberflächen in Längs- und Querrichtung Teil Berührende</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:482pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Messungen, Ausgabe 2017, (FGSV 404/1)</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:482pt;font-size:10pt;"/><p style="margin-top:0pt;margin-bottom:0pt;width:482pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">2.1.23 TP D-StB 12, Technische Prüfvorschriften zur Bestimmung der Dicken von Oberbauschichten im Straßenbau, Ausgabe 2012 (R 1), (FGSV 774)</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:482pt;font-size:10pt;"/><p style="margin-top:0pt;margin-bottom:0pt;width:482pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">2.1.24 RStO 12, Richtlinien für die Standardisierung des Oberbaues von Verkehrsflächen,</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:482pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Ausgabe 2012, (FGSV 499)</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:482pt;font-size:10pt;"/><p style="margin-top:0pt;margin-bottom:0pt;width:482pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">2.1.25 RuA-StB 23, Richtlinien für die umweltverträgliche Anwendung von mineralischen Ersatzbaustoffen im Straßenbau, Ausgabe 2023, (FGSV 642)</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:482pt;font-size:10pt;"/><p style="margin-top:0pt;margin-bottom:0pt;width:482pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">2.1.26 RuVA-StB 01/05, Richtlinien für die umweltverträgliche Verwertung von Ausbaustoffen mit teer-/pechtypischen Bestandteilen sowie für die Verwertung von Ausbauasphalt im Straßenbau mit den Erläuterungen zu den Richtlinien für die umweltverträgliche Verwertung, Ausgabe 2001/Fassung 2005 (R 1), (FGSV 795)</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:482pt;font-size:10pt;"/><p style="margin-top:0pt;margin-bottom:0pt;width:482pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">2.1.27 REwS, Richtlinie für die Entwässerung von Straßen (REwS) - Teil:</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:482pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Entwässerung, Ausgabe 2021, (FGSV 539)</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:482pt;font-size:10pt;"/><p style="margin-top:0pt;margin-bottom:0pt;width:482pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">2.1.28 RAS-LP 4, Richtlinien für die Anlage von Straßen - Teil: Landschaftspflege (RAS-LP) Abschnitt 4: Schutz von Bäumen, Vegetationsbeständen und Tieren bei Baumaßnahmen,</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:482pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Ausgabe 1999 (R 1), (FGSV 293/4)</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:482pt;font-size:10pt;"/><p style="margin-top:0pt;margin-bottom:0pt;width:482pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">2.1.29 RiStWag 16, Richtlinien für bautechnische Maßnahmen an Straßen in Wasserschutzgebieten,</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:482pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Ausgabe 2016 (R 1), (FGSV 514)</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:482pt;font-size:10pt;"/><p style="margin-top:0pt;margin-bottom:0pt;width:482pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">2.1.30 RLW 05, Richtlinien für den ländlichen Wegebau, Ausgabe 2016, (FGSV 675/1)</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:482pt;font-size:10pt;"/><p style="margin-top:0pt;margin-bottom:0pt;width:482pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">2.1.31 RPS 09, Richtlinien für passiven Schutz an Straßen durch</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:482pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Fahrzeugrückhaltesysteme, Ausgabe 2009, (FGSV 343)</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:482pt;font-size:10pt;"/><p style="margin-top:0pt;margin-bottom:0pt;width:482pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">2.1.32 RSA-2021 Richtlinien für die Sicherung von Arbeitsstellen an Straßen, Ausgabe 2021, (FGSV 370)</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:482pt;font-size:10pt;"/><p style="margin-top:0pt;margin-bottom:0pt;width:482pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">2.1.33 RAP Stra 15, Richtlinien für die Anerkennung von Prüfstellen für Baustoffe und Baustoffgemische im Straßenbau, Ausgabe 2015, (FGSV 916)</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:482pt;font-size:10pt;"/><p style="margin-top:0pt;margin-bottom:0pt;width:482pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">2.1.34 HVA B-StB, Handbuch für die Vergabe und Ausführung von Bauleistungen im Straßen- und Brückenbau, Ausgabe 03/2023, (FGSV 941 B)</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:482pt;font-size:10pt;"/><p style="width:496pt;margin-top:0pt;margin-bottom:0pt;font-size:10pt;font-weight:bold;"><span style="font-family:Arial;font-size:10pt;">3.1 Zu beachtende Merkblätter:</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:482pt;font-size:10pt;"/><p style="margin-top:0pt;margin-bottom:0pt;width:482pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">3.1.1 Merkblatt über die Verhütung von Frostschäden an Straßen,</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:482pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;"> Ausgabe 2013 (R 2), (FGSV 545)</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:482pt;font-size:10pt;"/><p style="margin-top:0pt;margin-bottom:0pt;width:482pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">3.1.2 Merkblatt für die Verdichtung des Untergrundes und Unterbaues im</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:482pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Straßenbau,</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:482pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Ausgabe 2003 (R 2), (FGSV 516)</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:482pt;font-size:10pt;"/><p style="margin-top:0pt;margin-bottom:0pt;width:482pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">3.1.3 M Geok E-StB, Merkblatt über die Anwendung von Geokunststoffen im Erdbau des Straßenbaues, Ausgabe 2016, (FGSV 535)</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:482pt;font-size:10pt;"/><p style="margin-top:0pt;margin-bottom:0pt;width:482pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">3.1.4 M RC, Merkblatt über den Einsatz von recycelten Baustoffen im Erd- und Straßenbau, Ausgabe 2019, (FGSV 616/3)</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:482pt;font-size:10pt;"/><p style="margin-top:0pt;margin-bottom:0pt;width:482pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">3.1.5 H FA 10, Hinweise für das Fräsen von Asphaltbefestigungen und Befestigungen mit teer-/pechtypischen Bestandteilen, Ausgabe 2010, (FGSV 769)</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:482pt;font-size:10pt;"/><p style="margin-top:0pt;margin-bottom:0pt;width:482pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">3.1.6 M WA 14, Merkblatt für die Wiederverwendung von Asphalt, Ausgabe 2014 (R 2), (FGSV 754)</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:482pt;font-size:10pt;"/><p style="margin-top:0pt;margin-bottom:0pt;width:482pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">3.1.7 M BgA 04, Merkblatt für den Bau griffiger Asphaltdeckschichten, Ausgabe 2004, (FGSV 758)</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:482pt;font-size:10pt;"/><p style="margin-top:0pt;margin-bottom:0pt;width:482pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">3.1.8 M VA 05, Merkblatt für das Verdichten von Asphalt, Ausgabe 2005, (FGSV 730)</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:482pt;font-size:10pt;"/><p style="margin-top:0pt;margin-bottom:0pt;width:482pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">3.1.9 M FP 1 03, Merkblatt für Flächenbefestigungen mit Pflasterdecken und Plattenbelägen; Teil 1: Regelbauweise (Ungebundene Ausführung), Ausgabe 2015 (R 2), (FGSV 618/1)</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:482pt;font-size:10pt;"/><p style="margin-top:0pt;margin-bottom:0pt;width:482pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">3.1.10 M VAS 99, Merkblatt über Rahmenbedingungen für erforderliche Fachkenntnisse zur Verkehrssicherung von Arbeitsstellen an Straßen, Ausgabe 1999 (R 2), (FGSV 371)</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:482pt;font-size:10pt;"/><p style="margin-top:0pt;margin-bottom:0pt;width:482pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">3.1.11 M DBT - Merkblatt für Dränbetontragschichten 2013</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:482pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">[FGSV-Nr. 827]</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:482pt;font-size:10pt;"/><p style="margin-top:0pt;margin-bottom:0pt;width:482pt;font-size:10pt;"/><p style="margin-top:0pt;margin-bottom:0pt;width:482pt;font-size:10pt;font-weight:bold;"><span style="font-family:Arial;font-size:10pt;">Bezugsquellen</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:482pt;font-size:10pt;"/><p style="margin-top:0pt;margin-bottom:0pt;width:482pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">DIN-Normen:</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:482pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Beuth Verlag GmbH</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:482pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Anschrift: Burggrafenstr. 6, 10787 Berlin</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:482pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Tel.: 030/26 01-22 60, Fax: 030/26 01-12 60</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:482pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">E-Mail: info@beuth.de, Internet: www.beuth.de</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:482pt;font-size:10pt;"/><p style="margin-top:0pt;margin-bottom:0pt;width:482pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">FGSV-Regelwerke:</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:482pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">FGSV Verlag GmbH</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:482pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Anschrift: Wesselinger Str. 17, 50999 Köln</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:482pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Tel: 02236/38 46 30, Fax: 02236/ 38 46 40</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;">Zusätzliche Technische und sonstige Technische Vertragsbedingungen</span></p></TextOutlTxt></OutlTxt></OutlineText></CompleteText></Description></Remark><Remark ID="id6"><Description><CompleteText><ComplTSA>Yes</ComplTSA><DetailTxt><Text><p style="margin-top:0pt;margin-bottom:0pt;width:482pt;font-size:10pt;font-weight:bold;"/><p style="margin-top:0pt;margin-bottom:0pt;width:482pt;font-weight:bold;"><span style="font-family:Arial;font-size:12pt;">Baubeschreibung</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:482pt;font-size:10pt;font-weight:bold;"/><p style="margin-top:0pt;margin-bottom:0pt;width:482pt;font-size:10pt;font-weight:bold;"><span style="font-family:Arial;font-size:10pt;">1. Lage der Baustelle</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:482pt;font-size:10pt;"/><p style="margin-top:0pt;margin-bottom:0pt;width:482pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Die Stadtverwaltung Worms plant die Fahrbahndeckensanierung der Friedrich-Ebert-Straße / Kriemhildenstraße zwischen dem Knotenpunkt Lutherring und dem Anfang der Brunhildenbrücke (Gemarkung Worms, Flur 9). Dieses Segment hat eine Länge von ca. 230 m und umfasst eine Sanierungsfläche von ca. 3.000 m².</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:482pt;font-size:10pt;"/><p style="margin-top:0pt;margin-bottom:0pt;width:482pt;"><span style="font-size:10pt;font-family:Arial;"/><image Encoding="base64" Type="image/jpeg" 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</image></p><p style="margin-top:0pt;margin-bottom:0pt;width:482pt;font-size:10pt;"/><p style="margin-top:0pt;margin-bottom:0pt;width:482pt;font-size:10pt;font-weight:bold;"><span style="font-family:Arial;font-size:10pt;">2. Vorhandene öffentliche Verkehrswege</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:482pt;font-size:10pt;"/><p style="margin-top:0pt;margin-bottom:0pt;width:482pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Bei öffentlichen Verkehrswegen, soweit sie für Verkehrsumleitungen benutzt werden sollen, ist auch wenn dies nur für sehr kurze Umleitungszeiten erfolgt, immer Einvernehmen mit dem Eigentümer und der Straßenverkehrsbehörde herzustellen.</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:482pt;font-size:10pt;"/><p style="margin-top:0pt;margin-bottom:0pt;width:482pt;font-size:10pt;font-weight:bold;"><span style="font-family:Arial;font-size:10pt;">3. Zugänge, Zufahrten</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:482pt;font-size:10pt;"/><p style="margin-top:0pt;margin-bottom:0pt;width:482pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Die Erschließung der Baustelle ist durch das öffentliche Straßennetz in Abstimmung mit dem AG und der Straßenverkehrsbehörde möglich. Die Genehmigung zur Benutzung von klassifizierten Straßen und Wegen hat der AN vor Beginn der Arbeiten vom jeweiligen Baulastträger selbst einzuholen. Durch die Benutzung auftretende Schäden an diesen Wegen hat der Auftragnehmer auf eigene Kosten zu beseitigen. Die für den Straßenbau unmittelbar benötigten Flächen werden vom Auftraggeber zur Verfügung gestellt. </span></p><p style="margin-top:0pt;margin-bottom:0pt;width:482pt;font-size:10pt;"/><p style="margin-top:0pt;margin-bottom:0pt;width:482pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Städtische Straßen und Wege sowie klassifizierte Straßen sind im Rahme der Widmung und der verkehrsbehördlichen Vorschriften zu benutzen. Beschränkungen im Gemeingebrauch berechtigen nicht zu Nachforderungen.</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:482pt;font-size:10pt;"/><p style="margin-top:0pt;margin-bottom:0pt;width:482pt;font-size:10pt;font-weight:bold;"><span style="font-family:Arial;font-size:10pt;">4. Anschlussmöglichkeiten an Ver- und Entsorgungsleitungen</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:482pt;font-size:10pt;"/><p style="margin-top:0pt;margin-bottom:0pt;width:482pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Die Beschaffung von Wasser sowie die Möglichkeit des Stromanschlusses und die Entsorgung von Abwasser ist Angelegenheit des AN.</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:482pt;font-size:10pt;"/><p style="margin-top:0pt;margin-bottom:0pt;width:482pt;font-size:10pt;font-weight:bold;"><span style="font-family:Arial;font-size:10pt;">5. Lager- und Arbeitsplätze</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:482pt;font-size:10pt;"/><p style="margin-top:0pt;margin-bottom:0pt;width:482pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Für das Stellen der Baustelleneinrichtung stehen lediglich die Straßenverkehrsflächen im Bereich der Baumaßnahme zur Verfühgung. Das Herrichten der Flächen und ggf. erforderliche Befestigung sowie Vorhalten und Entfernen der Befestigungen ist in die Position Baustelleneinrichtung einzukalkulieren.</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:482pt;font-size:10pt;"/><p style="margin-top:0pt;margin-bottom:0pt;width:482pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Lager- und Arbeitsptze stehen nur im Bereich des im Eigentum des AG stehenden Straßengeländes zur Verfügung. Es ist Sache des AN, darüber hinaus für die erforderlichen Lager- und Arbeitsplätze zu sorgen. Von sämtlichen in Anspruch genommenen Flächen sind vom AG am Schluss der Baumaßnahme unaufgefordert Freistellungserklärungen der Eigentümer oder Pächter vorzulegen.</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:482pt;font-size:10pt;"/><p style="margin-top:0pt;margin-bottom:0pt;width:482pt;font-size:10pt;font-weight:bold;"><span style="font-family:Arial;font-size:10pt;">6. Straßenbau</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:482pt;font-size:10pt;"/><p style="margin-top:0pt;margin-bottom:0pt;width:482pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Das hier vorliegende Leistungsverzeichnis beschreibt die Leistungen für eine Asphaltdeckensanierung der o.g. Verkehrsfläche in Worms.</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:482pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Es ist geplant, die Asphaltdeckschicht auf einer Dicke von ca. 4 cm zu erneuern. Des Weiteren muss partiell nach Anweisung des AG die Asphaltbinderschicht mit erneuert werden. Bei tiefergehenden Schäden kann als Bedarfsposition die Asphalttragschicht mitsaniert werden.</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:482pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Zusätzlich erfolgt die Erneuerung von 8 Schachtabdeckungen der Kanalisation (EBWO), die Regulierung von 2 Telekom-Schächten sowie der Austausch von 10 Hydranten-/Schieberkappen. Ca. 22 bestehende Straßenabläufe (Sinkkästen) werden erneuert bzw. in der Höhe reguliert. Im Randbereich werden 50 lfm alte Rinne ausgebaut, wovon 20 lfm durch eine neue Gussasphaltrinne ersetzt werden.</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:482pt;font-size:10pt;"/><p style="margin-top:0pt;margin-bottom:0pt;width:482pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Folgende Arbeiten sind in einer gesonderten Rechnung auszuweisen:</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:482pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Alle Arbeiten des Titels 04 Schachtumbauten Anteil EBWO AöR.</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:482pt;font-size:10pt;"/><p style="margin-top:0pt;margin-bottom:0pt;width:482pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Während der gesamten Maßnahmenperiode muss den Anwohnern die Zufahrt zu ihren Grundstücken stets ermöglicht werden.</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:482pt;font-size:10pt;"/><p style="margin-top:0pt;margin-bottom:0pt;width:482pt;font-size:10pt;font-weight:bold;"><span style="font-family:Arial;font-size:10pt;">7. Gleichzeitig laufende Bauarbeiten</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:482pt;font-size:10pt;"/><p style="margin-top:0pt;margin-bottom:0pt;width:482pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Sollte im Zuge der Maßnahme festgestellt werden, dass bestehende Leitungen keine ausreichende Tiefenlage aufweisen, so werden diese im Zuge der Maßnahme durch die Leitungsträger tiefergelegt. Der AN hat auf diese Arbeiten Rücksicht zu nehmen bzw. diese zu koordinieren.</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:482pt;font-size:10pt;"/><p style="margin-top:0pt;margin-bottom:0pt;width:482pt;font-size:10pt;font-weight:bold;"><span style="font-family:Arial;font-size:10pt;">8. Baugrundverhältnisse</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:482pt;font-size:10pt;"/><p style="margin-top:0pt;margin-bottom:0pt;width:482pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Für die Maßnahme wurde im Vorfeld ein Baugrundgutachten durch das Institut Baucontrol (Bericht-Nr. 5058-26 vom 02.04.2026) erstellt. Gemäß dem Gutachten handelt es sich bei der Befestigung um teerfreie Straßenbefestigung (PAK nach EPA &#x3c; 2 mg/kg). Der bestehende Fahrbahnoberbau ist als Ausbauasphalt mit dem AVV-Schlüssel 17 03 02 (Bitumengemische) zu verwerten.</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:482pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Achtung: Im Bereich der Erkundung EK 7 (Kriemhildenstraße) wurde kein Schichtenverbund zwischen Deck- und Binderschicht festgestellt. </span></p><p style="margin-top:0pt;margin-bottom:0pt;width:482pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Der Auftragnehmer hat beim Fräsen der Deckschicht mit partiellen Ausbrüchen der Binderschicht zu rechnen. Diese Fehlstellen sind tiefer auszufräsen und mit Asphaltbinderschicht instand zu setzen.</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:482pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Anfallender Bodenaushub (Unterbau/Tragschicht) ist gemäß Gutachten abfalltechnisch als LAGA Z 1.2 bzw. EBV BM-0 (AVV 17 05 04) eingestuft. </span></p><p style="margin-top:0pt;margin-bottom:0pt;width:482pt;font-size:10pt;"/><p style="margin-top:0pt;margin-bottom:0pt;width:482pt;font-size:10pt;font-weight:bold;"><span style="font-family:Arial;font-size:10pt;">9. Zu schützende Bereiche und Objekte</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:482pt;font-size:10pt;"/><p style="margin-top:0pt;margin-bottom:0pt;width:482pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Bei Arbeiten im Bereich von bestehenden Bäumen ist vor den Arbeiten die Abteilung Grünflächen und Gewässer der Stadtverwaltung Worms zu informieren und die anstehenden Arbeiten abzustimmen.</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:482pt;font-size:10pt;"/><p style="margin-top:0pt;margin-bottom:0pt;width:482pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Die Arbeiten an Wurzeln sind ausschließlich nach Weisung der Abteilung Grünflächen und Gewässer durchzuführen.</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:482pt;font-size:10pt;"/><p style="margin-top:0pt;margin-bottom:0pt;width:482pt;font-size:10pt;font-weight:bold;"><span style="font-family:Arial;font-size:10pt;">10. Anlagen im Baubereich</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:482pt;font-size:10pt;"/><p style="margin-top:0pt;margin-bottom:0pt;width:482pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Der AN hat sich ohne gesonderte Vergütung die Bestandspläne der Ver- und Entsorgungsleitungen im Planbereich einzuholen. Die Vorschriften der EVU sind bei Arbeiten in der unmittelbaren Nähe und an den Leitungen zu beachten. Es wird davon ausgegangen, dass alle vorhandenen Leitungen technisch richtig nach DVGW bzw. VDE verlegt sind. Entsprechend sind die im LV vorgesehenen Mengenansätze für Handaushub mit Maschienenunterstützung. Diese Position wird auch bei Aushubarbeiten im Bereich von Wurzeln zugrunde gelegt.</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:482pt;font-size:10pt;"/><p style="margin-top:0pt;margin-bottom:0pt;width:482pt;font-size:10pt;font-weight:bold;"><span style="font-family:Arial;font-size:10pt;">11. Öffentlicher Verkehr im Baubereich</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:482pt;font-size:10pt;font-weight:bold;"/><p style="margin-top:0pt;margin-bottom:0pt;width:482pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Die Durchführung der Baumaßnahme ist so geplant, dass eine Vollsperrung des Baufeldes eingerichtet wird. Eine Durchfahrt für den motorisierten Verkehr ist nicht möglich. Ein Verkehrszeichenplan für den Baubereich und die Umleitungsstrecken ist vom AN der Verkehrsbehörde zur Genehmigung rechtzeitig vor Baubeginn vorzulegen.</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:482pt;font-size:10pt;"/><p style="margin-top:0pt;margin-bottom:0pt;width:482pt;font-size:10pt;font-weight:bold;"><span style="font-family:Arial;font-size:10pt;">12. Verkehrsführung, Verkehrssicherung</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:482pt;font-size:10pt;"/><p style="margin-top:0pt;margin-bottom:0pt;width:482pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Die Bauarbeiten finden im Bereich des öffentlichen Verkehrs statt. Während der Maßnahme muss den Anwohnern die Zuwegbarkeit zu ihren Grundstücken (zu Fuß) stets ermöglicht werden. Der gesamte Durchgangsverkehr wird großräumig umgeleitet.</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:482pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Die Bestimmungen der Straßengesetze (FStrG), der Straßenverkehrsordnung (StVO) und der Verwaltungsvorschrift zur StVO sowie die ZTV-SA 97 und die Richtlinien für die Sicherung von Arbeitsstellen an Straßen sind zu beachten.</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:482pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Das Lagern von Geräten, Material und dergl. in den Seitenräumen neben den unter Verkehr liegenden Strecken ist nicht gestattet. Die Kosten für die Aufrechterhaltung des Verkehrs und für die gesamte Verkehrssicherung sind in die entsprechende Position einzurechnen. Verschmutzungen auf öffentlichen Verkehrswegen sind vom AN sofort zu entfernen.</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:482pt;font-size:10pt;"/><p style="margin-top:0pt;margin-bottom:0pt;width:482pt;font-size:10pt;font-weight:bold;"><span style="font-family:Arial;font-size:10pt;">13. Bauablauf und Besonderheiten</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:482pt;font-size:10pt;"/><p style="margin-top:0pt;margin-bottom:0pt;width:482pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Der Asphalteinbau der Deckschicht hat zwingend nahtlos über die gesamte Fahrbahnbreite (z. B. gestaffelter Einsatz von zwei Fertigern &#x22;heiß an heiß&#x22;) zu erfolgen, um eine Mittelnaht zu vermeiden. </span></p><p style="margin-top:0pt;margin-bottom:0pt;width:482pt;font-size:10pt;"/><p style="margin-top:0pt;margin-bottom:0pt;width:482pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Ein Bauzeitenplan ist zu erstellen und mit dem AG abzustimmen.</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:482pt;font-size:10pt;"/><p style="margin-top:0pt;margin-bottom:0pt;width:482pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Besonderheit Bauende (Brunhildenbrücke): Das Baufeld endet exakt vor der quer verlaufenden Fahrbahnübergangskonstruktion (FÜK / Stahldehnfuge) der Brunhildenbrücke. </span></p><p style="margin-top:0pt;margin-bottom:0pt;width:482pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Die Fräsarbeiten im unmittelbaren Anschlussbereich an die Stahlkonstruktion sind mit äußerster Vorsicht (ggf. Kleinfräse/Handarbeit) auszuführen. Eine Beschädigung der FÜK durch das Fräsgerät ist zwingend zu vermeiden. Der AN haftet für Schäden an der Brückenkonstruktion.</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:482pt;font-size:10pt;"/><p style="margin-top:0pt;margin-bottom:0pt;width:482pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Besonderheit Kreisverkehrsplatz: Der Knotenpunkt Rathenaustraße / Kriemhildenstraße / Friedrich-Ebert-Straße ist als Kreisverkehrsplatz ausgebildet. Aufgrund extremer horizontaler Scherkräfte ist ein hohlraumfreier Schichtenverbund zwingend. Längs- und Quernähte sind als geschnittene Nähte mit hochpolymermodifizierter Fugenmasse/Fugenband wasserdicht auszubilden. Die im KVP vorhandene Würfelrinne bleibt erhalten. </span></p><p style="margin-top:0pt;margin-bottom:0pt;width:482pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Steinflanken sind vor dem Asphalteinbau zwingend zu reinigen; der Anschluss an die starre Rinne ist extrem sorgfältig auszubilden.</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:482pt;font-size:10pt;"/><p style="margin-top:0pt;margin-bottom:0pt;width:482pt;font-size:10pt;font-weight:bold;"><span style="font-family:Arial;font-size:10pt;">14. Asphaltbefestigung</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:482pt;font-size:10pt;"/><p style="margin-top:0pt;margin-bottom:0pt;width:482pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Sämtliche Asphaltschichten müssen der ZTV Asphalt-StB und der TL Asphalt-StB 07 (Korrekturen zur TL Asphalt-StB 07 gemäß BMVBS ARS 29/2010 vom 22. Dezember 2010) entsprechen.</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:482pt;font-size:10pt;"/><p style="margin-top:0pt;margin-bottom:0pt;width:482pt;font-size:10pt;font-style:italic;"><span style="font-family:Arial;font-size:10pt;">Asphalttragschichten</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:482pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Wenn Asphaltmischgut aus mehreren Asphaltmischwerken bezogen wird, haben alle Lieferwerke mit demselben Bindemittelgehalt und Anteil an groben Gesteinskörnungen zu liefern. </span></p><p style="margin-top:0pt;margin-bottom:0pt;width:482pt;font-size:10pt;"/><p style="margin-top:0pt;margin-bottom:0pt;width:482pt;font-size:10pt;font-style:italic;"><span style="font-family:Arial;font-size:10pt;">Asphaltbinderschichten</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:482pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Die Herkunft und Sorte des Bindemittels, der Gesteinskörnungen und der Bindemittelträger müssen für das Bauvorhaben gleich bleiben.</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:482pt;font-size:10pt;"/><p style="margin-top:0pt;margin-bottom:0pt;width:482pt;font-size:10pt;font-style:italic;"><span style="font-family:Arial;font-size:10pt;">Asphaltdeckschichten</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:482pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Die Herkunft und Sorte des Bindemittels, der Gesteinskörnungen und der Bindemittelträger müssen für das Bauvorhaben gleich bleiben.</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:482pt;font-size:10pt;"/><p style="margin-top:0pt;margin-bottom:0pt;width:482pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Die Bestimmung der Verdichtbarkeit mit Hilfe des Marshall-Verfahrens nach der &#x22;Arbeitsanleitung für Bestimmung der Verdichtbarkeit von Walzasphalt mit Hilfe des Marshall-Verfahrens, Ausgabe 1987&#x22; der FGSV, wird empfohlen.</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:482pt;font-size:10pt;"/><p style="margin-top:0pt;margin-bottom:0pt;width:482pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Das Abstumpfen der Asphaltdeckschichten erfolgt entsprechend der ausgewiesenen Leistungspositionen unter Beachtung des &#x22;Merkblattes für den Bau griffiger Asphaltdeckschichten (M BgA), Ausgabe 2004&#x22; der FGSV.</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:482pt;font-size:10pt;"/><p style="margin-top:0pt;margin-bottom:0pt;width:482pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Als Baustoff zum Abstumpfen ist eine bindemittelumhüllte gebrochene Gesteinskörnung der Lieferkörnung 1/3 in einer Aufstreumenge von 1,0 kg/m² zu verwenden. Sie ist gleichmäßig aufzubringen und statisch einzudrücken. Zur Erzielung eines guten Verbundes zwischen den einzelnen Asphaltlagen und -schichten ist die Unterlage zu reinigen und Abhängigkeit von der Bauklasse mit einer Bitumenemulsion C 60BP1-S gemäß TL BE StB 07 anzusprühen. Das Ansprühen der Unterlage muss gleichmäßig erfolgen. Nähte und Anschlüsse in den Ashaltschichten der Fahrbahn bzw. die gegebenenfalls durch die Einbauverhältnisse bedingten Nähte wie z.B. halbseitigem Fertigen der Fahrbahn, sind mit äußerster Sorgfalt gem. ZTV Asphalt-StB 07 auszuführen. Die Nahtbehandlung ist mit polymermodifiziertem Heißbitumen auszuführen. Die Eignung der gewählten Stoffe ist dem AG nachzuweisen. Vor Einbau der Asphaltschichten müssen alle Vorarbeiten, wie z.B. Anschlüsse fräsen, Ansprühen der Unterlage und Fugenreinigung beendet sein. Ränder der Asphaltschichten sind abzuböschen, sofern keine Randeinfassungen vorhanden sind. Die Flankenflächen an den höherliegenden Rändern der Schichten sind vollständig mit polymermodifiziertem Heißbitumen abzudichten.</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:482pt;font-size:10pt;"/><p style="margin-top:0pt;margin-bottom:0pt;width:482pt;font-size:10pt;font-weight:bold;"><span style="font-family:Arial;font-size:10pt;">15. Abfälle</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:482pt;font-size:10pt;"/><p style="margin-top:0pt;margin-bottom:0pt;width:482pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Der AN hat sämtliche durch seine Baumaßnahme entstehenden Abfälle gemäß den gesetzlichen Vorschriften ohne Vergütung zu entsorgen.</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:482pt;font-size:10pt;"/><p style="margin-top:0pt;margin-bottom:0pt;width:482pt;font-size:10pt;font-weight:bold;"><span style="font-family:Arial;font-size:10pt;">16. Prüfungen</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:482pt;font-size:10pt;"/><p style="margin-top:0pt;margin-bottom:0pt;width:482pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Sofern für die zur Verwendung gelangenden Baustoffe Technische Lieferverträge, Eignungsprüfungen und / oder Eignungsbeurteilungen / -nachweise sowie Zulassungsbescheide erforderlich sind, sind diese rechtzeitig, spästestens 2 Wochen vor der ersten Verwendung des Baustoffes, dem AG in 1-facher Ausfertigung einzureichen. Die Kosten hierfür trägt der AN. Bei Nichteinhaltung dieser Fristen verzögert sich der Einbau zu Lasten des AN. Die Ergebnisse der Eigenüberwachungsprüfungen sind dem AG auf Verlangen vorzulegen. -Kontrollprüfungen / Identitätsprüfungen: Die Kontrollprüfungen werden vom AG - zeitlich unbestimmt - im erforderlichen Umfang durchgeführt (Koordination: örtliche Bauüberwachung). Für Plattendruckversuche wird die Stellung eines LKW oder eines anderen Gegengewichtes vom AN erforderlich. Nach Aufforderung durch den AG hat der AN Proben aller zur Verwendung kommenden bitumenhaltigen Stoffe zu Kontrollprüfungen bzw. Identitätsprüfungen zu entnehmen. Der AN hat dies zu ermöglichen und dazu evtl. erforderliche Hilfskräfte, Hilfsmittel für Probenahme und Versand der Proben siwe Stoffe ohne eine über die entsprechenden Positionen des LV hinausgehende Vergütung zu stellen. Hierbei möglicherweise auftretende Verzögerungen des Arbeitsablaufes hat der AN entschädigungslos aufzufangen.Der Umfang der gegebenenfalls erforderlichen Prüfungen ergibt sich aus dem anzuwendenden Technischen Regelwerk. Der Auftraggeber erteilt die Aufträge zur Durchführung von Kontrollprüfungen direkt an die hierfür anerkannten Prüfstellen. Gleiches gilt auch für die Durchführung von zusätzlichen Kontrollprüfungen. Sollten bei </span></p></Text><TextComplement MarkLbl="11" Kind="Owner"><ComplCaption><span style="font-family:Arial;font-size:10pt;">Kontrollprüfungen Abweichungen festgestellt werden und es gibt in den jeweils maßgebenden ZTV</span></ComplCaption><ComplBody><p style="margin-top:0pt;margin-bottom:0pt;width:482pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">&#x27;en für diese Abweichungen Abzugsregelungen,so kann anstelle der Mängelbeseitigung einvernehmlich der sich hieraus ergebende Abzug der Vergütung vereinbart werden. Abzüge werden aber nur bis zu einer Höhe von 50 % des zugehörigen Einheitspreises vorgenommen. Ergeben sich höhere Abzüge ist die Leistung in jedem Fall durch eine mangelfreie Leistung zu ersetzen. </span></p><p style="margin-top:0pt;margin-bottom:0pt;width:482pt;font-size:10pt;"/><p style="margin-top:0pt;margin-bottom:0pt;width:482pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Der Nachweis der profilgerechten Lage und Ebenheit der einzelnen Schichten des Oberbaues ist vom AN zu erbringen. Die Messungen sind dabei gemeinsam mit dem AG durchzuführen. Der Schichtenverbund ist auf der Baustelle unmittelbar nach der Probenahme der Bohrkerne, die zur Ermittlung des Verdichtungsgrades gezogen werden, zunächst nach Augenschein gemeinsam vom Auftraggeber und Auftragnehmer festzustellen. Der AG behält sich jedoch vor, bei Kontrollprüfungen an Bohrkernen die Abscherkraft zwischen den einzelnen Schichten des Befestigungsaufbaus gemäß den &#x22; Arbeitsanleitungen zur Prüfung von Asphalt (ALP A-StB) Teil 4: Prüfung des Schichtenverbundes nach Leutner, AUsbabe 1999&#x22;, prüfen zu lassen.</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:482pt;font-size:10pt;"/><p style="margin-top:0pt;margin-bottom:0pt;width:482pt;font-size:10pt;font-weight:bold;"><span style="font-family:Arial;font-size:10pt;">17. Allgemeines</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:482pt;font-size:10pt;"/><p style="margin-top:0pt;margin-bottom:0pt;width:482pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Gebaut wird anhand der örtlichen Gegebenheiten, welche i.A durch die geplanten Arbeiten unverändert bleiben. Eine Achabsteckung ist daher nicht notwendig.</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:482pt;font-size:10pt;"/><p style="margin-top:0pt;margin-bottom:0pt;width:482pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Grundsätlzlich sind alle Fabrikate, die abweichend von den Empfehlungen des LV&#x27;</span></p></ComplBody><ComplTail><span style="font-family:Arial;font-size:10pt;">s angeboten werden, zu </span><br/></ComplTail></TextComplement><Text><p style="margin-top:0pt;margin-bottom:0pt;width:482pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">benennen und Unterlagen, aus denen die Gleichwertigkeit nachgewiesen werden kann, beizufügen.</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:482pt;font-size:10pt;"/><p style="margin-top:0pt;margin-bottom:0pt;width:482pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Alle nachfolgend beschriebenen Positionen verstehen sich einschl. Lieferung und Einbau aller benötigten Materialien, sofern nicht ausdrücklich die bauseitige Lieferung angegeben ist. Die die Entsorgung von Aufbruch-, Abbruch- oder Bodenmaterial ist grundsätzlich die Deponiegebühr mit einzukalkulieren.</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:482pt;font-size:10pt;"/><p style="margin-top:0pt;margin-bottom:0pt;width:482pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Beim Unterbeton aller Bord- und Rinnenanlagen wird auf einbaufähigen (frischen) Beton Wert gelegt. Der Einbau von über mehrere Stunden offen gelagerten Beton wird nicht zugelassen. Als Unterbeton für die Bord- und Rinnenanlagen ist Beton C 20/25 Körnung 0/22 vorgesehen. </span></p><p style="margin-top:0pt;margin-bottom:0pt;width:482pt;font-size:10pt;"/><p style="margin-top:0pt;margin-bottom:0pt;width:482pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Die Böschungen werden mit einer Neigung von 1:1,5 ausgeführt.</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:482pt;font-size:10pt;"/><p style="margin-top:0pt;margin-bottom:0pt;width:482pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Die Gewährleistung beträgt 4 Jahre.</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:482pt;font-size:10pt;"/><p style="margin-top:0pt;margin-bottom:0pt;width:482pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Alle Unterlagen können beim Bauherren eingesehen werden.</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:482pt;font-size:10pt;"/><p style="margin-top:0pt;margin-bottom:0pt;width:482pt;font-size:10pt;font-weight:bold;"><span style="font-family:Arial;font-size:10pt;">18. Bauzeiten und Termine (Ausschlussfristen)</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:482pt;font-size:10pt;"/><p style="margin-top:0pt;margin-bottom:0pt;width:482pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Die Baumaßnahme ist zwingend im Zeitraum von Oktober bis November 2026 einzuplanen und vollständig abzuschließen. Die Dauer der Vollsperrung ist rechtzeitig vorab mit dem Auftraggeber sowie der Straßenverkehrsbehörde abzustimmen und vertraglich zu fixieren.</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:482pt;font-size:10pt;"/><p style="margin-top:0pt;margin-bottom:0pt;width:482pt;font-size:10pt;font-weight:bold;"><span style="font-family:Arial;font-size:10pt;">19. Öffentlicher Personennahverkehr (ÖPNV)</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:482pt;font-size:10pt;"/><p style="margin-top:0pt;margin-bottom:0pt;width:482pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Von der Vollsperrung sind zahlreiche regionale und städtische Buslinien (403, 405, 408, 410, 411, 415, 431, 434, 644) des VRN massiv betroffen. Der Auftragnehmer hat die exakte Bauablaufplanung und die Umleitungsstrecken frühzeitig (mindestens 4 Wochen vor Baubeginn) mit den betroffenen Verkehrsunternehmen abzustimmen, um den Fahrzeug- und Personalmehraufwand für den ÖPNV zu minimieren.</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:482pt;font-size:10pt;"/><p style="margin-top:0pt;margin-bottom:0pt;width:482pt;font-size:10pt;font-weight:bold;"><span style="font-family:Arial;font-size:10pt;">20. Nähe zu Bahnanlagen (Deutsche Bahn / DB InfraGO AG)</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:482pt;font-size:10pt;"/><p style="margin-top:0pt;margin-bottom:0pt;width:482pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Das Baufeld befindet sich in der Nähe von Bahnflächen bzw. auf Bahnflächen der Deutschen Bahn. Bei allen Bauarbeiten sind die Standsicherheit und Funktionstüchtigkeit der Bahnanlagen stets zu gewährleisten. Der Eisenbahnbetrieb darf weder behindert noch gefährdet werden. Es ist ein Schutz auf der Brücke vorzusehen, sodass keine Baumaterialien in den Gleisbereich fallen können. Das Betreten von Bahngelände ohne ausdrückliche Genehmigung der DB InfraGO AG ist strengstens untersagt.</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;">Baubeschreibung</span></p></TextOutlTxt></OutlTxt></OutlineText></CompleteText></Description></Remark></BoQBody></BoQCtgy><BoQCtgy ID="id7" RNoPart="01"><LblTx><p><span>BAUSTELLENEINRICHTUNG, VERKEHRSSICHERUNG</span></p></LblTx><BoQBody><BoQCtgy ID="id8" RNoPart="01"><LblTx><p><span>BAUSTELLENEINRICHTUNG</span></p></LblTx><BoQBody><Itemlist><Item ID="id9" RNoPart="1"><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;">Geräte, Werkzeuge und sonstige Betriebsmittel, die zur</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:284pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">vertragsgemäßen Durchführung der Bauleistungen erforderlich</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:284pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">sind, auf die Baustelle bringen, bereitstellen und - soweit der</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:284pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Geräteeinsatz nicht gesondert berechnet wird - betriebsfertig</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:284pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">aufstellen einschl. der dafür notwendigen Arbeiten.</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:284pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Die erforderlichen festen Anlagen herstellen.</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:284pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Unterkünfte, Werkstätten, Lagerschuppen und dgl., soweit</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:284pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">erforderlich, antransportieren, aufbauen und einrichten.</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:284pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Strom-, Wasser-, Fernsprechanschluss sowie</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:284pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Entsorgungseinrichtungen und dgl. für die Baustelle, soweit</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:284pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">erforderlich, herstellen. Weiterhin alle Kosten, die für die</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:284pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Einrichtung und Sicherung der Baustelle gem. einer</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:284pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">zugehörigen Verkehrsbehödlichen Anordnung für die gesamte</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:284pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Bauzeit anfallen.</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:284pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Bei Bedarf Zufahrtswege zur Baustelle sowie Lagerplätze,</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:284pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">sonstige Platzbefestigungen und Wege im Baustellenbereich</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:284pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">anlegen.</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:284pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Oberbodenarbeiten einschl. Beseitigen von Aufwuchs für die</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:284pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Baustelleneinrichtung, soweit erforderlich, ausführen.</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:284pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Flächen beschaffen, sofern die vom AG zur Verfügung</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:284pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">gestellten nicht ausreichen.</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:284pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Kosten für Vorhalten, Unterhalten und Betreiben der Geräte,</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:284pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Anlagen und Einrichtungen einschl. Mieten, Pacht, Gebühren</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:284pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">und dgl. Werden nicht mit dieser Pauschale, sondern mit den</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:284pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Einheitspreisen der betreffenden Teilleistungen vergütet.</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:284pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Soweit nicht für bestimmte Leistungen (z.B. Bedarfsleistungen)</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:284pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">für das Einrichten der Baustelle gesonderte Positionen im</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:284pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Leistungsverzeichnis enthalten sind, gilt die Pauschale für alle</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:284pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Leistungen sämtlicher Abschnitte des Leistungsverzeichnisses.</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:284pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Zu Beginn der Bauarbeiten kann die Baustelleneinrichtung zu</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:284pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">30 % in Rechnung gestellt werden. Die weitere Vergütung</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:284pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">erfolgt in Relation der erbrachten Leistungen zum</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:284pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Leistungsumfang der ausgeschriebenen</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:284pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Gesamtbaumassnahme.</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, einrichten und vorhalten</span></p></TextOutlTxt></OutlTxt></OutlineText></CompleteText></Description></Item><Item ID="id10" RNoPart="2"><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;">Baustelle von allen Geräten, Anlagen, Einrichtungen</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:284pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">und dergleichen räumen.</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:284pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Benutzte Flächen und Wege entsprechend dem ursprünglichen</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:284pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Zustand unter Wahrung der landschaftspflegerischen Belange</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:284pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">ordnungsgemäß herrichten. Verunreinigungen sind zu</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:284pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">beseitigen.</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:284pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Sämtliches Abfall-Material ist nach gültigem</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:284pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Kreislaufwirtschaftsgesetz zu entsorgen.</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:284pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Die Kosten sind 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;">Baustelle räumen</span></p></TextOutlTxt></OutlTxt></OutlineText></CompleteText></Description></Item><Item ID="id11" RNoPart="3"><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;">Für die gesamte Dauer der Maßnahme sind alle Müllgefäße</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:284pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">(Restmüll, Grünabfälle, Papier, Glas und Metalle u. ä., auch</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:284pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Sperrmüll) aller Anwesen innerhalb der Baustelle an den Tagen</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:284pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">der Müllabholung an einem für Müllfahrzeuge zugänglichen</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:284pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Straßenabschnitt zur Müllabholung bereitzustellen. Nach</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:284pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Leerung der Müllgefäße sind diese wieder zu den Anwesen</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:284pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">zurückzubringen.</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;">Mithilfe bei Abfallentsorgung</span></p></TextOutlTxt></OutlTxt></OutlineText></CompleteText></Description></Item><Item ID="id109" RNoPart="4"><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;">Die Anlieger im Baustellenbereich sowie in den unmittelbar angrenzenden Straßen sind rechtzeitig (spätestens 1 Woche vor Baubeginn) über die bevorstehende Baumaßnahme, die Vollsperrung, den Bauablauf, die Erreichbarkeit der Grundstücke, die Ansprechpartner der Baufirma vor Ort sowie die Regelungen zur Müllentsorgung mittels Hauswurfsendung (Informationsschreiben) zu informieren. Der Text des Informationsschreibens ist vorab mit der Bauleitung des Auftraggebers zwingend abzustimmen und darf erst nach Freigabe verteilt werden.</span></p></Text></DetailTxt><OutlineText><OutlTxt><TextOutlTxt><p style="margin-top:0pt;margin-bottom:0pt;width:405pt;font-size:10.5pt;color:#111827;font-weight:bold;"><span style="font-size:10.5pt;background-color:#FAFAFA;font-family:Arial;">Anwohnerinformation (Hauswurfsendung)</span></p></TextOutlTxt></OutlTxt></OutlineText></CompleteText></Description></Item></Itemlist></BoQBody></BoQCtgy><BoQCtgy ID="id12" RNoPart="02"><LblTx><p><span>VERKEHRSSICHERUNG</span></p></LblTx><BoQBody><Itemlist><Item ID="id13" RNoPart="1"><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;">Die Anordnung für die Verkehrssicherung ist von der Straßenverkehrsbehörde einzuholen, incl. Genehmigung und Durchführung. Unter Beachtung sämtlicher Vorschriften der Straßenverkehrsbehörden (StVO) die zur Durchführung der Arbeiten unumgänglichen Verkehrsbeschränkungen beantragen und in eigener Verantwortung die Baustelle nach StVO mit den erforderlichen Verkehrs- und Hinweisschildern, Abschrankungen, Schutz- und Sicherheitseinrichtung kennzeichnen. Vorhalten und falls erforderlich beleuchten der Schilder und Materialien während der gesamten Bauzeit. Betriebsmittel sind einzukalkulieren. Die Verkehrssicherung ist dem Baufortschritt anzupassen. Die Zuwegbarkeit sämtlicher Anlieger über die gesamte Bauzeit zu Hauseingängen (zu Fuß) ist sicherzustellen. Die vorliegende Position bezieht sich auf eine Vollsperrung des Baufeldes. Die Kontrolle der Verkehrssicherung gem. ZTV-SA durch schriftliche und elektronische Dokumentation ist Teil der vorliegenden Verkehrssicherungsposition und ist über die gesamte Bauzeit einzukalkulieren. Inkl. Bereitstellung, An- und Abtransport, Auf- und Abbau aller erforderlichen Materialien und Lohn.</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 Bauphasen Vollsperrung</span></p></TextOutlTxt></OutlTxt></OutlineText></CompleteText></Description></Item><Item ID="id14" RNoPart="2"><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;">Umleitung des Durchgangsverkehrs über das umliegende Hauptverkehrsnetz. Die Anordnung für die Verkehrssicherung ist von der Straßenverkehrsbehörde einzuholen, incl. Genehmigung und Durchführung. Unter Beachtung sämtlicher Vorschriften der Straßenverkehrsbehörden (StVO) die zur Durchführung der Arbeiten unumgänglichen Verkehrsbeschränkungen beantragen und in eigener Verantwortung die Baustelle nach StVO mit den erforderlichen Verkehrs- und Hinweisschildern, Abschrankungen, Schutz- und Sicherheitseinrichtung kennzeichnen. Vorhalten und falls erforderlich beleuchten der Schilder und Materialien während der gesamten Bauzeit. Betriebsmittel sind einzukalkulieren. Die Kontrolle der Verkehrssicherung gem. ZTV-SA durch schriftliche und elektronische Dokumentation ist Teil der vorliegenden Verkehrssicherungsposition und ist über die gesamte Bauzeit einzukalkulieren. Inkl. Bereitstellung, An- und Abtransport, Auf- und Abbau aller erforderlichen Materialien und Lohn.</span></p></Text></DetailTxt><OutlineText><OutlTxt><TextOutlTxt><p style="margin-top:0pt;margin-bottom:0pt;width:405pt;font-size:10.5pt;color:#111827;font-weight:bold;"><span style="font-size:10.5pt;background-color:#FAFAFA;font-family:Arial;">Verkehrssicherung - großräumig Umleitung</span></p></TextOutlTxt></OutlTxt></OutlineText></CompleteText></Description></Item></Itemlist></BoQBody></BoQCtgy></BoQBody></BoQCtgy><BoQCtgy ID="id16" RNoPart="02"><LblTx><p><span>ASPHALTARBEITEN</span></p></LblTx><BoQBody><BoQCtgy ID="id17" RNoPart="01"><LblTx><p><span>VORARBEITEN</span></p></LblTx><BoQBody><Itemlist><Item ID="id18" RNoPart="1"><Qty>20.000</Qty><QU>m</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;">Bituminöse Deckschicht mittels Fugenschneidgerät trennen.</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:284pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Asphaltdeckschicht geradlinig trennen.</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:284pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Dicke der Asphaltbefestigung über 3 bis 4 cm.</span></p></Text></DetailTxt><OutlineText><OutlTxt><TextOutlTxt><p style="margin-top:0pt;margin-bottom:0pt;width:405pt;font-size:10pt;font-weight:bold;"><span style="font-family:Arial;font-size:10pt;">Bituminöse Befestigung trennen, Dicke: 3 bis 6 cm</span></p></TextOutlTxt></OutlTxt></OutlineText></CompleteText></Description></Item><Item ID="id19" RNoPart="2"><Qty>20.000</Qty><QU>m</QU><Description><CompleteText><DetailTxt><Text><p style="margin-top:0pt;margin-bottom:0pt;width:284pt;font-size:10pt;font-weight:bold;"/><p style="margin-top:0pt;margin-bottom:0pt;width:284pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Bituminöse Befestigung trennen.</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:284pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Deckschicht und bituminöse Unterlage geradlinig schneiden.</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:284pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Dicke der bituminösen Befestigung: 10 cm bis 25 cm</span></p></Text></DetailTxt><OutlineText><OutlTxt><TextOutlTxt><p style="margin-top:0pt;margin-bottom:0pt;width:405pt;font-size:10pt;font-weight:bold;"><span style="font-family:Arial;font-size:10pt;">Bituminöse Befestigung trennen, Dicke: 10 bis 25 cm</span></p></TextOutlTxt></OutlTxt></OutlineText></CompleteText></Description></Item><Item ID="id20" RNoPart="3"><Qty>3250.000</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;">Decke fräsen und reinigen. Das anfallende Material geht in</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:284pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Eigentum des AN und wird beseitigt. </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;">Bei einem Ausbau ist der bestehende Fahrbahnoberbau als</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:284pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Ausbauasphalte mit einem AVV-Schlüssel 17 03 02,</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:284pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Bitumengemische zu verwerten.</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;">Flächen: Fahrbahn</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:284pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Frästiefe: bis 5 cm</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:284pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Fräsbreite: unterschiedliche Breiten, Teilabschnitte der</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:284pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Baustelle</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:284pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">siehe Baustellenbeschreibung</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:284pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Deckschicht: bit. Mischgut, Asphalt / Gussasphalt</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;"/><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;">ADS fräsen und aufnehmen, Frästiefe 4 cm</span></p></TextOutlTxt></OutlTxt></OutlineText></CompleteText></Description></Item><Item ID="id21" RNoPart="4"><Qty>250.000</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;">Asphaltbinder fräsen und reinigen. Das anfallende Material geht in Eigentum des AN und wird beseitigt. </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;">Bei einem Ausbau ist der bestehende Fahrbahnoberbau als</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:284pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Ausbauasphalte mit einem AVV-Schlüssel 17 03 02,</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:284pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Bitumengemische zu verwerten.</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;">Flächen: Fahrbahn</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:284pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Frästiefe: bis 6 cm</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:284pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Fräsbreite: unterschiedliche Breiten, Teilabschnitte der</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:284pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Baustelle</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:284pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">siehe Baustellenbeschreibung</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;">ABS fräsen und aufnehmen, Frästiefe über 6 cm</span></p></TextOutlTxt></OutlTxt></OutlineText></CompleteText></Description></Item><Item ID="id22" RNoPart="5"><Qty>6500.000</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;">Unterlage reinigen. Anfallendes Kehrgut der Verwertung nach Wahl des AN zuführen. Unterlage = gefräste Asphaltschicht.</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:284pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Reinigungsgerät = selbstaufnehmende Kehrmaschine.</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:284pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Letzter Arbeitsgang mit selbstaufnehmender Kehrmaschine mit einer mindestens 2,30 m breiten Hochdruck-Dreh-Jet-Wasch-Sauganlage.</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;">Unterlage reinigen</span></p></TextOutlTxt></OutlTxt></OutlineText></CompleteText></Description></Item><Item ID="id98" RNoPart="6"><Qty>50.000</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;">Bedarfsposition - Ausführung nur nach Anweisung des AG bei tiefergehenden Fahrbahnschäden. Vorhandene Asphalttragschicht (Frästiefe ca. 10 bis 14 cm unterhalb der Binderschicht) abschnittsweise fräsen, Fräsgut aufnehmen und als AVV 17 03 02 verwerten. Die Unterlage ist maschinell zu reinigen.</span></p></Text></DetailTxt><OutlineText><OutlTxt><TextOutlTxt><p style="margin-top:0pt;margin-bottom:0pt;width:405pt;font-size:10.5pt;color:#111827;font-weight:bold;"><span style="font-size:10.5pt;background-color:#FAFAFA;font-family:Arial;"> Asphalttragschicht fräsen und aufnehmen</span></p></TextOutlTxt></OutlTxt></OutlineText></CompleteText></Description></Item></Itemlist></BoQBody></BoQCtgy><BoQCtgy ID="id23" RNoPart="02"><LblTx><p><span>ASPHALTBINDERSCHICHT</span></p></LblTx><BoQBody><Itemlist><Item ID="id24" RNoPart="1"><Qty>250.000</Qty><QU>m²</QU><Description><CompleteText><DetailTxt><Text><p style="margin-top:0pt;margin-bottom:0pt;width:284pt;font-size:10pt;font-weight:bold;"><span style="font-family:Arial;font-size:10pt;">Bitumenemulsion aufsprühen, 300 g/m2 (Bindemittel C60BP4-S). </span></p><p style="margin-top:0pt;margin-bottom:0pt;width:284pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Bitumenemulsion zur Herstellung des Schichtenverbundes auf Asphaltbefestigung aufsprühen, verschmutzte Unterlage vorher reinigen. Kehrgut ist zu entsorgen. Bindemittelmenge: 300 kg/m2. Sämtliches Abfall-Material ist nach gültigem Kreislaufwirtschaftsgesetz zu entsorgen. Die Kosten sind einzukalkulieren.</span></p></Text></DetailTxt><OutlineText><OutlTxt><TextOutlTxt><p style="margin-top:0pt;margin-bottom:0pt;width:405pt;font-size:10pt;font-weight:bold;"><span style="font-family:Arial;font-size:10pt;">Bitumenemulsion aufsprühen, 300 g/m2 (Bindemittel C60BP4-S)</span></p></TextOutlTxt></OutlTxt></OutlineText></CompleteText></Description></Item><Item ID="id25" RNoPart="2"><Qty>40.000</Qty><QU>t</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;">Asphaltbinderschicht AC 16 BS</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:284pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">einbauen und verdichten</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:284pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Einbaudicke: 6 cm</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:284pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Bindemittel: Bitumen 30/45</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:284pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Handeinbau wird nicht gesondert vergütet und ist in den</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:284pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Einheitspreis einzurechnen.</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:284pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Der Einbau erfolgt in Bauphasen (siehe Baubeschreibung)</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:284pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Sämtliche zusätzlichen Kosten, die hierdurch entstehen</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:284pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">(mehrmaliger An- und Abtransport von Baugeräten, wie</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:284pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Straßenfräse, Straßenfertiger und weitere erforderliche</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:284pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Baugeräte, geringere Einbauleistungen bedingt durch</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:284pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">mehrere Bauabschnitte werden, nicht gesondert vergütet.</span></p></Text></DetailTxt><OutlineText><OutlTxt><TextOutlTxt><p style="margin-top:0pt;margin-bottom:0pt;width:405pt;font-size:10pt;font-weight:bold;"><span style="font-family:Arial;font-size:10pt;">Asphaltbinderschicht AC 16 BS, Dicke: 6 cm</span></p></TextOutlTxt></OutlTxt></OutlineText></CompleteText></Description></Item><Item ID="id102" RNoPart="3"><Qty>20.000</Qty><QU>t</QU><Description><CompleteText><DetailTxt><Text><p style="margin-top:0pt;margin-bottom:0pt;width:284pt;font-size:10pt;font-weight:bold;"><span style="font-family:Arial;font-size:10pt;">Bedarfsposition - Ausführung nur in Verbindung mit Pos. 02.01.6.</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:284pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Asphalttragschicht aus Asphaltbeton AC 32 TS (Bindemittel 50/70) in die ausgefrästen Fehlstellen einbauen und standfest verdichten. Einbaudicke ca. 10 bis 14 cm. Die Ränder der Fehlstellen sind vorab mit polymermodifiziertem Heißbitumen abzudichten.</span></p></Text></DetailTxt><OutlineText><OutlTxt><TextOutlTxt><p style="margin-top:0pt;margin-bottom:0pt;width:405pt;font-size:10.5pt;color:#111827;font-weight:bold;"><span style="font-size:10.5pt;background-color:#FAFAFA;font-family:Arial;">Asphalttragschicht AC 32 TS einbauen</span></p></TextOutlTxt></OutlTxt></OutlineText></CompleteText></Description></Item></Itemlist></BoQBody></BoQCtgy><BoQCtgy ID="id26" RNoPart="03"><LblTx><p><span>ASPHALTDECKSCHICHT</span></p></LblTx><BoQBody><Itemlist><Item ID="id27" RNoPart="1"><Qty>3000.000</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;">Bitumenemulsion zur Herstellung des Schichtenverbundes</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:284pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">auf Asphaltbefestigung aufsprühen,</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:284pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">verschmutzte Unterlage vorher reinigen.</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:284pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Kehrgut ist zu entsorgen.</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:284pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Bitumenemulsion: C60BP4-S</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:284pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Bindemittelmenge: 0,250 kg/m2</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:284pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Sämtliches Abfall-Material ist nach gültigem</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:284pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Kreislaufwirtschaftsgesetz zu entsorgen.</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:284pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Die Kosten sind einzukalkulieren.</span></p></Text></DetailTxt><OutlineText><OutlTxt><TextOutlTxt><p style="margin-top:0pt;margin-bottom:0pt;width:405pt;font-size:10pt;font-weight:bold;"><span style="font-family:Arial;font-size:10pt;">Bitumenemulsion aufsprühen, 250 g/m2 (Bindemittel C60BP4-S)</span></p></TextOutlTxt></OutlTxt></OutlineText></CompleteText></Description></Item><Item ID="id28" RNoPart="2"><Qty>3000.000</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;">Asphaltdeckschicht aus Asphaltbeton für Asphaltdeckschichten AC 11 D S herstellen, in Fahrbahnen</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:284pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Einbaudicke 4 cm.</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:284pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Bindemittel = 25/55-55.</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;">Asphaltdeckschicht aus AC 11 D S</span></p></TextOutlTxt></OutlTxt></OutlineText></CompleteText></Description></Item><Item ID="id29" RNoPart="3"><Qty>2000.000</Qty><QU>m</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;">Fugen an allen Anschlussbereichen sowie Einbauten der</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:284pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Deckschicht gem. ZTV Asphalt StB 07 herstellen. Fuge gemäß</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:284pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">ZTV Fug-STB 01 fluchtgerecht schneiden, ca. 30 mm tief, 12</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:284pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">mm breit und vollständig reinigen. Eingeschlossen ist das</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:284pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Reinigen der Flanken.</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:284pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Das Merkblatt für Schichtenverbund, Nähte, Anschlüsse und</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:284pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Randausbildung von Verkehrsflächen aus Asphalt (MSNAR)</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:284pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">und der DAV-Leitfaden Schichtenverbund, Nähte, Anschlüsse,</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:284pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Randausbildung ist zu beachten.</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:284pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Fugen mit zugelassener Vergußmasse vollfugig vergießen.</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:284pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Erschwernisse durch wechselnde Breiten und Einbauten sind</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:284pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">einzukalkulieren.</span></p></Text></DetailTxt><OutlineText><OutlTxt><TextOutlTxt><p style="margin-top:0pt;margin-bottom:0pt;width:405pt;font-size:10pt;font-weight:bold;"><span style="font-family:Arial;font-size:10pt;">Fugen/Nähte schneiden und vergiessen </span></p></TextOutlTxt></OutlTxt></OutlineText></CompleteText></Description></Item><Item ID="id30" RNoPart="4"><Qty>3000.000</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;">Abstumpfungsmaßnahme zur Erhöhung der</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:284pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Anfangsgriffigkeit durch gleichmäßiges Aufbringen und</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:284pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Einwalzen von Abstreukörnung durchführen. Nicht</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:284pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">gebundene Abstreukörnung aufnehmen und der</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:284pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Verwertung nach Wahl des AN zuführen.</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:284pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Abstreukörnung = Lieferkörnung 1/3.</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:284pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Abstreumenge = 1 kg/m2.</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;">Abstumpfungsmaßnahme durchführen</span></p></TextOutlTxt></OutlTxt></OutlineText></CompleteText></Description></Item><Item ID="id99" RNoPart="5"><Qty>11.000</Qty><QU>m</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;">Herstellen eines fachgerechten, wasserdichten Anschlusses der neuen Asphaltdeckschicht an die bestehende Fahrbahnübergangskonstruktion (Stahl) der Brunhildenbrücke. Die Stahlflanke ist vor dem Asphalteinbau gründlich zu reinigen (z.B. Drahtbürste/Druckluft) und mit einem zugelassenen Haftgrund (Primer) vorzustreichen. Anschließend ist ein bituminöses, schmelzbares Fugenband (z.B. TOK-Band, Dicke mind. 10 mm) an die Stahlflanke anzuschmelzen. Der Asphalt ist hohlraumfrei an das Fugenband anzuwalzen. Alternativ kann die Fuge (Breite ca. 15-20 mm) passgenau geschnitten und mit einer hochpolymermodifizierten Heißvergussmasse (N2) nach ZTV Fug-StB vollflächig vergossen werden.</span></p></Text></DetailTxt><OutlineText><OutlTxt><TextOutlTxt><p style="margin-top:0pt;margin-bottom:0pt;width:405pt;font-size:10.5pt;color:#111827;font-weight:bold;"><span style="font-size:10.5pt;background-color:#FAFAFA;font-family:Arial;">Anschluss an Fahrbahnübergangskonstruktion (Stahl) herstellen</span></p></TextOutlTxt></OutlTxt></OutlineText></CompleteText></Description></Item></Itemlist></BoQBody></BoQCtgy></BoQBody></BoQCtgy><BoQCtgy ID="id31" RNoPart="03"><LblTx><p><span>MARKIERUNG</span></p></LblTx><BoQBody><BoQCtgy ID="id32" RNoPart="01"><LblTx><p><span>MARKIERUNGSSYSTEM PLASTIK</span></p></LblTx><BoQBody><Itemlist><Item ID="id33" RNoPart="1"><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;">(Vorbemerkung: Die Fahrbahnmarkierung ist nach Vorgabe der Verkehrstechnik abweichend vom Bestand neu aufzuteilen: </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;">1. Auf der Brücke: Mittelstrich bleibt erhalten. Fahrradschutzstreifen sind auf eine Breite von je 1,50 m zu verbreitern.</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:284pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">2. In der Kriemhildenstraße: Markierung wie im Bestand, jedoch entfällt der Mittelstrich komplett. Alle folgenden Positionen sind Bedarfspositionen und werden nach tatsächlichem Aufmaß abgerechnet).</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;">Vormarkierung für alle nachfolgend beschriebenen Markierungen, wie Längs-, Rand-, Sperrflächen-, Symbol- oder Buchstabenmarkierung herstellen. Die Vormarkierung wird vom AG separat abgenommen. Die Einmessung erfolgt nach den neuen Vorgaben der Verkehrstechnik.</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;">Vormarkierung herstellen</span></p></TextOutlTxt></OutlTxt></OutlineText></CompleteText></Description></Item><Item ID="id34" RNoPart="2"><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;">Richtungspfeil Typ II herstellen.</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:284pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Losen Schmutz von zu markierender Fläche entfernen. </span></p><p style="margin-top:0pt;margin-bottom:0pt;width:284pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Abgerechnet wird das markierte Zeichen Länge 5 m</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:284pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Markierung = Richtungspfeil Mischpfeil geradeaus und rechts</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:284pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Strich wie Vormarkierung als Erstmarkierung.</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:284pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Markierungsstoffart = Thermoplastikmasse, weiß</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:284pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Verkehrsklasse = P 6</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:284pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Überrollbarkeitsklasse T 2</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:284pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Markierung auf Asphaltbeton</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;">Richtungspfeil herstellen, Thermoplastik, Mischpfeil</span></p></TextOutlTxt></OutlTxt></OutlineText></CompleteText></Description></Item><Item ID="id35" RNoPart="3"><Qty>3.000</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;">Richtungspfeil Typ II herstellen.</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:284pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Losen Schmutz von zu markierender Fläche entfernen. </span></p><p style="margin-top:0pt;margin-bottom:0pt;width:284pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Abgerechnet wird das markierte Zeichen Länge 5 m</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:284pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Markierung = Richtungspfeil links</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:284pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Strich wie Vormarkierung als Erstmarkierung.</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:284pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Markierungsstoffart = Thermoplastikmasse, weiß</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:284pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Verkehrsklasse = P 6</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:284pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Überrollbarkeitsklasse T 2</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:284pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Markierung auf Asphaltbeton</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;">Richtungspfeil herstellen, Thermoplastik, Linksabbieger</span></p></TextOutlTxt></OutlTxt></OutlineText></CompleteText></Description></Item><Item ID="id36" RNoPart="4"><Qty>2000.000</Qty><QU>m</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;">Längsmarkierung Typ II einschl. evtl. Sperrflächenumrandung herstellen. Losen Schmutz von zu markierender Fläche entfernen. Abgerechnet wird der markierte Strich, bei Doppelstrichen zwei Striche.</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:284pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Strich wie Vormarkierung als Erstmarkierung. </span></p><p style="margin-top:0pt;margin-bottom:0pt;width:284pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Strichbreite = 0,12 m.</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:284pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Durchgehend</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:284pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Markierungsstoffart= Thermoplastikmasse, weiß</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:284pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Verkehrsklasse = P6</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:284pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Überrollbarkeitsklasse T2</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:284pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Markierung auf Asphaltbeton.</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;">Längsmarkierung Typ II herstellen S, Thermoplastik</span></p></TextOutlTxt></OutlTxt></OutlineText></CompleteText></Description></Item><Item ID="id37" RNoPart="5"><Qty>40.000</Qty><QU>m</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;">Längsmarkierung Typ II herstellen.</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:284pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Losen Schmutz von zu markierender Fläche entfernen.</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:284pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Abgerechnet wird der markierte Strich, bei Doppelstrichen zwei Striche.</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:284pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Strich wie Vormarkierung als Erstmarkierung.</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:284pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Strichbreite = 0,12 m.</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:284pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Unterbrochen; Verhältnis Strich / Lücke 2/1 (3m:1,5m)</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:284pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Markierungsstoffart = Thermoplastikmasse, weiß</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:284pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Verkehrsklasse = P6</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:284pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Überrollbarkeitsklasse T2</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:284pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Markierung auf Asphaltbeton</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;">Längsmarkierung Typ II herstellen S 2/1, Thermoplastik</span></p></TextOutlTxt></OutlTxt></OutlineText></CompleteText></Description></Item><Item ID="id38" RNoPart="6"><Qty>50.000</Qty><QU>m</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;">Längsmarkierung Typ II herstellen.</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:284pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Losen Schmutz von zu markierender Fläche entfernen.</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:284pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Abgerechnet wird der markierte Strich, bei Doppelstrichen zwei Striche.</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:284pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Strich wie Vormarkierung als Erstmarkierung.</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:284pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Strichbreite = 0,12 m.</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:284pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Unterbrochen; Verhältnis Strich / Lücke 1/1 (3m:3m)</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:284pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Markierungsstoffart = Thermoplastikmasse, weiß</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:284pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Verkehrsklasse = P6</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:284pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Überrollbarkeitsklasse T2</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:284pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Markierung auf Asphaltbeton</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;">Längsmarkierung Typ II herstellen S 1/1, Thermoplastik</span></p></TextOutlTxt></OutlTxt></OutlineText></CompleteText></Description></Item><Item ID="id39" RNoPart="7"><Qty>120.000</Qty><QU>m</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;">Längsmarkierung Typ II herstellen.</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:284pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Losen Schmutz von zu markierender Fläche entfernen.</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:284pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Abgerechnet wird der markierte Strich, bei Doppelstrichen zwei Striche.</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:284pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Strich wie Vormarkierung als Erstmarkierung.</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:284pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Strichbreite = 0,12 m.</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:284pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Unterbrochen; Verhältnis Strich / Lücke 2/1 (6m:3m)</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:284pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Markierungsstoffart = Thermoplastikmasse, weiß</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:284pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Verkehrsklasse = P6</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:284pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Überrollbarkeitsklasse T2</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:284pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Markierung auf Asphaltbeton</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;">Längsmarkierung Typ II herstellen S 2/1, Thermoplastik</span></p></TextOutlTxt></OutlTxt></OutlineText></CompleteText></Description></Item><Item ID="id40" RNoPart="8"><Qty>10.000</Qty><QU>m</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;">Haltelinie Typ II herstellen. Losen Schmutz von zu markierender Fläche entfernen. Abgerechnet wird der markierte Strich, bei Doppelstrichen zwei Striche.</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:284pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Strich wie Vormarkierung als Erstmarkierung. </span></p><p style="margin-top:0pt;margin-bottom:0pt;width:284pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Strichbreite = 0,50 m.</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:284pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Durchgehend</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:284pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Markierungsstoffart= Thermoplastikmasse, weiß</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:284pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Verkehrsklasse = P6</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:284pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Überrollbarkeitsklasse T2</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:284pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Markierung auf Asphaltbeton.</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;">Haltelinie Typ II herstellen B, Thermoplastik</span></p></TextOutlTxt></OutlTxt></OutlineText></CompleteText></Description></Item><Item ID="id41" RNoPart="9"><Qty>3.000</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;">Sonstiges Markierungszeichen Typ II gemäß RMS herstellen. Losen Schmutz von zu markierender Fläche</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:284pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">entfernen.</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:284pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Markierungszeichen = Fahrradpiktogramm Größe</span><br/><span>1000 x 1300mm</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:284pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Markierung ohne Vormarkierung.</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:284pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Markierungsstoffart = Kaltplastikmasse.</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:284pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Mit groben Nachstreumitteln.</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:284pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Verkehrsklasse = P 6.</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:284pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Markierung auf Asphaltbeton.</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;">Fahrradpiktogramm 1000x1300mm</span></p></TextOutlTxt></OutlTxt></OutlineText></CompleteText></Description></Item><Item ID="id42" RNoPart="10"><Qty>800.000</Qty><QU>m</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;">Radfahrerfurten markieren</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:284pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Zu markierende Flaeche reinigen. Kehrgut und ggfl.</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:284pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Fraesgut sind zu entsorgen</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:284pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Lage der Markierung nach Angabe des Auftraggeber einmessen</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:284pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">und vormarkieren.</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:284pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Vormarkierung wird nicht gesondert vergütet und ist in den</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:284pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Einheitspreis einzurechnen.</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:284pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Abgerechnet wird nach markierter Strichlaenge in der Achse.</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:284pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Radfahrerfurten Strichlaenge 0,50 m mit Strichabstand 0,20 m</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:284pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">auf bituminoeser Decke markieren.</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:284pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Markierungssystem Typ 1 mit Markierungsstoffart Plastikmasse,</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:284pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">P7, Mindestschichtdicke 2,00 mm, in Heissplastik Fb. weiss.</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:284pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Strichbreite 0,25m.</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:284pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Sämtliches Abfall-Material ist nach gültigem</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:284pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Kreislaufwirtschaftsgesetz zu entsorgen.</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:284pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Die Kosten sind 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;">Radfahrerfurten markieren</span></p></TextOutlTxt></OutlTxt></OutlineText></CompleteText></Description></Item></Itemlist></BoQBody></BoQCtgy></BoQBody></BoQCtgy><BoQCtgy ID="id43" RNoPart="04"><LblTx><p><span>SCHACHTUMBAUTEN ANTEIL EBWO AöR</span></p></LblTx><BoQBody><BoQCtgy ID="id44" RNoPart="01"><LblTx><p><span>ANPASSUNGSARBEITEN</span></p></LblTx><BoQBody><Itemlist><Item ID="id45" RNoPart="1"><Qty>8.000</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;">Schachtabdeckung ausbauen und entsorgen. Einschließlich</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:284pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">aller dazu erforderlichen Nebenarbeiten und</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:284pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Entsorgungsgebühren</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;">Schachtabdeckungen ausbauen, entsorgen</span></p></TextOutlTxt></OutlTxt></OutlineText></CompleteText></Description></Item><Item ID="id46" RNoPart="2"><Qty>8.000</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 Auflageringe aus Beton oder Pflaster</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:284pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">ausbauen und entsorgen. Einschließlich aller dazu</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:284pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">erforderlichen Nebenarbeiten und Entsorgungsgebühren.</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;">Auflageringe entsorgen</span></p></TextOutlTxt></OutlTxt></OutlineText></CompleteText></Description></Item><Item ID="id47" RNoPart="3"><Qty>8.000</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;">Auflageringe, Durchmesser = 625 mm, H = 60-100 mm, nach</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:284pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">DIN 4034, Teil 1, mit beidseitigen Falz, in Mörtel MGr</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:284pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">III verlegen .</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;">Auflageringe, DIN 4034-1</span></p></TextOutlTxt></OutlTxt></OutlineText></CompleteText></Description></Item><Item ID="id48" RNoPart="4"><Qty>8.000</Qty><QU>St</QU><Description><CompleteText><ComplTSB>Yes</ComplTSB><DetailTxt><Text><p style="margin-top:0pt;margin-bottom:0pt;width:284pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Schachtabdeckung Klasse D400</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:284pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Entsprechend DIN EN 124-2, DIN 1229, DIN 19572 und den</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:284pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">UVV-Vorschriften</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:284pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">KIWA geprüft und gemäß den Anforderungen der</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:284pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Gütesicherung nach RAL-GZ 692</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;">Lichte Weite 600mm, selbstnivellierend, mit</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:284pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Ventilation, mit austauschbaren dämpfenden Einlagen.</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;">Voll-Guss-Rahmen selbstnivellierend, lichte Weite</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:284pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">600mm, rund, Rahmenhöhe 160mm, mit Verstellbereich</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:284pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">180mm-230mm bzw. 160mm-210mm</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:284pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Im Rahmen integrierte unlösbar verbundene</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:284pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Aufnahmebuchse für eine runde Haltestange</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:284pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">(Einsteighilfe) mit einem Durchmesser von 38mm, mit</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:284pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Sollbruchstelle zum nachträglichen Verkürzen der</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:284pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Rahmenhöhe von 160mm auf 140mm, mit austauschbarer</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:284pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">dämpfender Einlage</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:284pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Beton-Guss-Deckel, rund, mit Ventilation, mit</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:284pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">austauschbarer dämpfender Einlage, mit seitlicher</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:284pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Einlage im Deckel zur horizontalen Dämpfung des Deckels</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:284pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">im Rahmen</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;">inkl. Führungsring (Gussführungsring) für</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:284pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">selbstnivellierende Schachtabdeckungen mit einer</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:284pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">lichten Weite 610mm, rund, Ringhöhe 85mm</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;">gemäß den Herstellervorschriften einbauen. Die</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:284pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">entsprechende Einbauschalung ist zu verwenden!</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;">Schmutzfänger aus Stahl, feuerverzinkt, (7,5 kg) nach</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:284pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">DIN 1221, in den Rahmen der Abdeckung versetzen.</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;"/></Text><TextComplement MarkLbl="11" Kind="Bidder"><ComplCaption><span style="font-family:Arial;font-size:10pt;">Fabrikat:</span></ComplCaption><ComplBody><span style="font-family:Arial;font-size:10pt;">&#x27;........................................&#x27;</span></ComplBody><ComplTail/></TextComplement></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;">Schachtabdeckung selbstnivellierend</span></p></TextOutlTxt></OutlTxt></OutlineText></CompleteText></Description></Item><Item ID="id104" RNoPart="5"><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;">Vorhandene Schachtabdeckung der Telekom ausbauen, reinigen und seitlich lagern. Auflageringe/Mörtelfuge abstemmen und erneuern. Schachtabdeckung höhen- und fluchtgerecht an das neue Fahrbahnniveau anpassen und wieder einbauen. Die Abdeckung selbst bleibt erhalten.</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:284pt;font-size:10pt;"/></Text></DetailTxt><OutlineText><OutlTxt><TextOutlTxt><p style="margin-top:0pt;margin-bottom:0pt;width:405pt;font-size:10.5pt;color:#111827;font-weight:bold;"><span style="font-size:10.5pt;background-color:#FAFAFA;font-family:Arial;">Schachtabdeckung regulieren (Bestand erhalten - Telekom)</span></p></TextOutlTxt></OutlTxt></OutlineText></CompleteText></Description></Item></Itemlist></BoQBody></BoQCtgy></BoQBody></BoQCtgy><BoQCtgy ID="id49" RNoPart="05"><LblTx><p><span>PLATTEN, BORDE, RINNEN</span></p></LblTx><BoQBody><BoQCtgy ID="id55" RNoPart="02"><LblTx><p><span>RINNEN, PLATTEN, BORDE</span></p></LblTx><BoQBody><Itemlist><Item ID="id56" RNoPart="1"><Qty>10.000</Qty><QU>m</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;">Rinnenplatten höhen- und fluchtgerecht regulieren.</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:284pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Erforderliche Trenn- und Passschnitte durchführen.</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:284pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Rinnenplatten mit Zementmörtel unterfüllen.</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:284pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Entstandene Hohlstellen mit Beton C 20/25 auffüllen.</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:284pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Fugen säubern und verfüllen.</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:284pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;"> Sämtliche Steine und übriges Aufbruchgut aus Beton</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:284pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">aufnehmen nach Wahl des AN, laden, nach Angabe des AG übernehmen, befördern und der vollständigen Entsorgung außerhalb der Baustelle nach Wahl des AN zuführen. Nachweise führenund dem AG vorlegen.</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:284pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Abbruchgut bis einschl. der Zuordnungswerte LAGA Z 1.2.</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:284pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Abfallschlüssel 17 01 01.</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:284pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Sonstiges Aufbruchgut der Verwertung nach Wahl des AN</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:284pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">zuführen. Für überwachungsbedürftigen Abfall</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:284pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">vereinfachten Entsorgungsnachweis führen.</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:284pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;"> Überschüssigen Boden im Baustellenbereich einbauen und</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:284pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">verdichten.</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:284pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Einschl. erf. Erdarbeiten und Profilierungsarbeiten.</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:284pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">In nicht zusammenhängenden Einzellängen</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;">Rinnenplatten regulieren</span></p></TextOutlTxt></OutlTxt></OutlineText></CompleteText></Description></Item><Item ID="id57" RNoPart="2"><Qty>30.000</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;">Anpassung von Rinnen an Einbauten herstellen. Das Bearbeiten der Steine gehört zum Leistungsumfang. Abrechnung nach Stück Einbauteil.</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:284pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Einbauteil ‘: Straßenabläufe, Schächte.‘</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:284pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Rinnenbreite bis 35 cm.</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:284pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Anpassung an allen Seiten des Einbauteils.</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;">Anpassung von Rinnen herstellen.</span></p></TextOutlTxt></OutlTxt></OutlineText></CompleteText></Description></Item><Item ID="id100" RNoPart="3"><Qty>50.000</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 Straßenrinne (Breite ca. 30 cm, z. B. aus Pflaster oder Beton) inkl. Unterbeton aufnehmen, laden und fachgerecht entsorgen. Abfallschlüssel 17 01 01.</span></p></Text></DetailTxt><OutlineText><OutlTxt><TextOutlTxt><p style="margin-top:0pt;margin-bottom:0pt;width:405pt;font-size:10.5pt;color:#111827;font-weight:bold;"><span style="font-size:10.5pt;background-color:#FAFAFA;font-family:Arial;">Rinne 30x30 cm aufnehmen und entsorgen</span></p></TextOutlTxt></OutlTxt></OutlineText></CompleteText></Description></Item><Item ID="id101" RNoPart="4"><Qty>20.000</Qty><QU>m</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;">Gussasphaltrinne, Breite 30 cm, Dicke ca. 3,5 bis 4 cm, aus Gussasphalt MA 8 S (gemäß ZTV Asphalt-StB) auf vorbereiteter Unterlage höhen- und fluchtgerecht herstellen. Die Oberfläche ist mit feinem Abstreusplitt abzustumpfen. Ränder sind fachgerecht mit polymermodifiziertem Fugenband oder Heißbitumen an den Bordstein bzw. die Fahrbahn anzuschließen.</span></p></Text></DetailTxt><OutlineText><OutlTxt><TextOutlTxt><p style="margin-top:0pt;margin-bottom:0pt;width:405pt;font-size:10.5pt;color:#111827;font-weight:bold;"><span style="font-size:10.5pt;background-color:#FAFAFA;font-family:Arial;"> Gussasphaltrinne herstellen, Breite 30 cm</span></p></TextOutlTxt></OutlTxt></OutlineText></CompleteText></Description></Item><Item ID="id105" RNoPart="5"><Qty>10.000</Qty><QU>m</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;">Bordsteine aus Beton setzen. Bordstein RB 150 x 220. Gerader Stein. Rückenstütze bis 10 cm unter Oberkante Bordstein. Fundamentbeton aus 20 cm Beton C20/25.</span></p></Text></DetailTxt><OutlineText><OutlTxt><TextOutlTxt><p style="margin-top:0pt;margin-bottom:0pt;width:405pt;font-size:10.5pt;color:#111827;font-weight:bold;"><span style="font-size:10.5pt;background-color:#FAFAFA;font-family:Arial;">Bordsteine aus Beton setzen, RB 150 x 220</span></p></TextOutlTxt></OutlTxt></OutlineText></CompleteText></Description></Item><Item ID="id106" RNoPart="6"><Qty>10.000</Qty><QU>m</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;">Bordsteine aufnehmen und entsorgen. Unterbeton und Rückenstütze aufbrechen.</span></p></Text></DetailTxt><OutlineText><OutlTxt><TextOutlTxt><p style="margin-top:0pt;margin-bottom:0pt;width:405pt;font-size:10.5pt;color:#111827;font-weight:bold;"><span style="font-size:10.5pt;background-color:#FAFAFA;font-family:Arial;"> Bordsteine aufnehmen Beton 24/25 - 18/30</span></p></TextOutlTxt></OutlTxt></OutlineText></CompleteText></Description></Item></Itemlist></BoQBody></BoQCtgy></BoQBody></BoQCtgy><BoQCtgy ID="id58" RNoPart="06"><LblTx><p><span>STRASSENABLÄUFE</span></p></LblTx><BoQBody><BoQCtgy ID="id59" RNoPart="01"><LblTx><p><span>STRASSENABLÄUFE</span></p></LblTx><BoQBody><Itemlist><Item ID="id60" RNoPart="1"><Qty>2.000</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;">Bituminöse Deckschicht aufbrechen, einschneiden oder abkanten und aufnehmen. Das unbrauchbare Material zur zugelassenen Deponie/Entsorgungsstelle transportieren incl. Deponiegebühr.</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;">Schichtdicke: bis 10 cm</span></p></Text></DetailTxt><OutlineText><OutlTxt><TextOutlTxt><p style="margin-top:0pt;margin-bottom:0pt;width:405pt;font-size:10pt;font-weight:bold;"><span style="font-family:Arial;font-size:10pt;">Beseitigung von Bitumebelägen 0 - 10 cm</span></p></TextOutlTxt></OutlTxt></OutlineText></CompleteText></Description></Item><Item ID="id61" RNoPart="2"><Qty>2.000</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;">Bituminöse Deckschicht aufbrechen, einschneiden oder abkanten und aufnehmen. Das unbrauchbare Material zur zugelassenen Deponie/Entsorgungsstelle transportieren incl. Deponiegebühr.</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;">Schichtdicke: 10 - 20 cm</span></p></Text></DetailTxt><OutlineText><OutlTxt><TextOutlTxt><p style="margin-top:0pt;margin-bottom:0pt;width:405pt;font-size:10pt;font-weight:bold;"><span style="font-family:Arial;font-size:10pt;">Beseitigung von Bitumenbelägen 10-20 cm</span></p></TextOutlTxt></OutlTxt></OutlineText></CompleteText></Description></Item><Item ID="id62" RNoPart="3"><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;">Straßenabläufe bis 500/500 (auch tiefe Ausführung) komplett ausbauen und entsorgen. Anschlußleitung fachgerecht mittels zumauern oder zubetonieren verschlißen. Erdarbeiten oder Handarbeit ist mit einzukalkulieren.</span></p></Text></DetailTxt><OutlineText><OutlTxt><TextOutlTxt><p style="margin-top:0pt;margin-bottom:0pt;width:405pt;font-size:10pt;font-weight:bold;"><span style="font-family:Arial;font-size:10pt;">Straßenabläufe ausbauen</span></p></TextOutlTxt></OutlTxt></OutlineText></CompleteText></Description></Item><Item ID="id63" RNoPart="4"><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;">Mauern, Fundamente und Gehwege aus Beton oder Stahlbeton einschl. der dafür erforderlichen Erarbeiten in Teilmengen abbrechen und Eentsorgen. Abbruch- und Zerkleinerungsgeräte etc. werden nicht gesondert vergütet.</span></p></Text></DetailTxt><OutlineText><OutlTxt><TextOutlTxt><p style="margin-top:0pt;margin-bottom:0pt;width:405pt;font-size:10pt;font-weight:bold;"><span style="font-family:Arial;font-size:10pt;">Beton- und Stahlbetonabbruch</span></p></TextOutlTxt></OutlTxt></OutlineText></CompleteText></Description></Item><Item ID="id64" RNoPart="5"><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;">Bodenaushub für den Anschluß und den Einbau der Sinkkästen in den Bodenklassen 3-5 nach DIN 18300 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;">Handaushub zum Freilegen der Hauptleitungen wird nicht gesondert vergütet. Der Boden ist innerhalb des Baufeldes zwischenzulagern, vor Durchnässeung zu schützen und wieder einzubauen und zu verdichten. Verdichtungsnachweis ist zu erbringen.</span></p></Text></DetailTxt><OutlineText><OutlTxt><TextOutlTxt><p style="margin-top:0pt;margin-bottom:0pt;width:405pt;font-size:10pt;font-weight:bold;"><span style="font-family:Arial;font-size:10pt;">Aushub für Straßenabläufe - Wiedereinbau</span></p></TextOutlTxt></OutlTxt></OutlineText></CompleteText></Description></Item><Item ID="id65" RNoPart="6"><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;">Bodenaushub für den Anschluß und den Einbau der Sinkkästen in den Bodenklasse 3-5 nach DIN 18300 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;">Handaushub zum Freilegen der Hauptleitungen wird nicht gesondert vergütet. Der Boden ist zu laden und auf eine von AN zu stellende Kippe abzufahren, einschl. der Kippgebühren. Alle Erschwernisse, die durch Leitungskreuzungen bzw. paralell verlaufende Leitungen auftreten, sind in den EP einzukalkulieren.</span></p></Text></DetailTxt><OutlineText><OutlTxt><TextOutlTxt><p style="margin-top:0pt;margin-bottom:0pt;width:405pt;font-size:10pt;font-weight:bold;"><span style="font-family:Arial;font-size:10pt;">Aushub für Straßenabläufe - Abfuhr</span></p></TextOutlTxt></OutlTxt></OutlineText></CompleteText></Description></Item><Item ID="id66" RNoPart="7"><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;">Bodenaushub in den Bodenklassen 3-5 nach DIN 18300 in Handarbeit in Tiefen bis zu 3.0 m zum Suchen und Freilegen von Leitungen als Zulage zum Erdabtrag herstellen. Der Boden ist zu laden und auf eine vom AN zu stellende Kippe abzufahren, einschl. der Kippgebühren. Alle Erschwernisse, die durch Leitungskreuzungen bzw. paralell verlaufende Leitungen auftreten, sind in den EP einzukalkulieren.</span></p></Text></DetailTxt><OutlineText><OutlTxt><TextOutlTxt><p style="margin-top:0pt;margin-bottom:0pt;width:405pt;font-size:10pt;font-weight:bold;"><span style="font-family:Arial;font-size:10pt;">Handaushub herstellen für Suchschlitz</span></p></TextOutlTxt></OutlTxt></OutlineText></CompleteText></Description></Item><Item ID="id67" RNoPart="8"><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;">Im Bereich des Rohrgraben auftretende Kreuzungen mit Kabelleitungen gemäß Vorschriften als Zulage zum Aushub herstellen. Die Kabel befinden sich im Betrieb. Zum Teil handelt es sich um Starkstromkabel. Bei Kabelabstand von weniger als 0,25 m wird nur eine Kreuzung abgerechnet.</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;">Kreuzungen mit Kabelleitungen</span></p></TextOutlTxt></OutlTxt></OutlineText></CompleteText></Description></Item><Item ID="id68" RNoPart="9"><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;">Im Bereich des Rohrgrabens Kreuzungen mit Rohrleitungen bis DN 300 gemäß den Richtlinien herstellen. Bei den Rohrleitungen handelt es sich teilweise um unter Druck stehende Wasserleitungen bzw. Gasleitungen.</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;">Kreuzungen mit Rohrleitungen</span></p></TextOutlTxt></OutlTxt></OutlineText></CompleteText></Description></Item><Item ID="id69" RNoPart="10"><Qty>2.000</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;">Verbau für den Rohrgraben und Baugruben nach Wahl des AN (z.B. Krings-Verbau o.ä.) einschl. aller notwendigen Aussteifungen fachgerecht herstellen, vorhalten und wieder abbauen. Erschwernisse durch kreuzende Kabel oder Rohrleitungen sind in den EP einzukalkulieren.</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;">Ein Nachweis der Standsicherheit ist zu erbringen.</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;">Verbautiefe: bis 3,0 m.</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;">Abgerechnet wird von Grabensohle bis OK Straße bzw. Planum.</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 herstellen</span></p></TextOutlTxt></OutlTxt></OutlineText></CompleteText></Description></Item><Item ID="id70" RNoPart="11"><Qty>5.000</Qty><QU>m</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;">Entwässerungsrohrleitung</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:284pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">(Straßenablaufleitungen)ausbauen</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:284pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Rohr DN 150, Tiefe bis 2,00 m</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:284pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Erdarbeiten werden gesondert vergütet.</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:284pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Rohre aus Steinzeug, Beton und PVC,</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:284pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">einschließlich ordnungsgemäßem Verschließen der</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:284pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Rohrenden bei stillzulegenden Leitungen.</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:284pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Material ist zu beseitigen.</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:284pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Einschließlich Verbau nach Wahl des Auftragnehmers</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:284pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Sämtliches Abfall-Material ist nach gültigem</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:284pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Kreislaufwirtschaftsgesetz zu</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:284pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">entsorgen.</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:284pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Die Kosten sind einzukalkulieren.</span></p></Text></DetailTxt><OutlineText><OutlTxt><TextOutlTxt><p style="margin-top:0pt;margin-bottom:0pt;width:405pt;font-size:10pt;font-weight:bold;"><span style="font-family:Arial;font-size:10pt;">Entwässerungsrohrleitung ausbauen</span></p></TextOutlTxt></OutlTxt></OutlineText></CompleteText></Description></Item><Item ID="id71" RNoPart="12"><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;">Entwässerungskanal/-leitung DIN EN 1610 aus</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:284pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">PVC hart-Rohren</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:284pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">DIN 19 534 mit Steckmuffe,</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:284pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Nennweite: DN 150</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:284pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">liefern und in vorhandenen Graben höhen- und</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:284pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">fluchtgerecht verlegen.</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:284pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Auflager: nichtbindiger Boden</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:284pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Auflagerwinkel 120 Grad</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:284pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Verlegetiefe bis 3,5 m.</span></p></Text></DetailTxt><OutlineText><OutlTxt><TextOutlTxt><p style="margin-top:0pt;margin-bottom:0pt;width:405pt;font-size:10pt;font-weight:bold;"><span style="font-family:Arial;font-size:10pt;">PVC Rohre DN 150 liefern und verlegen</span></p></TextOutlTxt></OutlTxt></OutlineText></CompleteText></Description></Item><Item ID="id72" RNoPart="13"><Qty>2.000</Qty><QU>m</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;">PVC-Formstücke DN 150 (Bögen, Red-Stücke, Übergangsstücke etc) als Zulage zu den Rohrverlegepositionen liefern, einbauen und dichten.</span></p></Text></DetailTxt><OutlineText><OutlTxt><TextOutlTxt><p style="margin-top:0pt;margin-bottom:0pt;width:405pt;font-size:10pt;font-weight:bold;"><span style="font-family:Arial;font-size:10pt;">PVC Formstücke DN 150</span></p></TextOutlTxt></OutlTxt></OutlineText></CompleteText></Description></Item><Item ID="id73" RNoPart="14"><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;">Anschluß von PVC-Kanalrohr DN 150 an SB-rohre ab DN 300 als Zulage zu den Rohrverlegepositionen 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;">Eingeschlossen ist die Herstellung der Anbohrung als Kernbohrung, das Liefern und fachgerechte Eindichten des Sattelstücks bzw. des Übergangsstücks.</span></p></Text></DetailTxt><OutlineText><OutlTxt><TextOutlTxt><p style="margin-top:0pt;margin-bottom:0pt;width:405pt;font-size:10pt;font-weight:bold;"><span style="font-family:Arial;font-size:10pt;">Anschluss PVC DN 150 an SB Rohr</span></p></TextOutlTxt></OutlTxt></OutlineText></CompleteText></Description></Item><Item ID="id74" RNoPart="15"><Qty>1.000</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;">Steinfreien, unbelasteten Brechsand zur Ummantelung von Rohren oder Kabeln liefern, fachgerecht bis 30 cm über Leitungsscheitel einbauen und standfest verdichtet.</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;">Bei Lieferscheinen in m³ abzüglich 20 % Verdichtung.</span></p></Text></DetailTxt><OutlineText><OutlTxt><TextOutlTxt><p style="margin-top:0pt;margin-bottom:0pt;width:405pt;font-size:10pt;font-weight:bold;"><span style="font-family:Arial;font-size:10pt;">Sand für Rohrummantelu liefern</span></p></TextOutlTxt></OutlTxt></OutlineText></CompleteText></Description></Item><Item ID="id75" RNoPart="18"><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;">Straßeneinlauf, System Elcord oder glw., nach DIN 4052 komplett liefern, einbauen und anschließen. Mit:</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:284pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">- Auflager aus Beton c12/15</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:284pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">- Unterteil für Naßschlamm (Passavant Nr. 4402.00.19 nach DIN 4052 mit Ablauf DN 150)</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:284pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">- Zwischenteil und Schaft</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:284pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">- Eimer, kurz, aus Stahlblech, verzinkt</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:284pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">- Längsaufsatz 300/500, Klasse D DIN 1229, 915 cm²</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:284pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">- Rost und Rahmen aus Gußeisen mit Eimerauflage</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:284pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">- mit lärmmindernder Einlage</span></p></Text></DetailTxt><OutlineText><OutlTxt><TextOutlTxt><p style="margin-top:0pt;margin-bottom:0pt;width:405pt;font-size:10pt;font-weight:bold;"><span style="font-family:Arial;font-size:10pt;">Straßenablauf 300/500</span></p></TextOutlTxt></OutlTxt></OutlineText></CompleteText></Description></Item><Item ID="id107" RNoPart="19"><Qty>20.000</Qty><QU>St</QU><Description><CompleteText><DetailTxt><Text><p style="margin-top:0pt;margin-bottom:0pt;width:284pt;font-size:10pt;font-weight:bold;"><span style="font-family:Arial;font-size:10pt;">Bedarfsposition - Ausführung und Abrechnung erfolgen ausschließlich nach vorheriger Anweisung des Auftraggebers! </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;">Vorhandenen Aufsatz des Straßenablaufs (Klasse C/D) aufnehmen, reinigen und seitlich lagern. Vorhandene Auflageringe und alte Mörtelschichten schonend abstemmen und entsorgen. Den Aufsatz höhen-, flucht- und neigungsgerecht an das neue Fahrbahnniveau anpassen und mit neuen Ausgleichsringen in hochfestem, schnellhärtendem Schachtkopfmörtel neu versetzen. Der Straßenablauf (Unterteil) und der Aufsatz selbst bleiben erhalten.</span></p></Text></DetailTxt><OutlineText><OutlTxt><TextOutlTxt><p style="margin-top:0pt;margin-bottom:0pt;width:405pt;font-size:10.5pt;color:#111827;font-weight:bold;"><span style="font-size:10.5pt;background-color:#FAFAFA;font-family:Arial;">Vorhandenen Straßenablauf (Sinkkasten) regulieren</span></p></TextOutlTxt></OutlTxt></OutlineText></CompleteText></Description></Item></Itemlist></BoQBody></BoQCtgy><BoQCtgy ID="id76" RNoPart="02"><LblTx><p><span>ASPHALTARBEITEN</span></p></LblTx><BoQBody><Itemlist><Item ID="id77" RNoPart="1"><Qty>2.000</Qty><QU>t</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;">AC 32 TS</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:284pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Tragschicht aus bituminösem Mischgut 0/32, Art C liefern und nach ZTV T, insbesondere TVT neueste Ausgabe, heiß einbauen und verdichten.</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;">Bindemittel, Art, Sorte: 50/70</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:284pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Einbaustärke: 14 cm verdichtet.</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;">Die Lieferscheine sind mit einem Soll-Ist-Vergleich vorzulegen.</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;">Erschwernisse durch wechselnde Breiten oder Einbauten sind einzukalkulieren.</span></p></Text></DetailTxt><OutlineText><OutlTxt><TextOutlTxt><p style="margin-top:0pt;margin-bottom:0pt;width:405pt;font-size:10pt;font-weight:bold;"><span style="font-family:Arial;font-size:10pt;">Bituminöse Tragschicht einbauen - 14 cm - </span></p></TextOutlTxt></OutlTxt></OutlineText></CompleteText></Description></Item><Item ID="id78" RNoPart="2"><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;">Schottertragschicht nach ZTV StB 86 auf dem Planum aus einem Schotter-Splitt-Brechsand-Gemisch 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;">Körnung: 0/45 mm</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:284pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Schicht: 15 cm -25 cm</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:284pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Bereich: Fahrbahn</span></p></Text></DetailTxt><OutlineText><OutlTxt><TextOutlTxt><p style="margin-top:0pt;margin-bottom:0pt;width:405pt;font-size:10pt;font-weight:bold;"><span style="font-family:Arial;font-size:10pt;">Schottertragschicht 0/45/15</span></p></TextOutlTxt></OutlTxt></OutlineText></CompleteText></Description></Item></Itemlist></BoQBody></BoQCtgy></BoQBody></BoQCtgy><BoQCtgy ID="id79" RNoPart="07"><LblTx><p><span>SONSTIGE EINBAUTEN (SCHIEBER, HYDRANTEN ETC.)</span></p></LblTx><BoQBody><BoQCtgy ID="id80" RNoPart="01"><LblTx><p><span>VORARBEITEN</span></p></LblTx><BoQBody><Itemlist><Item ID="id81" RNoPart="1"><Qty>40.000</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;">Bituminöse Deckschicht aufbrechen, einschneiden oder abkanten und aufnehmen. Das unbrauchbare Material zur zugelassenen Deponie / Entsorgungsstelle transportieren incl. Deponiegebühren</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;">Schichtdicke bis 26 cm</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;">Beseitigung von Bitumenbelägen 0 - 26 cm</span></p></TextOutlTxt></OutlTxt></OutlineText></CompleteText></Description></Item><Item ID="id82" RNoPart="2"><Qty>40.000</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;">Bituminöse Asphaltschicht aufbrechen, einschneiden oder abkanten und aufnehmen. Das unbrauchbare Material zur zugelassenen Deponie / Entsorgungsstelle transportieren, incl. Deponiegebühren.</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;">Schichtdicke: 10 - 30 cm</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;">Beseitigung von Bitumenbelägen 10 - 30 cm</span></p></TextOutlTxt></OutlTxt></OutlineText></CompleteText></Description></Item><Item ID="id83" RNoPart="3"><Qty>10.000</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 Straßenkappen für Unterflurhydranten und Wasser oder Gasschieber ausbauen, zur Wiederverwendung seitlich 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;">Straßenkappen ausbauen</span></p></TextOutlTxt></OutlTxt></OutlineText></CompleteText></Description></Item><Item ID="id84" RNoPart="4"><Qty>10.000</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;">Bodenaushub in den Bodenklassen 3-5 nach DIN 18300 herstellen. Der Boden ist zu laden und der Verwertung zuzuführen oder ggf. zu entsorgen. Hinweis: Bodenbelastung gem. Baugrundgutachten: LAGA Z 1.2 / EBV BM-0 (AVV 17 05 04).</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;">Aushub - Abfuhr</span></p></TextOutlTxt></OutlTxt></OutlineText></CompleteText></Description></Item></Itemlist></BoQBody></BoQCtgy><BoQCtgy ID="id85" RNoPart="02"><LblTx><p><span>ASPHALTARBEITEN</span></p></LblTx><BoQBody><Itemlist><Item ID="id86" RNoPart="1"><Qty>10.000</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;">Straßenkappen, bauseits lagernd, für Unterflurhydranten und Wasser oder Gasschieber auf Fertigteil-, Betonplatten lage- und höhengerecht setzen.</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;">Straßenkappen bauseits lagernd setzen</span></p></TextOutlTxt></OutlTxt></OutlineText></CompleteText></Description></Item><Item ID="id87" RNoPart="2"><Qty>20.000</Qty><QU>t</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;">AC 32 TS</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:284pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Tragschicht aus bituminösem Mischgut 0/32, Art C liefern und nach ZTVT, insbesondere TVT neueste Ausgabe, heiß einbauen und verdichten.</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;">Bindemittel, Art, Sorte: 50/70</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:284pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Einbaustärke: 14 cm (235kg/m²) verdichtet.</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;">Die Lieferscheine sind mit einem Soll-Ist-Vergleich vorzulegen.</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;">Erschwernisse durch wechselnde Breiten oder Einbauten sind 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;">Bituminöse Tragschicht einbauen - 14 cm -</span></p></TextOutlTxt></OutlTxt></OutlineText></CompleteText></Description></Item></Itemlist></BoQBody></BoQCtgy></BoQBody></BoQCtgy><BoQCtgy ID="id88" RNoPart="08"><LblTx><p><span>STUNDENLOHN, MATERIAL UND GERÄTEKOSTEN</span></p></LblTx><BoQBody><BoQCtgy ID="id89" RNoPart="01"><LblTx><p><span>BAGGER</span></p></LblTx><BoQBody><Itemlist><Item ID="id90" RNoPart="5"><Qty>3.000</Qty><QU>h</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;">Für evtl. erforderliche Arbeiten, die nicht im Leistungsverzeichnis erfasst sind und gegen Nachweis zur Ausführung kommen, werden wie folgt berechnet:</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;">Stundensatz für das Gerät, einschl. der Vorhaltekosten (Abschreibung und Verzinsung), der Betriebskosten (Betriebs- und Wartungsstoffe, Reparaturkosten), der Lohnkosten für das Bedienungspersonal.</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;">Bagger,,40 bis 1,00 m³</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;">Bagger, 0,4 - 1,00 m³</span></p></TextOutlTxt></OutlTxt></OutlineText></CompleteText></Description></Item><Item ID="id91" RNoPart="6"><Qty>3.000</Qty><QU>h</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;">Für evtl. erforderliche Arbeiten, die nicht im Leistungsverzeichnis erfasst sind und gegen Nachweis zur Ausführung kommen, werden wie folgt berechnet:</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;">Stundensatz für das Gerät, einschl. der Vorhaltekosten (Abschreibung und Verzinsung), der Betriebskosten (Betriebs- und Wartungsstoffe, Reparaturkosten), der Lohnkosten für das Bedienungspersonal.</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;">Bagger über 1,00 m³</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;">Bagger über 1 m³</span></p></TextOutlTxt></OutlTxt></OutlineText></CompleteText></Description></Item></Itemlist></BoQBody></BoQCtgy><BoQCtgy ID="id92" RNoPart="02"><LblTx><p><span>VERRECHNUNGSSATZ FÜR ARBEITSKRAFT</span></p></LblTx><BoQBody><Itemlist><Item ID="id93" RNoPart="1"><Qty>6.000</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;">statische Lastplattendruckversuche nach DIN 18134 zur Überprüfung der Verdichtung durchführen. Bereitstellen des Gegengewichtes. Die Ergebnisse sind zu protokollieren und der Bauleitung in zweifacher Ausfertigung zu 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;">Lastplattendruckversuch durchführen</span></p></TextOutlTxt></OutlTxt></OutlineText></CompleteText></Description></Item><Item ID="id94" RNoPart="2"><Qty>30.000</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;">Geotextil aus Polyestergamen als Armierungsgitter liefern und mit Überlappung verlegen; falls erforderlich Unterbau anspritzen.</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;">Geotextil: Gitter aus Polyester, bitumenbeschichtet, lösungsmittelbeständig.</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:284pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Straßenbauklasse 4, über 2500 N</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:284pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Bereich: Fahrbahn</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;">Geotextil Klasse 4, Fahrbahn</span></p></TextOutlTxt></OutlTxt></OutlineText></CompleteText></Description></Item><Item ID="id95" RNoPart="3"><Qty>70.000</Qty><QU>t</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;">Sofern aufgrund besonderer Vorkommnisse z.B. schwankender Stärken ein Mehreinbau (Überdicke) der Asphaltdeckschicht gem. Soll-Ist-Vergleich nachgewiesen werden kann, wird der Mehreinbau über die vorliegende Position 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;">Mehreinbau Asphaltdeckschicht</span></p></TextOutlTxt></OutlTxt></OutlineText></CompleteText></Description></Item><Item ID="id96" RNoPart="4"><Qty>10.000</Qty><QU>h</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;">Für evtl. erforderliche Arbeiten, die nicht im Leistungsverzeichnis erfasst sind und gegen Nachweis zur Ausführung kommen, werden wie folgt berechnet:</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:284pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Sämtliche Aufwendungen für die jeweilige Arbeitskraft, wie der tatsächliche Lohn einschl. vermögenswirksamer Leistung mit den Zuschlägen für Gemeinkosten (Sozialkassenbeiträge, Winterbauumlage u. dgl.)</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;">Lohn- und Gehaltsnebenkosten sowie Überstundenzuschläge sind einzurechnen. Gesondert verrechnet werden tarifliche Festlegungen wie Nacht-, Sonntags- und Feiertagsarbeiten.</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;">Bauwerker (Berufsgruppe VII)</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;">Stundenlohn Bauwerker</span></p></TextOutlTxt></OutlTxt></OutlineText></CompleteText></Description></Item><Item ID="id97" RNoPart="5"><Qty>10.000</Qty><QU>h</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;">Für evtl. erforderliche Arbeiten, die nicht im Leistungsverzeichnis erfasst sind und gegen Nachweis zur Ausführung kommen, werden wie folgt berechnet:</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:284pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Sämtliche Aufwendungen für die jeweilige Arbeitskraft, wie der tatsächliche Lohn einschl. vermögenswirksamer Leistung mit den Zuschlägen für Gemeinkosten (Sozialkassenbeiträge, Winterbauumlage u. dgl.)</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;">Lohn- und Gehaltsnebenkosten sowie Überstundenzuschläge sind einzurechnen. Gesondert verrechnet werden tarifliche Festlegungen wie Nacht-, Sonntags- und Feiertagsarbeiten.</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;">Bauwerker (Berufsgruppe IV)</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;">Stundenlohn Gehob. Baufacharbeiter</span></p></TextOutlTxt></OutlTxt></OutlineText></CompleteText></Description></Item></Itemlist></BoQBody></BoQCtgy></BoQBody></BoQCtgy></BoQBody></BoQ></Award></GAEB>