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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>2026-05-19</Date><Time>09:55:58</Time><ProgSystem>/ GXML Toolbox V3.3 R20220330</ProgSystem><ProgName>ORCA AVA 26.0.8 26.00.08</ProgName><Certific>Available</Certific></GAEBInfo><PrjInfo><NamePrj>23_097</NamePrj><LblPrj>Gemeinde Arnbruck_Geigermühle</LblPrj><Cur>EUR</Cur><CurLbl>Euro</CurLbl></PrjInfo><Award><DP>83</DP><AwardInfo><Cat>OpenCall</Cat><Cur>EUR</Cur><CurLbl>Euro</CurLbl><OpenDate>2026-06-18</OpenDate><OpenTime>14:00:00</OpenTime><EvalEnd>2026-07-18</EvalEnd><SubmLoc>online über Vergabeplattform oder; Gemeinde Arnbruck; Gemein</SubmLoc><CnstStart>2026-12-01</CnstStart><CnstEnd>2027-02-01</CnstEnd></AwardInfo><BoQ ID="id2072"><BoQInfo><Name>10</Name><LblBoQ>Bodenbelagsarbeiten</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="id4208" RNoPart="01"><LblTx><p><span>Baustelleneinrichtung</span></p></LblTx><BoQBody><Itemlist><Item ID="id4209" RNoPart="1"><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 einrichten, während der Bauphase vorhalten und wieder räumen.</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 sind die für die Erfüllung der geforderten Leistungen erforderlichen Werkzeuge, Geräte, Transportmittel, Hebezeug etc.</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 Standortbestimmung und das Abräumen der</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:284pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Baustelleneinrichtung ist mit der Bauleitung abzustimmen.</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;">Sämtliche Leitungsverzüge für Elektrozufuhr von den Unterverteilerkästen zu den betreffenden Montageorten vom DG bis UG sind eigenverantwortlich durchzuführen und mit der Bauleitung abzustimmen.</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 Geländeflächen, auf denen sich</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:284pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Baustelleneinrichtungen befunden haben, sind dem</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:284pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">frühreren Zustand entsprechend wieder herzustellen.</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;">EP bezieht sich über gesamte Bauzeit für die Erfüllung aller Leistungen des 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;">Baustelle einrichten, vorhalten und räumen</span></p></TextOutlTxt></OutlTxt></OutlineText></CompleteText></Description></Item></Itemlist></BoQBody></BoQCtgy><BoQCtgy ID="id4252" RNoPart="02"><LblTx><p><span>Vorbereitende Arbeiten</span></p></LblTx><BoQBody><Itemlist><Item ID="id4213" RNoPart="1"><Provis>WithoutTotal</Provis><Qty>1.000</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;">Vorhandene PE- Folienabdeckung über den Estrichflächen rückstandslos aufnehmen und entsorgen.</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:284pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Anfallendes Material wird Eigentum des AN und ist zu entsorgen und auf eine vom AN zu bestimmende Deponie zu entsorgen einschließlich aller Transport -und Kippgebühren.</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;">Ausführungsort: Estrichneuflächen</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;">PE- Folie entfernen und entsorgen</span></p></TextOutlTxt></OutlTxt></OutlineText></CompleteText></Description></Item><Item ID="id4214" RNoPart="2"><Qty>502.000</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;">Vorhandenen Zementestrich vollflächig mit geeigneten Schleifmaschinen 1x abschleifen.</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:284pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Anfallendes Schleifmaterial wird Eigentum des AN und ist auf eine vom AN zu bestimmende Deponie zu entsorgen einschließlich aller Transport -und Kippgebühren.</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;">Ausführungsort: OG und DG</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;">Vorhandene Zementestrichflächen 1x abschleifen, Schleifgut entsorgen</span></p></TextOutlTxt></OutlTxt></OutlineText></CompleteText></Description></Item><Item ID="id4215" RNoPart="3"><Qty>502.000</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;">Besenreines und staubfreies reinigen des Untergrundes der geschliffenen Zementestrichflächen in allen Etagen zur Ausführung der Spachtel- bzw.Grundierarbeiten von nachfolgender Position.</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:284pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Reinigen mit Industriesauger (Staubfreie Oberfläche ).</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;">Geringe Schuttmengen werden Eigentum des AN und sind von der Baustelle zu beseitigen und zu entsorgen.</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;">Rohboden staubfrei reinigen, Schutt entsorgen</span></p></TextOutlTxt></OutlTxt></OutlineText></CompleteText></Description></Item><Item ID="id4216" RNoPart="4"><Qty>502.000</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;">Vollflächiges Grundieren der zuvor geschliffenen und gereinigten Estrichflächen mit geeigneter Grundierung. (Tiefengrund)</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;">Das angebotene Fabrikat ist eigenverantwortlich in Abstimmung mit den Spachtelmassenhersteller zu wählen auf chemische Verträglichkeit und optimaler Haftung etc.</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 Nichteinhaltung der Informationspflicht und daraus resultierende Folgeschäden gehen diese zu Lasten des AN.</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;">Estrichgrundierung (Staubbindung)</span></p></TextOutlTxt></OutlTxt></OutlineText></CompleteText></Description></Item><Item ID="id4217" RNoPart="5"><Provis>WithoutTotal</Provis><Qty>1.000</Qty><QU>m²</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;">2-fache Grundierung des sauberen, ordnungsgemäß vorbereiteten Untergrunds durch Aufbringen einer niedrigviskosen, temperaturbeständigen, penetrierfähigen Epoxidharz-Grundierung.</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:284pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Die Ausführungsanweisung des Herstellers ist zu beachten.</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;">Grundierung auftragen und im frischen Zustand im Überschuss mit Quarzsand abstreuen.</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:284pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Inklusive absaugen und entsorgen des überschüssigen Quarzsands. Entsorgungskosten sind in den EP mit einzurechnen.</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><TextComplement MarkLbl="11" Kind="Bidder"><ComplCaption/><ComplBody><span style="font-family:Arial;font-size:10pt;">&#x27;..........................................................&#x27;</span></ComplBody><ComplTail><br/></ComplTail></TextComplement><Text><p style="margin-top:0pt;margin-bottom:0pt;width:284pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">angebotenes Fabrikat / Bietereintrag</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;">Grundierung / Kunstharzhaftbrücke</span></p></TextOutlTxt></OutlTxt></OutlineText></CompleteText></Description></Item><Item ID="id4218" RNoPart="6"><Qty>15.000</Qty><QU>m²</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;">Abgeschliffene und staubfreie Estrichflächen partiell spachteln mit einer zementgebundenen Fein- und  Reparaturestrichspachtel.</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:284pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Oberfläche eben und absatzfrei an den bestehenden Altestrichflächen angearbeitet.</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;">Zu spachtelnde Stellen: Lunkerausbildungen und Estrichunebenheiten in Kleinflächen</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;">Auftragsdicke: 1mm - 10mm</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-decoration:underline ;"><span style="font-family:Arial;font-size:10pt;">Gewähltes Fabrikat:</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:284pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Saint-Gobain Weber , weber floor 4046 Feinspachtel ultra</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:284pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">oder gleichwertig</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;"/><p style="margin-top:0pt;margin-bottom:0pt;width:284pt;font-size:10pt;"/></Text><TextComplement MarkLbl="11" Kind="Bidder"><ComplCaption/><ComplBody><span style="font-family:Arial;font-size:10pt;">&#x27;..................................&#x27;</span></ComplBody><ComplTail><br/></ComplTail></TextComplement><Text><p style="margin-top:0pt;margin-bottom:0pt;width:284pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">angebotenes Fabrikat</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:284pt;font-size:10pt;"/><p style="margin-top:0pt;margin-bottom:0pt;width:284pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Abrechnung erfolgt über die Summe aller gespachtelten Einzelflächen vor Ort.</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;">Vorhandene Estrichflächen partiell Spachteln, Lunker verschließen</span></p></TextOutlTxt></OutlTxt></OutlineText></CompleteText></Description></Item><Item ID="id4219" RNoPart="7"><Qty>506.000</Qty><QU>m²</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;">Abgeschliffene und staubfreie Estrichflächen vollflächig spachteln mit einer zementgebundenen Fein- und Reparaturestrichspachtel.</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:284pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Oberfläche eben und absatzfrei geglättet.</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;">Auftragsdicke: im Mittel 3mm - 5mm</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-decoration:underline ;"><span style="font-family:Arial;font-size:10pt;">Gewähltes Fabrikat:</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:284pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Saint-Gobain Weber , weber floor 4046 Feinspachtel ultra</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:284pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">oder gleichwertig</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;"/><p style="margin-top:0pt;margin-bottom:0pt;width:284pt;font-size:10pt;"/></Text><TextComplement MarkLbl="11" Kind="Bidder"><ComplCaption/><ComplBody><span style="font-family:Arial;font-size:10pt;">&#x27;..................................&#x27;</span></ComplBody><ComplTail><br/></ComplTail></TextComplement><Text><p style="margin-top:0pt;margin-bottom:0pt;width:284pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">angebotenes Fabrikat</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;">Vollflächige Estrichspachtelung</span></p></TextOutlTxt></OutlTxt></OutlineText></CompleteText></Description></Item><Item ID="id4220" RNoPart="8"><Qty>506.000</Qty><QU>m²</QU><Description><CompleteText><DetailTxt><Text><p style="margin-left:3pt;margin-top:0pt;margin-bottom:0pt;width:284pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Mehr- oder Minderdicke der Estrichspachtelung aus Vorposition</span></p><p style="margin-left:3pt;margin-top:0pt;margin-bottom:0pt;width:284pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Ausführung auf Anordnung des AG, je 1 mm Dicke</span></p><p style="margin-left:3pt;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;">Mehr- oder Minderdicke je 1mm</span></p></TextOutlTxt></OutlTxt></OutlineText></CompleteText></Description></Item><Item ID="id4221" RNoPart="9"><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;">Vorhandene Estrichscheinfugen quer zum Riß einschneiden,</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:284pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">mit dem Industriesauger aussaugen und mit 2-komp.-Epoxidharz bis zur Sättigung kraftschlüssig verfüllen,</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:284pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">einschl. Einlegen von V2A- Wellenverbindern.</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;">Anzahl und Ausführung der Schnittanordnung nach Angaben AN</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;">Ausführungsort: bestehende Estrichflächen</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;">Scheinfugen verharzen</span></p></TextOutlTxt></OutlTxt></OutlineText></CompleteText></Description></Item><Item ID="id4222" RNoPart="10"><Qty>390.000</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;">Vorhandenen überstehenden PE- Randdämmstreifen bodengleich abschneiden und entsorgen.</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;">Anfallendes Material geht in das Eigentum des AN über und ist auf eine geeignete Deponie nach Wahl AN zu transportieren einschließlich aller anfallenden Transport- und Kippgebühren.</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;">Ausführungsort: Estrichneuflächen, (EG - 2.OG)</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;">PE- Randdämmstreifen abschneiden, entsorgen</span></p></TextOutlTxt></OutlTxt></OutlineText></CompleteText></Description></Item><Item ID="id4223" RNoPart="11"><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;">Feuchtigkeitsmessung nach dem CM-Verfahren DIN 18560-1, A Das Durchführen der einzelnen Messungen zu unterschiedlichen Zeitabständen ist im EP mit einzurechnen.</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;">Ausführungsort:  Estrichneuflächen</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;">Feuchtigkeitsmessung CM-Verfahren</span></p></TextOutlTxt></OutlTxt></OutlineText></CompleteText></Description></Item><Item ID="id4233" RNoPart="12"><Qty>186.000</Qty><QU>m²</QU><Description><CompleteText><DetailTxt><Text><p style="margin-left:3pt;margin-top:0pt;margin-bottom:0pt;width:284pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Liefern und einbauen von Belagsschutz mit Kartonmaterial,</span></p><p style="margin-left:3pt;margin-top:0pt;margin-bottom:0pt;width:284pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">ähnlich Tetra-Pak o.glw. Bahnenstöße sind sauber zu verkleben. Das verwendete Klebeband muss für die abzudeckenden Bodenbeläge geeignet, und rückstandsfrei zu entfernen sein.</span></p><p style="margin-left:3pt;margin-top:0pt;margin-bottom:0pt;width:284pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Inlusive wieder entfernen und entsorgen nach Aufforderung der Bauleitung</span></p><p style="margin-left:3pt;margin-top:0pt;margin-bottom:0pt;width:284pt;font-size:10pt;"/><p style="margin-left:3pt;margin-top:0pt;margin-bottom:0pt;width:284pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Ausführung nur auf gesonderte Aufforderung durch die Bauleitung</span></p><p style="margin-left:3pt;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;">Belagsschutz Kartonmaterial</span></p></TextOutlTxt></OutlTxt></OutlineText></CompleteText></Description></Item><Item ID="id4663" RNoPart="13"><Qty>316.000</Qty><QU>m²</QU><Description><CompleteText><DetailTxt><Text><p style="margin-left:3pt;margin-top:0pt;margin-bottom:0pt;width:284pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Liefern und einbauen von Belagsschutzaus PE-Folie o.glw. Bahnenstöße sind sauber zu verkleben. Das verwendete Klebeband muss für die abzudeckenden Bodenbeläge geeignet, und rückstandsfrei zu entfernen sein.</span></p><p style="margin-left:3pt;margin-top:0pt;margin-bottom:0pt;width:284pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Inlusive wieder entfernen und entsorgen nach Aufforderung der Bauleitung</span></p><p style="margin-left:3pt;margin-top:0pt;margin-bottom:0pt;width:284pt;font-size:10pt;"/><p style="margin-left:3pt;margin-top:0pt;margin-bottom:0pt;width:284pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Ausführung nur auf gesonderte Aufforderung durch die Bauleitung</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;">Belagsschutz PE-Folie</span></p></TextOutlTxt></OutlTxt></OutlineText></CompleteText></Description></Item><Item ID="id4232" RNoPart="14"><Provis>WithoutTotal</Provis><Qty>10.000</Qty><QU>m²</QU><Description><CompleteText><DetailTxt><Text><p style="margin-left:3pt;margin-top:0pt;margin-bottom:0pt;width:284pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Besonderer Schutz vor Verschmutzungen und Beschädigungen der vorgeschriebenen Bodenbeläge liefern, herstellen, vorhalten und beseitigen, Schutz durch geeignete Maßnahme</span></p><p style="margin-left:3pt;margin-top:0pt;margin-bottom:0pt;width:284pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">z.B. Hartfaserplatte 5 mm</span></p><p style="margin-left:3pt;margin-top:0pt;margin-bottom:0pt;width:284pt;font-size:10pt;"/><p style="margin-left:3pt;margin-top:0pt;margin-bottom:0pt;width:284pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Ausführung nur auf gesonderte Aufforderung durch die Bauleitung</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;">Belagsschutz Hartfaserplatte 5 mm</span></p></TextOutlTxt></OutlTxt></OutlineText></CompleteText></Description></Item></Itemlist></BoQBody></BoQCtgy><BoQCtgy ID="id4210" RNoPart="03"><LblTx><p><span>Textile Bodenbeläge</span></p></LblTx><BoQBody><Itemlist><Item ID="id4226" RNoPart="13"><Qty>260.000</Qty><QU>m²</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;">Textilen Nadelvliesbodenbelag DIN EN 1307, Einstufung DIN EN ISO 10874 Klasse 33 (gewerblicher Bereich, starke Beanspruchung), vollbadimprägniert, liefern und nach Herstellervorgaben vollflächig verklebt verlegen.</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;">antistatisch, Aufladungsspannung im Begehversuch gemäß ISO 6356 max. 2 kV</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;">Trittschallverbesserungsmaß DIN EN ISO 10140-3: 22 dB</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:284pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">geeignet für Stuhlrollen DIN EN 12529 Typ H</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:284pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">geeignet für Fußbodenheizung</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:284pt;"><span style="font-size:10pt;font-family:Arial;">Brandverhaltensklasse DIN EN 13501-1 B</span><span style="font-size:10pt;font-family:Arial;vertical-align:sub;">FL</span><span style="font-size:10pt;font-family:Arial;">-s1</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:284pt;tab-stops:18px 37px 75px 113px 151px 189px 226px 264px 302px 340px 378px 415px 453px;"><span style="font-size:10pt;font-family:Arial;">Gesamtgewicht:</span><span style="font-size:10pt;mso-tab-count:1;font-family:Arial;"> </span><span style="font-size:10pt;mso-tab-count:1;font-family:Arial;"> </span><span style="font-size:10pt;font-family:Arial;">ca. 1500 g/m²</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:284pt;tab-stops:18px 37px 75px 113px 151px 189px 226px 264px 302px 340px 378px 415px 453px;"><span style="font-size:10pt;font-family:Arial;">Nutzschichteinsatzgewicht</span><span style="font-size:10pt;mso-tab-count:1;font-family:Arial;"> </span><span style="font-size:10pt;font-family:Arial;">ca. 750 g/m²</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:284pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Nadelvlies-Nutzschichtengewicht EN 984 ca. 700 g/m²</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:284pt;tab-stops:18px 37px 75px 113px 151px 189px 226px 264px 302px 340px 378px 415px 453px;"><span style="font-size:10pt;font-family:Arial;">Gesamtdicke</span><span style="font-size:10pt;mso-tab-count:1;font-family:Arial;"> </span><span style="font-size:10pt;mso-tab-count:1;font-family:Arial;"> </span><span style="font-size:10pt;font-family:Arial;">ca. 6,5 mm</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:284pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Oberseite grobfaserig, meliert</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:284pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Farbe: grau/beige meliert bzw. nach Wahl des Auftraggebers aus der Musterkollektion des Herstellers</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:284pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Nutzschicht 100% Polyamid</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:284pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Bahnenbreite 200 cm</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;">Gewähltes Fabrikat:</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:284pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Forbo, Serie Forte, Farbe granite oder gleichwertig</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/><ComplBody><span style="font-family:Arial;font-size:10pt;">&#x27;..................................&#x27;</span></ComplBody><ComplTail><br/></ComplTail></TextComplement><Text><p style="margin-top:0pt;margin-bottom:0pt;width:284pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">angebotenes Fabrikat</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;">Auf vollflächig gespachtelten Untergrund, rapportlos,verlegen.</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:284pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Vollflächig geklebt nach DIN 18365</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:284pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Klebstoff: Dispersionskleber für Teppich-Böden</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:284pt;font-size:10pt;"/><p style="margin-top:0pt;margin-bottom:0pt;width:284pt;"><span style="font-size:10pt;font-family:Arial;"/><image Encoding="base64" Type="image/jpeg" 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</image></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></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;">Textiler Bodenbelag, Nadelvlies</span></p></TextOutlTxt></OutlTxt></OutlineText></CompleteText></Description></Item><Item ID="id4227" RNoPart="14"><Qty>194.000</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;">Liefern und fachgerechte Montage von geklebten oberseitig eingebördelten Nadelvlies-Sockelleisten.</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;tab-stops:18px 37px 75px 113px 151px 189px 226px 264px 302px 340px 378px 415px 453px 831px;"><span style="font-size:10pt;font-family:Arial;">Sockelleistenhöhe:</span><span style="font-size:10pt;mso-tab-count:1;font-family:Arial;"> </span><span style="font-size:10pt;mso-tab-count:1;font-family:Arial;"> </span><span style="font-size:10pt;font-family:Arial;">ca. 80mm</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:284pt;tab-stops:18px 37px 75px 113px 151px 189px 226px 264px 302px 340px 378px 415px 453px 831px;"><span style="font-size:10pt;font-family:Arial;">Sockelleistenmaterial:</span><span style="font-size:10pt;mso-tab-count:1;font-family:Arial;"> </span><span style="font-size:10pt;font-family:Arial;">wie Bodenbelag</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;">Im EP mit einzurechnen sind alle erforderlichen Anarbeitungsarbeiten an die Türelemente sowie alle Innen- und Ausseneckausbildungen.</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;">Befestigung: geklebt</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:284pt;tab-stops:18px 37px 75px 113px 151px 189px 226px 264px 302px 340px 378px 415px 453px 831px;"><span style="font-size:10pt;font-family:Arial;">Untergrund:</span><span style="font-size:10pt;mso-tab-count:1;font-family:Arial;"> </span><span style="font-size:10pt;font-family:Arial;">Verputztes Mauerwerk, Trockenbau- und Stahlbeton-Wände</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;">Sockelleiste Nadelvlies, gebördelt, h=ca. 80mm</span></p></TextOutlTxt></OutlTxt></OutlineText></CompleteText></Description></Item><Item ID="id4662" RNoPart="15"><Qty>21.000</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;">Liefern und montieren von Sockelleisten aus Eiche hell, geölt, massiv mit rechteckigem Querschnitt mit leicht abgeschrägter Oberkante  einschließlich aller Innen- und Außeneckausbildungen mit Gehrungsschnitten sowie das saubere Anarbeiten an Türzargen etc..</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:284pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Montage: geschraubt an die Wand ( Mauerwerk, Beton ),</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:284pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">bzw. Gipskarton-Vorsatzschale, 2-lagig beplankt</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:284pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">mit Edelstahlschrauben, Eckausbildung auf Gehrung.</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;tab-stops:75px 151px 226px 302px 378px 453px 529px 604px 680px 756px 831px 907px 982px 1058px;"><span style="font-size:10pt;font-family:Arial;">Profil:</span><span style="font-size:10pt;mso-tab-count:1;font-family:Arial;"> </span><span style="font-size:10pt;mso-tab-count:1;font-family:Arial;"> </span><span style="font-size:10pt;font-family:Arial;"> massiv 20 x 80 mm</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:284pt;tab-stops:75px 151px 226px 302px 378px 453px 529px 604px 680px 756px 831px 907px 982px 1058px;"><span style="font-size:10pt;font-family:Arial;">Holzart:</span><span style="font-size:10pt;mso-tab-count:1;font-family:Arial;"> </span><span style="font-size:10pt;mso-tab-count:1;font-family:Arial;"> </span><span style="font-size:10pt;font-family:Arial;"> Eiche hell, massiv</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:284pt;tab-stops:75px 151px 226px 302px 378px 453px 529px 604px 680px 756px 831px 907px 982px 1058px;"><span style="font-size:10pt;font-family:Arial;">Oberfläche:</span><span style="font-size:10pt;mso-tab-count:1;font-family:Arial;"> </span><span style="font-size:10pt;mso-tab-count:1;font-family:Arial;"> </span><span style="font-size:10pt;font-family:Arial;"> geölt</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;">Sockelleiste Eiche hell, rechteckig, massiv, geölt, 20x80mm</span></p></TextOutlTxt></OutlTxt></OutlineText></CompleteText></Description></Item><Item ID="id4228" RNoPart="16"><Qty>10.000</Qty><QU>St</QU><Description><CompleteText><DetailTxt><Text><p style="margin-left:3pt;margin-top:0pt;margin-bottom:0pt;width:284pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Herstellen von Öffnungen für Durchdringung von Rohrleitungen im Bereich des Oberbelages</span></p><p style="margin-left:3pt;margin-top:0pt;margin-bottom:0pt;width:284pt;font-size:10pt;"/><p style="margin-left:3pt;margin-top:0pt;margin-bottom:0pt;width:284pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Öffnungen: bis ca. 50 mm Durchmesser</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;">Durchdringungen, rund bis ca. 50 mm</span></p></TextOutlTxt></OutlTxt></OutlineText></CompleteText></Description></Item><Item ID="id4229" RNoPart="17"><Qty>2.000</Qty><QU>St</QU><Description><CompleteText><DetailTxt><Text><p style="margin-left:3pt;margin-top:0pt;margin-bottom:0pt;width:284pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Vorhandene Bodensteckdosen mit Teppichbelag liefern und belegen, bestehend aus:</span></p><p style="margin-left:3pt;margin-top:0pt;margin-bottom:0pt;width:284pt;font-size:10pt;"/><p style="margin-left:3pt;margin-top:0pt;margin-bottom:0pt;width:284pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Untergrund: Kabelschachtdeckel Kunststoff / Metall</span></p><p style="margin-left:3pt;margin-top:0pt;margin-bottom:0pt;width:284pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Abmessungen: bis ca. 300 x 300 mm</span></p><p style="margin-left:3pt;margin-top:0pt;margin-bottom:0pt;width:284pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Form: rechteck oder rundform</span></p><p style="margin-left:3pt;margin-top:0pt;margin-bottom:0pt;width:284pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Befestigung: Deckel säubern, vorstreichen, Belag schubfest verkleben</span></p><p style="margin-left:3pt;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;">Bodensteckdosen belegen</span></p></TextOutlTxt></OutlTxt></OutlineText></CompleteText></Description></Item><Item ID="id4230" RNoPart="18"><Qty>5.000</Qty><QU>lfm</QU><Description><CompleteText><DetailTxt><Text><p style="margin-left:3pt;margin-top:0pt;margin-bottom:0pt;width:284pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">wie Vorposition, jedoch Bekleben von Bodenkanälen an den Außenwänden aus Edelstahl verschraubt und revisionierbar</span></p><p style="margin-left:3pt;margin-top:0pt;margin-bottom:0pt;width:284pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Breite ca. 35-40 cm</span></p><p style="margin-left:3pt;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;">Bodenkanäle belegen 35-40 cm</span></p></TextOutlTxt></OutlTxt></OutlineText></CompleteText></Description></Item><Item ID="id4231" RNoPart="19"><Qty>5.000</Qty><QU>lfm</QU><Description><CompleteText><DetailTxt><Text><p style="margin-left:3pt;margin-top:0pt;margin-bottom:0pt;width:284pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Bodenkanäle belegen</span></p><p style="margin-left:3pt;margin-top:0pt;margin-bottom:0pt;width:284pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">wie Vorposition, jedoch Breite ca. 20 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;">Bodenkanäle belegen 20 cm</span></p></TextOutlTxt></OutlTxt></OutlineText></CompleteText></Description></Item></Itemlist></BoQBody></BoQCtgy><BoQCtgy ID="id4211" RNoPart="04"><LblTx><p><span>Linoleum Beläge</span></p></LblTx><BoQBody><Itemlist><Item ID="id4246" RNoPart="1"><Qty>56.000</Qty><QU>m²</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;">Liefern und fachgerechtes Verlegen bzw. Verkleben von Linoleum-Verbundbelag gem. EN 686, durchgehend vierfarbig marmoriert (homogen) auf Juteträger</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:284pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">mit zusätzlichem PU-Schaumrücken für eine Trittschallschutzverbesserung von mind.+18 dB.</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;">Ausgestattet mit werksseitigem xf-Finish zur vereinfachten Reinigung und Pflege sowie</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:284pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">erhöhter mechanischer und chemischer Widerstandsfähigkeit. Keine Ersteinpflege notwendig.</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-decoration:underline ;"><span style="font-family:Arial;font-size:10pt;">Gewähltes Fabrikat:</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:284pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Tarkett Silencio xf²</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:284pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">oder gleichwertig</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><TextComplement MarkLbl="11" Kind="Bidder"><ComplCaption/><ComplBody><span style="font-family:Arial;font-size:10pt;">&#x27;..................................&#x27;</span></ComplBody><ComplTail><br/></ComplTail></TextComplement><Text><p style="margin-top:0pt;margin-bottom:0pt;width:284pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Bietereintrag Fabrikat</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;"><span style="font-family:Arial;font-size:10pt;">Farbe nach Wahl des AG liefern,</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:284pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Untergrund bestehend aus Zementestrich vorbereiten und den Belag gemäß DIN 18 299/DIN 18 365 verlegen und verkleben.</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;tab-stops:75px 151px 226px 302px 378px 453px 529px 604px 680px 756px 831px 907px 982px 1058px;"><span style="font-size:10pt;font-family:Arial;">Gesamtdicke:</span><span style="font-size:10pt;mso-tab-count:1;font-family:Arial;"> </span><span style="font-size:10pt;mso-tab-count:1;font-family:Arial;"> </span><span style="font-size:10pt;font-family:Arial;">3,8 mm</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:284pt;tab-stops:75px 151px 226px 302px 378px 453px 529px 604px 680px 756px 831px 907px 982px 1058px;"><span style="font-size:10pt;font-family:Arial;">Nutzschicht:</span><span style="font-size:10pt;mso-tab-count:1;font-family:Arial;"> </span><span style="font-size:10pt;mso-tab-count:1;font-family:Arial;"> </span><span style="font-size:10pt;mso-tab-count:1;font-family:Arial;"> </span><span style="font-size:10pt;font-family:Arial;">2,5 mm</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:284pt;tab-stops:75px 151px 226px 302px 378px 453px 529px 604px 680px 756px 831px 907px 982px 1058px;"><span style="font-size:10pt;font-family:Arial;">Benutzungsintensität EN 685:</span><span style="font-size:10pt;mso-tab-count:1;font-family:Arial;"> </span><span style="font-size:10pt;font-family:Arial;">Büroräume mit </span></p><p style="margin-top:0pt;margin-bottom:0pt;width:284pt;tab-stops:75px 151px 226px 302px 378px 453px 529px 604px 680px 756px 831px 907px 982px 1058px;"><span style="font-size:10pt;mso-tab-count:1;font-family:Arial;"> </span><span style="font-size:10pt;mso-tab-count:1;font-family:Arial;"> </span><span style="font-size:10pt;mso-tab-count:1;font-family:Arial;"> </span><span style="font-size:10pt;font-family:Arial;">Publikumsverkehr</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:284pt;tab-stops:75px 151px 226px 302px 378px 453px 529px 604px 680px 756px 831px 907px 982px 1058px;"><span style="font-size:10pt;font-family:Arial;">Flächengewicht EN 430:</span><span style="font-size:10pt;mso-tab-count:1;font-family:Arial;"> </span><span style="font-size:10pt;mso-tab-count:1;font-family:Arial;"> </span><span style="font-size:10pt;font-family:Arial;">nach o.g. Nutzung</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:284pt;tab-stops:75px 151px 226px 302px 378px 453px 529px 604px 680px 756px 831px 907px 982px 1058px;"><span style="font-size:10pt;font-family:Arial;">Trittschallschutz:</span><span style="font-size:10pt;mso-tab-count:1;font-family:Arial;"> </span><span style="font-size:10pt;mso-tab-count:1;font-family:Arial;"> </span><span style="font-size:10pt;font-family:Arial;">nach o.g. Nutzung</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:284pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Wärmedurchlasswiderstand DIN 52612: nach o.g. Nutzung</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:284pt;tab-stops:75px 151px 226px 302px 378px 453px 529px 604px 680px 756px 831px 907px 982px 1058px;"><span style="font-size:10pt;font-family:Arial;">Aufladungsspannung EN 1815:</span><span style="font-size:10pt;mso-tab-count:1;font-family:Arial;"> </span><span style="font-size:10pt;font-family:Arial;">&#x3c; 2 kV (antistatisch)</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:284pt;tab-stops:75px 151px 226px 302px 378px 453px 529px 604px 680px 756px 831px 907px 982px 1058px;"><span style="font-size:10pt;font-family:Arial;">Stuhlrollenbeanspruchung EN 425:</span><span style="font-size:10pt;mso-tab-count:1;font-family:Arial;"> </span><span style="font-size:10pt;font-family:Arial;">Typ W (Norm EN 12529)</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:284pt;tab-stops:75px 151px 226px 302px 378px 453px 529px 604px 680px 756px 831px 907px 982px 1058px;"><span style="font-size:10pt;mso-tab-count:1;font-family:Arial;"> </span><span style="font-size:10pt;mso-tab-count:1;font-family:Arial;"> </span><span style="font-size:10pt;mso-tab-count:1;font-family:Arial;"> </span><span style="font-size:10pt;font-family:Arial;">geeignet</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:284pt;tab-stops:75px 151px 226px 302px 378px 453px 529px 604px 680px 756px 831px 907px 982px 1058px;"><span style="font-size:10pt;font-family:Arial;">Brandverhalten:</span><span style="font-size:10pt;mso-tab-count:1;font-family:Arial;"> </span><span style="font-size:10pt;mso-tab-count:1;font-family:Arial;"> </span><span style="font-size:10pt;font-family:Arial;">EN ISO 9239-1 / Klasse </span><span style="font-size:10pt;mso-tab-count:1;font-family:Arial;"> </span><span style="font-size:10pt;mso-tab-count:1;font-family:Arial;"> </span><span style="font-size:10pt;mso-tab-count:1;font-family:Arial;"> </span><span style="font-size:10pt;mso-tab-count:1;font-family:Arial;"> </span><span style="font-size:10pt;mso-tab-count:1;font-family:Arial;"> </span><span style="font-size:10pt;font-family:Arial;">Cfl - s1 EN 13501-1</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:284pt;tab-stops:75px 151px 226px 302px 378px 453px 529px 604px 680px 756px 831px 907px 982px 1058px;"><span style="font-size:10pt;font-family:Arial;">Lichtechtheit EN ISO 105-B02:</span><span style="font-size:10pt;mso-tab-count:1;font-family:Arial;"> </span><span style="font-size:10pt;font-family:Arial;">Stufe 6</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:284pt;tab-stops:75px 151px 226px 302px 378px 453px 529px 604px 680px 756px 831px 907px 982px 1058px;"><span style="font-size:10pt;font-family:Arial;">Rutschsicherheit DIN 51130:</span><span style="font-size:10pt;mso-tab-count:1;font-family:Arial;"> </span><span style="font-size:10pt;font-family:Arial;">BGR 181  R 9</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:284pt;tab-stops:75px 151px 226px 302px 378px 453px 529px 604px 680px 756px 831px 907px 982px 1058px;"><span style="font-size:10pt;font-family:Arial;">Chemikalieneinwirkung EN 423:</span><span style="font-size:10pt;mso-tab-count:1;font-family:Arial;"> </span><span style="font-size:10pt;font-family:Arial;">beständig gegen </span><span style="font-size:10pt;mso-tab-count:1;font-family:Arial;"> </span><span style="font-size:10pt;mso-tab-count:1;font-family:Arial;"> </span><span style="font-size:10pt;mso-tab-count:1;font-family:Arial;"> </span><span style="font-size:10pt;mso-tab-count:1;font-family:Arial;"> </span><span style="font-size:10pt;mso-tab-count:1;font-family:Arial;"> </span><span style="font-size:10pt;font-family:Arial;">verdünnte Säuren,Öle, </span><span style="font-size:10pt;mso-tab-count:1;font-family:Arial;"> </span><span style="font-size:10pt;mso-tab-count:1;font-family:Arial;"> </span><span style="font-size:10pt;mso-tab-count:1;font-family:Arial;"> </span><span style="font-size:10pt;mso-tab-count:1;font-family:Arial;"> </span><span style="font-size:10pt;mso-tab-count:1;font-family:Arial;"> </span><span style="font-size:10pt;font-family:Arial;">Fette und Lösungsmittel</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;">Farbe: nach Wahl AG aus der Standardfarbkarte</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;tab-stops:75px 151px 226px 302px 378px 453px 529px 604px 680px 756px 831px 907px 982px 1058px;"><span style="font-size:10pt;font-family:Arial;">Lieferform EN 426:</span><span style="font-size:10pt;mso-tab-count:1;font-family:Arial;"> </span><span style="font-size:10pt;mso-tab-count:1;font-family:Arial;"> </span><span style="font-size:10pt;font-family:Arial;">Bahnen 200 cm breit</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;">Kleber: Fabrikat/Qualität mind. EC 1 emissionsfrei,</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:284pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">lösemittelfrei, weichmacherfrei</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;"><span style="font-family:Arial;font-size:10pt;">Die Verlegerichtungen je Zimmertyp werden vom AG festgelegt.</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:284pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Bahnenverschnitt ist im EP mit einzurechnen.</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:284pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Alle Eckausbildungen sowie Vor- und Rücksprünge sowie das saubere Anarbeiten an die jeweilige Situation vor Ort bzw. Bewegungsprofile etc. sind im EP ebenfalls mit einzurechnen.</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;">Linoleum Akkustik 3,8 mm, verklebt, liefern und verlegen</span></p></TextOutlTxt></OutlTxt></OutlineText></CompleteText></Description></Item><Item ID="id4265" RNoPart="2"><Provis>WithoutTotal</Provis><Qty>56.000</Qty><QU>m²</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;">Liefern und fachgerechtes Verlegen und Verkleben von Linoleum gem. EN 548, durchgehend marmoriert (homogen)</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:284pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">auf Juteträger.</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;">Ausgestattet mit werksseitigem XF-Finish zur</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:284pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">vereinfachten Reinigung und Pflege sowie erhöhter</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:284pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">mechanischer und chemischer Widerstandsfähigkeit.</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:284pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Keine Ersteinpflege notwendig.</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:284pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Ausgezeichnet mit dem Umweltzeichen &#x22;DER BLAUE ENGEL&#x22; (emissionsarm).</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-decoration:underline ;"><span style="font-family:Arial;font-size:10pt;">Gewähltes Fabrikat:</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:284pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Tarkett Veneto xf²</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:284pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">oder gleichwertig</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><TextComplement MarkLbl="11" Kind="Bidder"><ComplCaption/><ComplBody><span style="font-family:Arial;font-size:10pt;">&#x27;..................................&#x27;</span></ComplBody><ComplTail><br/></ComplTail></TextComplement><Text><p style="margin-top:0pt;margin-bottom:0pt;width:284pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">angebotenes Fabrikat</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;"><span style="font-family:Arial;font-size:10pt;">Farbe nach Wahl des AG liefern,</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;">Untergrund bestehend aus Zementestrich vorbereiten und den Belag gemäß DIN 18 299/DIN 18 365 verlegen und vollflächig verkleben.</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;tab-stops:75px 151px 226px 302px 378px 453px 529px 604px 680px 756px 831px 907px 982px 1058px;"><span style="font-size:10pt;font-family:Arial;">Gesamtdicke: </span><span style="font-size:10pt;mso-tab-count:1;font-family:Arial;"> </span><span style="font-size:10pt;mso-tab-count:1;font-family:Arial;"> </span><span style="font-size:10pt;font-family:Arial;">2,5 mm</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:284pt;tab-stops:75px 151px 226px 302px 378px 453px 529px 604px 680px 756px 831px 907px 982px 1058px;"><span style="font-size:10pt;font-family:Arial;">Benutzungsintensität EN 685:</span><span style="font-size:10pt;mso-tab-count:1;font-family:Arial;"> </span><span style="font-size:10pt;font-family:Arial;">Büroräume mit </span></p><p style="margin-top:0pt;margin-bottom:0pt;width:284pt;tab-stops:75px 151px 226px 302px 378px 453px 529px 604px 680px 756px 831px 907px 982px 1058px;"><span style="font-size:10pt;mso-tab-count:1;font-family:Arial;"> </span><span style="font-size:10pt;mso-tab-count:1;font-family:Arial;"> </span><span style="font-size:10pt;mso-tab-count:1;font-family:Arial;"> </span><span style="font-size:10pt;font-family:Arial;">Publikumsverkehr, </span></p><p style="margin-top:0pt;margin-bottom:0pt;width:284pt;tab-stops:75px 151px 226px 302px 378px 453px 529px 604px 680px 756px 831px 907px 982px 1058px;"><span style="font-size:10pt;mso-tab-count:1;font-family:Arial;"> </span><span style="font-size:10pt;mso-tab-count:1;font-family:Arial;"> </span><span style="font-size:10pt;mso-tab-count:1;font-family:Arial;"> </span><span style="font-size:10pt;font-family:Arial;">(Bürgerbüro,</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:284pt;tab-stops:75px 151px 226px 302px 378px 453px 529px 604px 680px 756px 831px 907px 982px 1058px;"><span style="font-size:10pt;mso-tab-count:1;font-family:Arial;"> </span><span style="font-size:10pt;mso-tab-count:1;font-family:Arial;"> </span><span style="font-size:10pt;mso-tab-count:1;font-family:Arial;"> </span><span style="font-size:10pt;font-family:Arial;">Veranstaltungsraum)</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:284pt;tab-stops:75px 151px 226px 302px 378px 453px 529px 604px 680px 756px 831px 907px 982px 1058px;"><span style="font-size:10pt;font-family:Arial;">Flächengewicht EN 430:</span><span style="font-size:10pt;mso-tab-count:1;font-family:Arial;"> </span><span style="font-size:10pt;mso-tab-count:1;font-family:Arial;"> </span><span style="font-size:10pt;font-family:Arial;">nach o.g. Nutzung</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:284pt;tab-stops:75px 151px 226px 302px 378px 453px 529px 604px 680px 756px 831px 907px 982px 1058px;"><span style="font-size:10pt;font-family:Arial;">Trittschallschutz:</span><span style="font-size:10pt;mso-tab-count:1;font-family:Arial;"> </span><span style="font-size:10pt;mso-tab-count:1;font-family:Arial;"> </span><span style="font-size:10pt;font-family:Arial;">nach o.g. Nutzung</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:284pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Wärmedurchlasswiderstand DIN 52612:nach o.g. Nutzung</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;tab-stops:75px 151px 226px 302px 378px 453px 529px 604px 680px 756px 831px 907px 982px 1058px;"><span style="font-size:10pt;font-family:Arial;">Aufladungsspannung EN 1815:</span><span style="font-size:10pt;mso-tab-count:1;font-family:Arial;"> </span><span style="font-size:10pt;font-family:Arial;">&#x3c; 2 kV (antistatisch)</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:284pt;tab-stops:75px 151px 226px 302px 378px 453px 529px 604px 680px 756px 831px 907px 982px 1058px;"><span style="font-size:10pt;font-family:Arial;">Stuhlrollenbeanspruchung EN 425:</span><span style="font-size:10pt;mso-tab-count:1;font-family:Arial;"> </span><span style="font-size:10pt;font-family:Arial;">Typ W (Norm EN 12529)</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:284pt;tab-stops:75px 151px 226px 302px 378px 453px 529px 604px 680px 756px 831px 907px 982px 1058px;"><span style="font-size:10pt;mso-tab-count:1;font-family:Arial;"> </span><span style="font-size:10pt;mso-tab-count:1;font-family:Arial;"> </span><span style="font-size:10pt;mso-tab-count:1;font-family:Arial;"> </span><span style="font-size:10pt;font-family:Arial;">geeignet</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:284pt;tab-stops:75px 151px 226px 302px 378px 453px 529px 604px 680px 756px 831px 907px 982px 1058px;"><span style="font-size:10pt;font-family:Arial;">Brandverhalten:</span><span style="font-size:10pt;mso-tab-count:1;font-family:Arial;"> </span><span style="font-size:10pt;mso-tab-count:1;font-family:Arial;"> </span><span style="font-size:10pt;font-family:Arial;">EN ISO 9239-1 / Klasse </span><span style="font-size:10pt;mso-tab-count:1;font-family:Arial;"> </span><span style="font-size:10pt;mso-tab-count:1;font-family:Arial;"> </span><span style="font-size:10pt;mso-tab-count:1;font-family:Arial;"> </span><span style="font-size:10pt;mso-tab-count:1;font-family:Arial;"> </span><span style="font-size:10pt;mso-tab-count:1;font-family:Arial;"> </span><span style="font-size:10pt;font-family:Arial;">Cfl - s1 EN 13501-1</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:284pt;tab-stops:75px 151px 226px 302px 378px 453px 529px 604px 680px 756px 831px 907px 982px 1058px;"><span style="font-size:10pt;font-family:Arial;">Lichtechtheit EN ISO 105-B02:</span><span style="font-size:10pt;mso-tab-count:1;font-family:Arial;"> </span><span style="font-size:10pt;font-family:Arial;">Stufe 6</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:284pt;tab-stops:75px 151px 226px 302px 378px 453px 529px 604px 680px 756px 831px 907px 982px 1058px;"><span style="font-size:10pt;font-family:Arial;">Rutschsicherheit DIN 51130:</span><span style="font-size:10pt;mso-tab-count:1;font-family:Arial;"> </span><span style="font-size:10pt;font-family:Arial;">BGR 181  R 9</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:284pt;tab-stops:75px 151px 226px 302px 378px 453px 529px 604px 680px 756px 831px 907px 982px 1058px;"><span style="font-size:10pt;font-family:Arial;">Chemikalieneinwirkung EN 423:</span><span style="font-size:10pt;mso-tab-count:1;font-family:Arial;"> </span><span style="font-size:10pt;font-family:Arial;">beständig gegen </span><span style="font-size:10pt;mso-tab-count:1;font-family:Arial;"> </span><span style="font-size:10pt;mso-tab-count:1;font-family:Arial;"> </span><span style="font-size:10pt;mso-tab-count:1;font-family:Arial;"> </span><span style="font-size:10pt;mso-tab-count:1;font-family:Arial;"> </span><span style="font-size:10pt;mso-tab-count:1;font-family:Arial;"> </span><span style="font-size:10pt;font-family:Arial;">verdünnte Säuren,Öle, </span><span style="font-size:10pt;mso-tab-count:1;font-family:Arial;"> </span><span style="font-size:10pt;mso-tab-count:1;font-family:Arial;"> </span><span style="font-size:10pt;mso-tab-count:1;font-family:Arial;"> </span><span style="font-size:10pt;mso-tab-count:1;font-family:Arial;"> </span><span style="font-size:10pt;mso-tab-count:1;font-family:Arial;"> </span><span style="font-size:10pt;font-family:Arial;">Fette und Lösungsmittel</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;">Farbe: nach Wahl AG aus der Standardfarbkarte</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;tab-stops:75px 151px 226px 302px 378px 453px 529px 604px 680px 756px 831px 907px 982px 1058px;"><span style="font-size:10pt;font-family:Arial;">Lieferform EN 426:</span><span style="font-size:10pt;mso-tab-count:1;font-family:Arial;"> </span><span style="font-size:10pt;mso-tab-count:1;font-family:Arial;"> </span><span style="font-size:10pt;font-family:Arial;">Bahnen 200 cm breit</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;"><span style="font-family:Arial;font-size:10pt;">Kleber: Fabrikat/Qualität mind. EC 1 emissionsfrei,</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:284pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">lösemittelfrei, weichmacherfrei</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 Verlegerichtungen je Zimmertyp werden vom AG festgelegt.</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:284pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Bahnenverschnitt ist im EP mit einzurechnen.</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:284pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Alle Eckausbildungen sowie Vor- und Rücksprünge sowie das saubere Anarbeiten an die jeweilige Situation vor Ort bzw. Bewegungsprofile etc. sind im EP ebenfalls mit einzurechnen.</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;">Linoleum 2,5 mm, verklebt, liefern und verlegen</span></p></TextOutlTxt></OutlTxt></OutlineText></CompleteText></Description></Item><Item ID="id4247" RNoPart="3"><Qty>56.000</Qty><QU>m²</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;">Verfugen des Linoleum-Bodenbelags der Position vorherigen Position mit patentiertem Schmelzdraht zur deutlich</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:284pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">vereinfachten Abreinigung und erhöhter mechanischer</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:284pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Widerstandsfähigkeit.</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:284pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Farbton nach Wahl des AG,</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:284pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">passend zu Bodenbelag der Position vorher.</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;">Durchmesser Schmelzdraht: ca. 4 mm</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-decoration:underline ;"><span style="font-family:Arial;font-size:10pt;">Gewähltes Fabrikat:</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:284pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Tarkett XF-Schmelzdraht</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:284pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">oder gleichwertig</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><TextComplement MarkLbl="11" Kind="Bidder"><ComplCaption/><ComplBody><span style="font-family:Arial;font-size:10pt;">&#x27;..................................&#x27;</span></ComplBody><ComplTail><br/></ComplTail></TextComplement><Text><p style="margin-top:0pt;margin-bottom:0pt;width:284pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">angebotenes Fabrikat</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;"><span style="font-family:Arial;font-size:10pt;">Abrechnung nach belegter Fläche Bodenbelag</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;">Linoleum verfugen, Schmelzdraht</span></p></TextOutlTxt></OutlTxt></OutlineText></CompleteText></Description></Item><Item ID="id4248" RNoPart="4"><Provis>WithoutTotal</Provis><Qty>1.000</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;">2- teiliges Übergangsprofil als Dünnbettprofil bestehend aus</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:284pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Unter- und Oberprofil,</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:284pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">mit einseitigem Befestigungsschenkel zum Verkleben auf Zementestrich.</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;tab-stops:18px 37px 75px 113px 151px 189px 226px 264px 302px 340px 378px 415px 453px 831px;"><span style="font-size:10pt;font-family:Arial;">Material:</span><span style="font-size:10pt;mso-tab-count:1;font-family:Arial;"> </span><span style="font-size:10pt;font-family:Arial;"> Alu eloxiert</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;tab-stops:18px 37px 75px 113px 151px 189px 226px 264px 302px 340px 378px 415px 453px 831px;"><span style="font-size:10pt;font-family:Arial;">Profilhöhe:</span><span style="font-size:10pt;mso-tab-count:1;font-family:Arial;"> </span><span style="font-size:10pt;font-family:Arial;"> von ca. 8mm - 10mm</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:284pt;tab-stops:18px 37px 75px 113px 151px 189px 226px 264px 302px 340px 378px 415px 453px 831px;"><span style="font-size:10pt;font-family:Arial;">Übergang:</span><span style="font-size:10pt;mso-tab-count:1;font-family:Arial;"> </span><span style="font-size:10pt;font-family:Arial;"> Fliesen - Linoleum bzw. Linoleum - Linoleum</span></p></Text></DetailTxt><OutlineText><OutlTxt><TextOutlTxt><p style="margin-top:0pt;margin-bottom:0pt;width:405pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">2- teiliges Übergangsprofil (Dünnbettprofil) Fliesen / Linoleum, h=8-10mm</span></p></TextOutlTxt></OutlTxt></OutlineText></CompleteText></Description></Item><Item ID="id4249" RNoPart="5"><Qty>1.000</Qty><QU>m</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;">Liefern und Einbauen von Bewegungsfugenprofilen als Dünnbettprofil aus Aluminium im Zuge der Verlegearbeiten in verschiedenen Einzellängen und Einbauorten nach Plan bzw. Angabe der Bauleitung.</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:284pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Bestehend aus zwei parallel verlaufenden,</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:284pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">gelochten Befestigungsschenkeln und einer farbigen Silikoneinlage.</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:284pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Fachgerecht einbauen bzw. ankleben unter Berücksichtigung der Herstellerangaben.</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><TextComplement MarkLbl="11" Kind="Bidder"><ComplCaption/><ComplBody><span style="font-family:Arial;font-size:10pt;">&#x27;..................................&#x27;</span></ComplBody><ComplTail><br/></ComplTail></TextComplement><Text><p style="margin-top:0pt;margin-bottom:0pt;width:284pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">angebotenes Fabrikat</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;">Unterschiedliche Einzellängen</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:284pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Oberflächenbündige Ausführung</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;tab-stops:18px 37px 75px 113px 151px 189px 226px 264px 302px 340px 378px 415px 453px 831px;"><span style="font-size:10pt;font-family:Arial;">Profilhöhe:</span><span style="font-size:10pt;mso-tab-count:1;font-family:Arial;"> </span><span style="font-size:10pt;mso-tab-count:1;font-family:Arial;"> </span><span style="font-size:10pt;font-family:Arial;">ca. 5mm</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:284pt;tab-stops:18px 37px 75px 113px 151px 189px 226px 264px 302px 340px 378px 415px 453px 831px;"><span style="font-size:10pt;font-family:Arial;">Sichtbreite:</span><span style="font-size:10pt;mso-tab-count:1;font-family:Arial;"> </span><span style="font-size:10pt;mso-tab-count:1;font-family:Arial;"> </span><span style="font-size:10pt;font-family:Arial;">ca. 10-12mm</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:284pt;tab-stops:18px 37px 75px 113px 151px 189px 226px 264px 302px 340px 378px 415px 453px 831px;"><span style="font-size:10pt;font-family:Arial;">Farbe: </span><span style="font-size:10pt;mso-tab-count:1;font-family:Arial;"> </span><span style="font-size:10pt;mso-tab-count:1;font-family:Arial;"> </span><span style="font-size:10pt;font-family:Arial;">nach Wahl AG (passend zum Linobelag)</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:284pt;tab-stops:18px 37px 75px 113px 151px 189px 226px 264px 302px 340px 378px 415px 453px 831px;"><span style="font-size:10pt;font-family:Arial;">Übergang:</span><span style="font-size:10pt;mso-tab-count:1;font-family:Arial;"> </span><span style="font-size:10pt;mso-tab-count:1;font-family:Arial;"> </span><span style="font-size:10pt;font-family:Arial;">Linoleumbelag- Linoleumbelag</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:10pt;"><span style="font-family:Arial;font-size:10pt;">Bewegungsfugenprofil (Dünnbettprofil), Alu, 2-teilig, flächenbündig, Lino- Lino</span></p></TextOutlTxt></OutlTxt></OutlineText></CompleteText></Description></Item><Item ID="id4251" RNoPart="6"><Qty>47.000</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;">Liefern und montieren von Sockelleisten aus Eiche hell, geölt, massiv mit rechteckigem Querschnitt mit leicht abgeschrägter Oberkante  einschließlich aller Innen- und Außeneckausbildungen mit Gehrungsschnitten sowie das saubere Anarbeiten an Türzargen etc..</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:284pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Montage: geschraubt an die Wand ( Mauerwerk, Beton ),</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:284pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">bzw. Gipskarton-Vorsatzschale, 2-lagig beplankt</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:284pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">mit Edelstahlschrauben, Eckausbildung auf Gehrung.</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;tab-stops:75px 151px 226px 302px 378px 453px 529px 604px 680px 756px 831px 907px 982px 1058px;"><span style="font-size:10pt;font-family:Arial;">Profil:</span><span style="font-size:10pt;mso-tab-count:1;font-family:Arial;"> </span><span style="font-size:10pt;mso-tab-count:1;font-family:Arial;"> </span><span style="font-size:10pt;font-family:Arial;"> massiv 20 x 80 mm</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:284pt;tab-stops:75px 151px 226px 302px 378px 453px 529px 604px 680px 756px 831px 907px 982px 1058px;"><span style="font-size:10pt;font-family:Arial;">Holzart:</span><span style="font-size:10pt;mso-tab-count:1;font-family:Arial;"> </span><span style="font-size:10pt;mso-tab-count:1;font-family:Arial;"> </span><span style="font-size:10pt;font-family:Arial;"> Eiche hell, massiv</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:284pt;tab-stops:75px 151px 226px 302px 378px 453px 529px 604px 680px 756px 831px 907px 982px 1058px;"><span style="font-size:10pt;font-family:Arial;">Oberfläche:</span><span style="font-size:10pt;mso-tab-count:1;font-family:Arial;"> </span><span style="font-size:10pt;mso-tab-count:1;font-family:Arial;"> </span><span style="font-size:10pt;font-family:Arial;"> geölt</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;">Sockelleiste Eiche hell, rechteckig, massiv, geölt, 20x80mm</span></p></TextOutlTxt></OutlTxt></OutlineText></CompleteText></Description></Item><Item ID="id4250" RNoPart="7"><Provis>WithoutTotal</Provis><Qty>47.000</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;">Liefern und montieren von Sockelleisten aus Linoleumstreifen sowie allen Innen- und Außeneckausbildungen sowie das saubere Anarbeiten an Türzargen etc..</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;">Sockelleisten h = 10 cm aus Bodenbelagsmaterial herstellen und fachgerecht befestigen, incl. Schließen der Fuge zwischen Sockelleiste und Bodenbelag nach Verlegerichtlinien mit einer Schmelzdrahtnaht.</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;">Sockelleiste Linoleum h = 10 cm</span></p></TextOutlTxt></OutlTxt></OutlineText></CompleteText></Description></Item></Itemlist></BoQBody></BoQCtgy><BoQCtgy ID="id4212" RNoPart="05"><LblTx><p><span>Parkett</span></p></LblTx><BoQBody><Itemlist><Item ID="id4266" RNoPart="1"><Qty>186.000</Qty><QU>m²</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;">Breitlamellenparkett Eiche hell nach DIN EN 14761 liefern, vollflächig verklebt liefern und nach Herstellervorgaben verlegen, in mehreren Arbeitsgängen schleifen und mit Hartwachsöl oberflächenbehandeln.</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:284pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Anzubieten ist die komplette Leistung inklusive Oberflächenbehandlung.</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;">Holzart/Sortierung: Eiche hell</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:284pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Verlegemuster: Parallelverband</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:284pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Verlegeart: gerade zur Wand</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:284pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Oberfläche: Hartwachsöl</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:284pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Dimension: ca. 18 x 23 x 160 mm</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:284pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Untergrund: Zement-Heizestrich</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><TextComplement MarkLbl="11" Kind="Bidder"><ComplCaption/><ComplBody><span style="font-family:Arial;font-size:10pt;">&#x27;..................................&#x27;</span></ComplBody><ComplTail><br/></ComplTail></TextComplement><Text><p style="margin-top:0pt;margin-bottom:0pt;width:284pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">angebotenes Fabrikat</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:284pt;font-size:10pt;"/><p style="margin-top:0pt;margin-bottom:0pt;width:284pt;"><span style="font-size:10pt;font-family:Arial;"/><image Encoding="base64" Type="image/jpeg" 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</image></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></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;">Breitlamellenparkett, Eiche 18 mm</span></p></TextOutlTxt></OutlTxt></OutlineText></CompleteText></Description></Item><Item ID="id4270" RNoPart="2"><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;">Liefern und einbauen von Korkstreifen, B = 10 mm als Anschluss an andere Bodenbeläge und im Bereich von Schallschotts.</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:284pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Ausführung oberflächengleich zu angrenzenden Bodenbelägen.</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;">Korkstreifen, B=10mm</span></p></TextOutlTxt></OutlTxt></OutlineText></CompleteText></Description></Item><Item ID="id4269" 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;">Bodentank mit dem zuvor beschriebenen Parkettboden belegen einschl. Verfugung, dauerelastischen Anschlüssen, Anarbeitungen und Anpassungen.</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;">Bodentank, bauseits vorhanden, eckig, Außenmaße bis 300x300 mm</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;">Bodentank belegen, eckig 300x300 mm</span></p></TextOutlTxt></OutlTxt></OutlineText></CompleteText></Description></Item><Item ID="id4271" RNoPart="4"><Qty>66.000</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;">Liefern und montieren von Sockelleisten aus Eiche, geölt, massiv mit rechteckigem Querschnitt mit leicht abgeschrägter Oberkante  einschließlich aller Innen- und Außeneckausbildungen mit Gehrungsschnitten sowie das saubere Anarbeiten an Türzargen etc..</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:284pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Montage: geschraubt an die Wand ( Mauerwerk, Beton ),</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:284pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">bzw. Gipskarton-Vorsatzschale, 2-lagig beplankt</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:284pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">mit Edelstahlschrauben, Eckausbildung auf Gehrung.</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;tab-stops:75px 151px 226px 302px 378px 453px 529px 604px 680px 756px 831px 907px 982px 1058px;"><span style="font-size:10pt;font-family:Arial;">Profil:</span><span style="font-size:10pt;mso-tab-count:1;font-family:Arial;"> </span><span style="font-size:10pt;mso-tab-count:1;font-family:Arial;"> </span><span style="font-size:10pt;font-family:Arial;"> massiv 20 x 80 mm</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:284pt;tab-stops:75px 151px 226px 302px 378px 453px 529px 604px 680px 756px 831px 907px 982px 1058px;"><span style="font-size:10pt;font-family:Arial;">Holzart:</span><span style="font-size:10pt;mso-tab-count:1;font-family:Arial;"> </span><span style="font-size:10pt;mso-tab-count:1;font-family:Arial;"> </span><span style="font-size:10pt;font-family:Arial;"> Eiche massiv</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:284pt;tab-stops:75px 151px 226px 302px 378px 453px 529px 604px 680px 756px 831px 907px 982px 1058px;"><span style="font-size:10pt;font-family:Arial;">Oberfläche:</span><span style="font-size:10pt;mso-tab-count:1;font-family:Arial;"> </span><span style="font-size:10pt;mso-tab-count:1;font-family:Arial;"> </span><span style="font-size:10pt;font-family:Arial;"> geölt</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;">Sockelleiste Eiche rechteckig, massiv, geölt, 20x80mm</span></p></TextOutlTxt></OutlTxt></OutlineText></CompleteText></Description></Item><Item ID="id5341" RNoPart="5"><Qty>17.000</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;">Zierleisten in Eiche massiv geölt (wie vorbeschriebene Sockelleisten) liefern und vollflächig verklebt an Wänden montieren.</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:284pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Montage vertikal in regelmäßigen Abständen nach Angabe des Auftraggebers auf verputztem Mauerwerk und Trockenbauwänden.</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;tab-stops:18px 37px 75px 113px 151px 189px 226px 264px 302px 340px 378px 415px 453px 831px;"><span style="font-size:10pt;font-family:Arial;">Leisten </span><span style="font-size:10pt;mso-tab-count:1;font-family:Arial;"> </span><span style="font-size:10pt;font-family:Arial;">Breite: ca. 100 mm</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:284pt;tab-stops:18px 37px 75px 113px 151px 189px 226px 264px 302px 340px 378px 415px 453px 831px;"><span style="font-size:10pt;mso-tab-count:1;font-family:Arial;"> </span><span style="font-size:10pt;mso-tab-count:1;font-family:Arial;"> </span><span style="font-size:10pt;mso-tab-count:1;font-family:Arial;"> </span><span style="font-size:10pt;font-family:Arial;">Dicke ca. 20 mm</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:284pt;tab-stops:18px 37px 75px 113px 151px 189px 226px 264px 302px 340px 378px 415px 453px 831px;"><span style="font-size:10pt;mso-tab-count:1;font-family:Arial;"> </span><span style="font-size:10pt;mso-tab-count:1;font-family:Arial;"> </span><span style="font-size:10pt;mso-tab-count:1;font-family:Arial;"> </span><span style="font-size:10pt;font-family:Arial;">Einzellängen ca. 2.700 mm (2,70 m)</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;">Zierleisten Wand, Eiche, 100 x 20 mm</span></p></TextOutlTxt></OutlTxt></OutlineText></CompleteText></Description></Item><Item ID="id4268" RNoPart="6"><Qty>190.000</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;">Erstpflege des zuvor beschriebenen Parkettbodens, bestehend aus gründlicher Reinigung und mehrmaligem Auftrag des Erstpflegemittels gemäß Herstellerempfehlung</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;">Erstpflege</span></p></TextOutlTxt></OutlTxt></OutlineText></CompleteText></Description></Item><Item ID="id5349" RNoPart="7"><Qty>15.000</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;">Sitzstufenbelag aus Massivholz, Kanten gefast mit Schutzabdeckung liefern und einbauen einschließlich aller Unterlegungsarbeiten und Fixierarbeiten auf die Treppenstufen</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:284pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Tritt- und Setzstufe der Sitzstufen</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:284pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Befestigungsuntergrund: Ortbeton</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;tab-stops:18px 37px 75px 113px 151px 189px 226px 264px 302px 340px 378px 415px 453px 831px;"><span style="font-size:10pt;font-family:Arial;">Holzart:</span><span style="font-size:10pt;mso-tab-count:1;font-family:Arial;"> </span><span style="font-size:10pt;font-family:Arial;">Eiche, astfrei</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:284pt;tab-stops:18px 37px 75px 113px 151px 189px 226px 264px 302px 340px 378px 415px 453px 831px;"><span style="font-size:10pt;font-family:Arial;">Brettdicke:</span><span style="font-size:10pt;mso-tab-count:1;font-family:Arial;"> </span><span style="font-size:10pt;font-family:Arial;">30 mm</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:284pt;tab-stops:18px 37px 75px 113px 151px 189px 226px 264px 302px 340px 378px 415px 453px 831px;"><span style="font-size:10pt;font-family:Arial;">Oberfläche:</span><span style="font-size:10pt;mso-tab-count:1;font-family:Arial;"> </span><span style="font-size:10pt;font-family:Arial;">geschliffen und geölt</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:284pt;tab-stops:18px 37px 75px 113px 151px 189px 226px 264px 302px 340px 378px 415px 453px 831px;"><span style="font-size:10pt;font-family:Arial;">Kanten:</span><span style="font-size:10pt;mso-tab-count:1;font-family:Arial;"> </span><span style="font-size:10pt;font-family:Arial;">gefast</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:284pt;tab-stops:18px 37px 75px 113px 151px 189px 226px 264px 302px 340px 378px 415px 453px 831px;"><span style="font-size:10pt;font-family:Arial;">Tiefe:</span><span style="font-size:10pt;mso-tab-count:1;font-family:Arial;"> </span><span style="font-size:10pt;mso-tab-count:1;font-family:Arial;"> </span><span style="font-size:10pt;font-family:Arial;">Sitzstufe ca. 53,5 cm</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:284pt;tab-stops:18px 37px 75px 113px 151px 189px 226px 264px 302px 340px 378px 415px 453px 831px;"><span style="font-size:10pt;font-family:Arial;">Höhe </span><span style="font-size:10pt;mso-tab-count:1;font-family:Arial;"> </span><span style="font-size:10pt;mso-tab-count:1;font-family:Arial;"> </span><span style="font-size:10pt;font-family:Arial;">erste Setzstufe ca. 18,2 cm, restliche</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:284pt;tab-stops:18px 37px 75px 113px 151px 189px 226px 264px 302px 340px 378px 415px 453px 831px;"><span style="font-size:10pt;mso-tab-count:1;font-family:Arial;"> </span><span style="font-size:10pt;mso-tab-count:1;font-family:Arial;"> </span><span style="font-size:10pt;mso-tab-count:1;font-family:Arial;"> </span><span style="font-size:10pt;font-family:Arial;">Setzstufen ca. 36,5 cm</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:284pt;tab-stops:18px 37px 75px 113px 151px 189px 226px 264px 302px 340px 378px 415px 453px 831px;"><span style="font-size:10pt;font-family:Arial;">Länge:</span><span style="font-size:10pt;mso-tab-count:1;font-family:Arial;"> </span><span style="font-size:10pt;font-family:Arial;">ca. 231 cm</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;">Anzahl der Steigungen 10, mit einem Zwischenpodest</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:284pt;font-size:10pt;"/><p style="margin-top:0pt;margin-bottom:0pt;width:284pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Abrechnung nach tatsächlich verbauten Fläche vor Ort aufgemessen.</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;">Sitzstufenbelag, Eiche geölt, 30 mm</span></p></TextOutlTxt></OutlTxt></OutlineText></CompleteText></Description></Item><Item ID="id5350" RNoPart="8"><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;">Zulage zu vorbeschriebenen Sitzstufenbelag für Anarbeiten an Stahlstützen.</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:284pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Aussparung in Trittstufenbelag ca. 12 x 12 mm herstellen, inklusive sauberen, rechtwinkligen Trennschnitten mittig der Stütze angeordnet.</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;">Zulage Sitzstufenbelag anpassen an Stahlstützen</span></p></TextOutlTxt></OutlTxt></OutlineText></CompleteText></Description></Item></Itemlist></BoQBody></BoQCtgy><BoQCtgy ID="id4273" RNoPart="06"><LblTx><p><span>Sauberlaufzone</span></p></LblTx><BoQBody><Itemlist><Item ID="id4274" RNoPart="1"><Qty>1.000</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;">L- Winkelrahmen zu Reinstreifer Position wie nachfolgend beschrieben liefern und fachgerecht genau nach angegebener Lage auf den vorhandenen Zementestrich nach Verlegevorgaben Hersteller befestigen.</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;">L- Winkelrahmen V2A 20/20 mm, Ecke auf Gehrung gearbeitet,</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:284pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">inkl. aller notwendigen Befestigungsmittel liefern und einbauen.</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;">Rahmengröße: ca. 225x180cm</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;tab-stops:75px 151px 226px 302px 378px 453px 529px 604px 680px 756px 831px 907px 982px 1058px;"><span style="font-size:10pt;font-family:Arial;">Einbauort:</span><span style="font-size:10pt;mso-tab-count:1;font-family:Arial;"> </span><span style="font-size:10pt;font-family:Arial;">Zugang Mehrzwecksaal</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;">L- Winkelrahmen Edelstahl 20x20mm, 225x180cm, für Reinstreifer</span></p></TextOutlTxt></OutlTxt></OutlineText></CompleteText></Description></Item><Item ID="id4275" RNoPart="2"><Qty>1.000</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;">Sauberläufer mit Alu- Streifenträger , Mattenhöhe 12 mm liefern und in vorgenannter Position beschriebenen L- Winkelrahmen verlegen.</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-decoration:underline ;"><span style="font-family:Arial;font-size:10pt;">Gewähltes Fabrikat:</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:284pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">ARWEI Portal 17 N oder gleichwertig</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><TextComplement MarkLbl="11" Kind="Bidder"><ComplCaption/><ComplBody><span style="font-family:Arial;font-size:10pt;">&#x27;..................................&#x27;</span></ComplBody><ComplTail><br/></ComplTail></TextComplement><Text><p style="margin-top:0pt;margin-bottom:0pt;width:284pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">angebotenes Fabrikat</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;"/><p style="margin-top:0pt;margin-bottom:0pt;width:284pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">17 mm hoch,</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:284pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">ca. 5 mm Stababstand,</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:284pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Aluminiumstreifenträgerprofile,</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:284pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Reinigungsstreifen aus ARWEI Nadelvlies-Sonderboden,</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:284pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">100% PP, aufrollbar,</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:284pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Klassifizierung Brandverhalten nach EN 13501-1:2010: Cfl-s1</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;">Geräuschdämmend und quer unterspülbar durch den MFB-Verbinder aus thermoplastischem Kunststoff, zur ganzflächigen, planebenen Auflage,</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:284pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Reinigungsstreifen auswechselbar,</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:284pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Farbe nach Wahl und Bemusterung.</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;">Größe: 225 x 180 cm</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;">Sauberläufer Alu- Streifenträger, 225x180cm, 17 mm</span></p></TextOutlTxt></OutlTxt></OutlineText></CompleteText></Description></Item></Itemlist></BoQBody></BoQCtgy><BoQCtgy ID="id4259" RNoPart="07"><LblTx><p><span>Stundenlohnarbeiten</span></p></LblTx><BoQBody><Itemlist><Remark ID="id4260"><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;">Stundenlohnarbeiten nur auf besondere</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:284pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Anordnung der Bauleitung für außerver-</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:284pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">tragliche, nicht festgelegte Leistungen, nicht</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:284pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">verschuldete Wartezeiten, Beihilfe für Fremd-</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:284pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">firmen udgl.</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:284pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Nachweis gegen Regiezettel mit namentlicher</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:284pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Angabe und tariflicher Berufsgruppe der einzel-</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:284pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">nen Arbeitskräfte, Materialverbrauch und Geräte-</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:284pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">einsatz, die der Bauleitung täglich zur Prüfung</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:284pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">und Unterschrift vorzulegen sind; verspätet vor-</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:284pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">gelegte Regielisten können im Allgemeinen nicht</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:284pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">mehr anerkannt werden.</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:284pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Einschl. Kosten der Baustelle, Vorhalten von</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:284pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Geräten, Betriebseinrichten und Werkzeugbe-</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:284pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">nützung;</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:284pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Die nachstehend angegebenen Massen sind</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:284pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">geschätzt, sie können erheblich über- oder unter-</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:284pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">schritten werden bzw. ganz wegfallen.</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;">Stundenlohnarbeiten nur auf besondere Anordnung</span></p></TextOutlTxt></OutlTxt></OutlineText></CompleteText></Description></Remark><Item ID="id4261" RNoPart="1"><Qty>10.000</Qty><QU>h</QU><Description><OutlineText><OutlTxt><TextOutlTxt><p style="width:481pt;margin-top:0pt;margin-bottom:0pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Stundensatz Vorarbeiter</span></p></TextOutlTxt></OutlTxt></OutlineText></Description></Item><Item ID="id4262" RNoPart="2"><Qty>10.000</Qty><QU>h</QU><Description><OutlineText><OutlTxt><TextOutlTxt><p style="width:481pt;margin-top:0pt;margin-bottom:0pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Stundensatz Facharbeiter</span></p></TextOutlTxt></OutlTxt></OutlineText></Description></Item><Item ID="id4263" RNoPart="3"><Qty>10.000</Qty><QU>h</QU><Description><OutlineText><OutlTxt><TextOutlTxt><p style="width:481pt;margin-top:0pt;margin-bottom:0pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Stundensatz Baufachwerker / Helfer</span></p></TextOutlTxt></OutlTxt></OutlineText></Description></Item><Item ID="id4264" RNoPart="4"><Qty>5.000</Qty><QU>h</QU><Description><OutlineText><OutlTxt><TextOutlTxt><p style="width:481pt;margin-top:0pt;margin-bottom:0pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Stundensatz Lehrling 3. Lehrjahr</span></p></TextOutlTxt></OutlTxt></OutlineText></Description></Item></Itemlist></BoQBody></BoQCtgy></BoQBody></BoQ></Award></GAEB>