<?xml version="1.0" encoding="UTF-8"?>
<!-- GXML Toolbox V3.3 R20220330;  http://www.gaeb-toolbox.de/  -->
<GAEB xmlns="http://www.gaeb.de/GAEB_DA_XML/DA83/3.3"><GAEBInfo><Version>3.3</Version><VersDate>2021-05</VersDate><Date>2026-03-16</Date><Time>13:11:52</Time><ProgSystem>/ GXML Toolbox V3.3 R20220330</ProgSystem><ProgName>ORCA AVA 27 27.00.00</ProgName><Certific>Available</Certific></GAEBInfo><PrjInfo><NamePrj>2261030</NamePrj><LblPrj>Tischlerarbeiten Böden und Treppen, Römische Bäder</LblPrj><Cur>EUR</Cur><CurLbl>Euro</CurLbl></PrjInfo><Award><DP>83</DP><AwardInfo><Cat>OpenProc</Cat><Cur>EUR</Cur><CurLbl>Euro</CurLbl><OpenDate>2026-04-21</OpenDate><OpenTime>08:00:00</OpenTime><EvalEnd>2026-06-02</EvalEnd><SubmLoc>Stiftung Preußische Schlösser und Gärten ; Berlin-Brandenbur</SubmLoc><CnstStart>2026-07-20</CnstStart><CnstEnd>2027-05-02</CnstEnd></AwardInfo><AddText><OutlineAddText><span>Allgemeine Vorbemerkungen </span></OutlineAddText><DetailAddText><p style="margin-top:0pt;margin-bottom:0pt;width:491pt;font-size:10pt;"/><p style="margin-top:0pt;margin-bottom:0pt;width:491pt;font-size:10pt;font-weight:bold;"><span style="font-family:Arial;font-size:10pt;">Römische Bäder im Park Sanssouci</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:491pt;font-size:10pt;font-weight:bold;"><span style="font-family:Arial;font-size:10pt;">Sanierung Gesamtanlage (Maßnahme 2023-2028)</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:491pt;font-size:10pt;"/><p style="margin-top:0pt;margin-bottom:0pt;width:491pt;font-size:10pt;font-weight:bold;"><span style="font-family:Arial;font-size:10pt;">Allgemeine Vorbemerkungen zum Leistungsverzeichnis</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:491pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">0 Angaben zum Gebäude</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:491pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">1 Angaben zur Baustelle nach DIN 18299</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:491pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">2 Angaben zur Ausführung nach DIN 18299</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:491pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">3 Angaben zu Baudurchführung und Dokumentation</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:491pt;font-size:10pt;"/><p style="margin-top:0pt;margin-bottom:0pt;width:491pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Für die im Folgenden Verzeichnis beschriebenen Leistungen wird die VOB Teil B und C als Vertragsgrundlage vereinbart. Insbesondere gelten die DIN 18299 bis 18459 und alle darin zitierten Normen und Regelungen als Allgemeine Technische Vertragsbedingungen (ATV).</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:491pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Regelwerke müssen in den folgenden Leistungsbeschreibungen entsprechend nur ausdrücklich zitiert sein, sofern eine Abweichung oder Ergänzung zu den ATV explizit erwünscht ist. Der AN hat auf Widersprüche der Leistungsbeschreibungen zur ATV, die nicht ausdrücklich gekennzeichnet sind, hinzuweisen. Bei Widersprüchen der ATV untereinander ist die Bauüberwachung zu konsultieren, nach welchem Regelwerk die Ausführung zu erfolgen hat.</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:491pt;font-size:10pt;"/><p style="margin-top:0pt;margin-bottom:0pt;width:491pt;font-size:10pt;font-weight:bold;"><span style="font-family:Arial;font-size:10pt;">Kurzbeschreibung Bauvorhaben</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:491pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Die Baugruppe der Römischen Bäder befindet sich im südlichen Bereich des Parks Sanssouci und wurde zwischen 1829 und 1840 als errichtet. Es ist Bestandteil des UNESCO-Welterbes &#x22;Schlösser und Parks von Potsdam und Berlin&#x22; und als solches ein Kultur- und Baudenkmal von höchstem Rang mit überregionaler Bedeutung.</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:491pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Veränderungen oder Beschädigungen der Bausubstanz sowie der umgebenden Parkanlage, welche über die im Rahmen der Bauarbeiten erforderlichen Eingriffe hinaus gehen, sind grundsätzlich zu vermeiden.</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:491pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Das Objekt setzt sich zusammen aus mehreren Gebäudeteilen: dem Gärtnerhaus, dem sich im Süden anschließenden Pavillon, dem im Norden ergänzten Gehilfenhaus nebst Remise sowie den Thermen. Die einzelnen Bauten werden durch Treppen, Pergolen, Lauben und Gärten harmonisch miteinander verbunden.</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:491pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Die Anlage befindet sich an einem Wasserlauf (Schafgraben und Maschinenteich) mit teilweise instabilem Baugrund. Hieraus folgende Setzungsschäden an der Bausubstanz, machen neben der Behebung des allgemeinen Sanierungsstaus den Hauptteil der Instandsetzungsarbeiten aus.</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:491pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Die bevorstehende Gesamtsanierung Anlage soll daher eine Instandsetzung der Gebäudehüllen, Ertüchtigung von Teilen der Bauwerksgründung, die grundlegende Erneuerung aller haustechnischen Anlagen sowie die Überarbeitung der Freianlagen im Umfeld des Gebäudes beinhalten. Für die Besucher soll ein zeitgemäßer Museumsbetrieb mit angemessener Infrastruktur und barrierefreiem Zugang ermöglicht werden.</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:491pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Weiterhin sollen die derzeit zu Wohnzwecken genutzten Obergeschosse des Gärtnerhauses zukünftig für Büroräume genutzt werden. Im Obergeschoss des Gehilfenhauses verbleibt eine bestehende Wohneinheit.</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:491pt;font-size:10pt;"/><p style="margin-top:0pt;margin-bottom:0pt;width:491pt;font-size:10pt;font-weight:bold;"><span style="font-family:Arial;font-size:10pt;">Besichtigung des Objektes</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:491pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Dem Bieter wird dringend empfohlen vor Abgabe des Angebotes durch Besichtigung der gegebenen Örtlichkeiten, der Platzverhältnisse, der Lager- und Transportmöglichkeiten ein klares Bild von dem Vorhaben und den ausgeschriebenen Arbeiten zu verschaffen.</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:491pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Nachforderungen, die aus mangelnder Information oder aufgrund einer nicht erfolgten Baustellenbesichtigung vor Angebotsabgabe resultieren, werden nicht anerkannt. Besichtigungstermine können unter folgender Adresse vereinbart werden:</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:491pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">über den Vergabemarktplatz Brandenburg</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:491pt;font-size:10pt;"/><p style="margin-top:0pt;margin-bottom:0pt;width:491pt;font-size:10pt;"/><p style="margin-top:0pt;margin-bottom:0pt;width:491pt;tab-stops:75px 151px 226px 302px 378px 453px 529px 604px 680px 756px 831px 907px 982px 1058px;"><span style="font-size:10pt;font-weight:bold;font-family:Arial;">0</span><span style="font-size:10pt;font-weight:bold;mso-tab-count:1;font-family:Arial;"> </span><span style="font-size:10pt;font-weight:bold;font-family:Arial;">ANGABEN ZUM GEBÄUDE</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:491pt;font-size:10pt;"/><p style="margin-top:0pt;margin-bottom:0pt;width:491pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">0.1 Grundflächen / Rauminhalte</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:491pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">- BF (bebaute Fläche): ca. 1.190 m²</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:491pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">- NRF (Netto-Raumfläche): ca. 1.631 m²,</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:491pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">- BGF (Brutto-Grundfläche): ca. 2.141 m²</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:491pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">- BRI (Brutto-Rauminhalt): ca. 7.721 m³</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:491pt;font-size:10pt;"/><p style="margin-top:0pt;margin-bottom:0pt;width:491pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">0.2 Höhenlagen</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:491pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">- OK Gelände: 31,23 m üNHN (lokaler Nullpunkt in der Bogenlaube)</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:491pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">- Wasserspiegel Schafgraben (ca. Höhe Grundwasser): 30,00 m üNHN</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:491pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">- OKFF Erdgeschoss: 32,91 m üNHN = +1,68 m (Flur Gärtnerhaus); +1,19 m (Pavillon); sonst ebenerdig</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:491pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">- max. Geschosshöhen: 3,0 m (Gärtnerhaus, Gehifenhaus); 3,6 m (Thermen); 5,5 m (Pavillon)</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:491pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">- Bauwerkshöhen (OK Dachraum Gärtnerhaus): bis +7,60 m = 38,83 m üNHN; Firstpunk Turm +14,24 m</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:491pt;font-size:10pt;"/><p style="margin-top:0pt;margin-bottom:0pt;width:491pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">0.3 Gebäudeorganisation/ Nutzungskonzept</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:491pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Das Ensemble umfasst fünf Gebäudeteile:</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:491pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Gärtnerhaus (Kürzel GÄ)</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:491pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Das dreigeschossige Gärtnerhaus wurde im Erdgeschoss bislang für Wechselausstellungen genutzt. In den Obergeschossen befinden sich zwei Wohnungen, für Büronutzung umgestaltet werden. Im Kellergeschoss sind Heizung, Lüftungsanlagen und Abstellflächen untergebracht.  </span></p><p style="margin-top:0pt;margin-bottom:0pt;width:491pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Gehilfenhaus (GE)</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:491pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Das zweigeschossige Gehilfenhaus wirde im Obergeschoss zu Wohnzwecken genutzt. Im Erdgeschoss können Besucher die ehemaligen Ställe einsehen. Außerdem entstehen ein Lagerraum und für den Hausmeister eine Werkstatt. Ein Keller ist nicht vorhanden.</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:491pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Remise (RE)</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:491pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Die Remise ist ein eingeschossiger Verbindungsbau in dem ein Teil der für die Museums- und Veranstaltungsnutzung notwendigen Nebenräume (Besucher-WCs, Cateringküche) sowie haustechnische Anlagen untergebracht werden.</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:491pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Thermen (TH)</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:491pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Die eingeschossigen Thermen werden museal genutzt. Es besteht eine teilweise Unterkellerung (sog. Substruktion) mit geringer Raumhöhe bis 1,50 m.</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:491pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Pavillon (PA)</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:491pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Der eingeschossige Pavillon wird zukünftig Bestandteil des Museums.</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:491pt;font-size:10pt;"/><p style="margin-top:0pt;margin-bottom:0pt;width:491pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">0.4 Konstruktion und bauliche Merkmale</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:491pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Das Gebäudeensemble erscheint als stark zergliederter Komplex mit einer Vielzahl an Höhenniveaus, Vor- und Rücksprüngen, unterschiedlichen Dachformen, Traufhöhen und Türmen.</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:491pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Die Gebäude bestehen im wesentlichen aus Ziegelmauerwerkswänden und Holzbalkendecken. Die Decken der Substruktion sowie über dem Keller des Gärtnerhauses bestehen aus Ziegelgewölben.</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:491pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Die Gründung besteht im wesentlichen aus Streifenfundamenten aus Kalkstein. Im Zuge der Maßnahme werden die nicht unterkellerten Bereiche von Thermen, Remise und Pavillon mit neuen Bodenplatten auf Mikropfahlgründung erneuert.</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:491pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Ausgewählte Bauteile, insbesondere Stützen und Säulen bestehen aus Naturstein. Die Gebäudesockel sind überwiegend mit Kalksteinen verblendet.</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:491pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Die Dächer sind überwiegend flach geneigt. Die Eindeckung von Gärtnerhaus und Gehilfenhaus wird mit Imbrex-Tegula-Ziegeln erneuert, die Kupferblecheindeckungen der Thermen werden durch Zinkblech ersetzt. Das Flachdach der Remise wird mit einer Bitumenschweißbahn neu abgedichtet. Das Dach des Pavillons mit Zinkblecheindeckung wird nur punktuell ausgebessert.</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:491pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Fenster und Türen aus Holz bleiben überwiegend erhalten und werden aufgearbeitet.</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:491pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Angrenzend an den Maschinenteich befindet sich eine stark geschädigte Ufermauer aus Ziegelmauerwerk mit Kalksteinverblendung, deren Instandsetzung mit Mikrobohrpfählen erfolgt.</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:491pt;font-size:10pt;"/><p style="margin-top:0pt;margin-bottom:0pt;width:491pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">0.5 Außenanlagen</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:491pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Die Außenanlagen im unmittelbaren Gebäudeumfeld werden im Rahmen der Maßnahme erneuert (Bereich der Baustelleneinrichtungsfläche). Bereiche außerhalb der BE-Fläche dürfen nicht befahren, für Lagerzwecke oder die Abstellung von Fahrzeugen genutzt werden.</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:491pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Der Park wird täglich durch Passanten frequentiert, bei Benutzung der Baustellenzufahrt ist auf die Parkbesucher unbedingt Rücksicht zu nehmen.</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:491pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Weiterhin befinden sich kleinere bauliche Anlagen im Außenbereich, die Teil der Baumaßnahme sind:</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:491pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Gedächtnisgarten - Anlage hinter dem Pavillon mit zwei Gedenktempeln (Ädikula), Brunnen und halbrunder Sitzbank (Exedra).</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:491pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Brunnen im Haupthof - Wasserspiel aus Naturstein, wird im Rahmen der Maßnahme komplett abgebaut und wieder errichtet.</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:491pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Albanisches Gitter - 1,00 m hohe Einfriedung bestehend aus Natursteinelementen mit Ziegelausfachung.</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:491pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Bogenlaube - Weinberanktes, bogenförmiges Metallgestell über den Schafgraben.</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:491pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Laubengang - Bogenförmiges, berankte Konstruktion aus Holz und Metall westlich des Ensembles.</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:491pt;font-size:10pt;"/><p style="margin-top:0pt;margin-bottom:0pt;width:491pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">0.6 Denkmalschutz</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:491pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Das Objekt ist ein Einzeldenkmal, es befindet sich im Satzungsgebiet des UNESCO-Welterbes &#x22;Schlösser und Parks von Potsdam und Berlin&#x22; und ist in allen Bestandteilen unter Schutz gestellt.</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:491pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Für die umgebenden Freianlagen besteht ebenfalls Denkmalschutz.</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:491pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Von Auftragnehmern wird ein angemessenes Verhalten im Park und Rücksichtnahme im Umgang mit der wertvollen Bausubstanz erwartet, Mitarbeiter sind entsprechend einzuweisen.</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:491pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Alle auf dem Bau verwendeten Verfahren und Materialien unterliegen der denkmalrechtlichen Genehmigung.</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:491pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Temporäre Schutzmaßnahmen und Abklebungen auf endbehandelten Flächen müssen versehrungsfrei rückbaubar sein.</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:491pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Unmittelbar bei Funden oder Freilegungen von Schichten unterhalb der vorher sichtbaren Oberfläche oder dem Verdacht auf Denkmalrelevanz ist umgehend die Bauüberwachung (BÜ) hinzuzuziehen.</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:491pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Verschlüsse von nach Fertigstellung nicht mehr einsehbaren Flächen sind vor Beginn durch die BÜ freigeben zu lassen.</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:491pt;font-size:10pt;"/><p style="margin-top:0pt;margin-bottom:0pt;width:491pt;font-size:10pt;"/><p style="margin-top:0pt;margin-bottom:0pt;width:491pt;tab-stops:75px 151px 226px 302px 378px 453px 529px 604px 680px 756px 831px 907px 982px 1058px;"><span style="font-size:10pt;font-weight:bold;font-family:Arial;">1</span><span style="font-size:10pt;font-weight:bold;mso-tab-count:1;font-family:Arial;"> </span><span style="font-size:10pt;font-weight:bold;font-family:Arial;">ANGABEN ZUR BAUSTELLE nach DIN 18299</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:491pt;font-size:10pt;"/><p style="margin-top:0pt;margin-bottom:0pt;width:491pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">1.1 Lage der Baustelle</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:491pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Anschrift: Park Sanssouci, Lennéstr. 32a, 14471 Potsdam</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:491pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Gemarkung Potsdam, Flur 022,</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:491pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Flurstück 1124, Fläche ca. 34 ha, Lage im südliche Teil des Parks Sanssouci, Verlauf entlang des Schafgrabens im Osten bis zur Geschwister-Scholl-Straße im Süden, umfasst weiträumige Anteile des Parkareals. Quelle: https://bb-viewer.geobasis-bb.de/</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:491pt;font-size:10pt;"/><p style="margin-top:0pt;margin-bottom:0pt;width:491pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">1.2 Besondere Belastungen</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:491pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Das Parkgelände, insbesondere die Zufahrtswege zur Baustelle, wird stark von Passanten frequentiert. Mit Rücksichtnahme auf die Parkbesucher ist Lärm weitestgehend zu vermeiden, insbesondere der Betrieb von Rundfunkgeräten oder das Abspielen von Musik aus anderen Tonträgern sind untersagt. Die Auflagen der SPSG sind zu beachten (siehe Anhang).</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:491pt;font-size:10pt;"/><p style="margin-top:0pt;margin-bottom:0pt;width:491pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">1.3 Art und Lage der baulichen Anlage</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:491pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Das Objekt befindet sich innerhalb des Park Sanssouci. Es handelt sich um hauptsächlich museal genutztes ein Gebäudeensemble.</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:491pt;font-size:10pt;"/><p style="margin-top:0pt;margin-bottom:0pt;width:491pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">1.4 Verkehrsverhältnisse auf der Baustelle, Stellplätze</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:491pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Die Zufahrt zum Objekt erfolgt von der Straße Am Neuen Palais über die vorhandenen Parkwege. Das Zufahrtstor hat eine lichte Durchfahrtsbreite von 4,0 m, die Entfernung der Baustelle vom Eingangstor beträgt ca. 1,2 km.</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:491pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Zur Befahrung der Parkwege gelten die Regelungen der Stiftung Preußische Schlösser und Gärten (SPSG) siehe Anlage 6 zu den Ausschreibungsunterlagen. Eine Anfahrtskizze liegt den Ausschreibungsunterlagen bei.</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:491pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Der Einsatz von Fahrzeugen über 7,5 t Eigengewicht ist aufgrund der Wegbeschaffenheit nur in Ausnahmefällen möglich und vor deren Einsatz unbedingt mit der Auftraggeberin abzustimmen.</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:491pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Eine Befahrung mit Sattelzügen bzw. LKW mit Anhänger ist aufgrund eingeschränkter Wendemöglichkeiten nicht möglich.</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:491pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Für Materiallieferungen ist an der Straße Am Neuen Palais eine eingezäunte Ladezone von etwa 300 m² eingerichtet, die von Spediteuren unabhängig beliefert werden kann. Für den weiteren Materialtransport zur Baustelle ist der AN verantwortlich. Lieferverkehr bis zur Baustelle mit LKW über 7,5 t ist nur in Ausnahmefällen zulässig.</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:491pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Im Baustellenbereich sind für Baufahrzeuge Stellplätze ausgewiesenen. Das Abstellen von Firmen- und Privatfahrzeugen außerhalb der BE-Fläche ist strengstens untersagt.</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:491pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Für die Befahrung des Parkgeländes ist für die Dauer der Baustellentätigkeit eine firmen- bzw. fahrzeugspezifische Erlaubnis bei der SPSG einzuholen.</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:491pt;font-size:10pt;"/><p style="margin-top:0pt;margin-bottom:0pt;width:491pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">1.5 Für den Verkehr freizuhaltende Flächen</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:491pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Die Zufahrt für Rettungsfahrzeuge darf nicht durch Fahrzeuge des AN, Baustelleneinrichtung oder Materiallagerungen eingeschränkt werden. Auf die Parkbesucher (Fußgänger und Radfahrer) ist Rücksicht zu nehmen.</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:491pt;font-size:10pt;"/><p style="margin-top:0pt;margin-bottom:0pt;width:491pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">1.6 Transporteinrichtungen</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:491pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Es werden keine Transportmittel durch den AG vorgehalten.</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:491pt;font-size:10pt;"/><p style="margin-top:0pt;margin-bottom:0pt;width:491pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">1.7 Anschlüsse Wasser, Strom, Abwasser</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:491pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Wasser- und Stromanschlüsse werden bauseits gestellt. Die Vergütung erfolgt über einen Einbehalt des Netto-Abrechnungsbetrages. Näheres dazu ist den besonderen Vertragsbedingungen zu entnehmen.</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:491pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Ein Abwasseranschluss wird ebenfalls bauseits gestellt. Bei Bauarbeiten anfallende Abwässer, die einer gesonderten Schadstoffentsorgung bedürfen, sind vom AN zu sammeln und werden bauseits entsorgt. Nähere Regelungen zur Schadstoffbehandlung sind den Leistungsbeschreibungen zu entnehmen.</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:491pt;font-size:10pt;"/><p style="margin-top:0pt;margin-bottom:0pt;width:491pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">1.8 Flächen und Räume zur Mitbenutzung, Lagerflächen</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:491pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Lagermöglichkeiten für Material sind auf dem Baustellengelände gegeben. Ort und Ausmaße sind dem BE-Plan zu entnehmen und mit der Bauüberwachung abzustimmen. Gleiches gilt für die Aufstellung von firmeneigenen abschließbaren Materialcontainern o.ä.</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:491pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Es wird bauseits mindestens ein Container als Aufenthaltsraum sowie zwei Werkstattcontainer für die witterungsgeschützte Bearbeitung von Bauteilen aufgestellt.</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:491pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Bauseits wird im Rahmen der Baustelleneinrichtung ein Baustellen-WC sowie ein Schwarz-Weiß-Container vorgehalten. Das Baustellenpersonal ist vom AN auf die Sauberhaltung des WCs hinzuweisen.</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:491pt;font-size:10pt;"/><p style="margin-top:0pt;margin-bottom:0pt;width:491pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">1.9 Bodenverhältnisse</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:491pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Ein Baugrundgutachten liegt vor und ist auf Nachfrage einsehbar. Keine archäologische Begleitung vorgesehen.</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:491pt;font-size:10pt;"/><p style="margin-top:0pt;margin-bottom:0pt;width:491pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">1.10 Hydrologische Werte</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:491pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Untersuchungen liegen vor und sind auf Nachfrage einsehbar. Der Grundwasserspiegel (ca. 30,00 ü NHN) liegt relativ nahe unter der Kellersohle (ca. 30,56 ü NHN).</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:491pt;font-size:10pt;"/><p style="margin-top:0pt;margin-bottom:0pt;width:491pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">1.11 Besondere umweltrechtliche Vorgaben</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:491pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Der Parkbereich gehört zum Wasserschutzgebiet Wildpark. Jegliche ungeschützte Lagerung von giftigen Stoffen ist auf dem Gelände (insbesondere angebrochene Gebinde von Bauchemikalien) strengstens untersagt. Dies gilt in gleicher Weise auch für Abbruchmaterialien u.ä. von denen chemische oder mechanische Gefahren ausgehen. Dem AN obliegt daher besondere Sorgfaltspflicht bezüglich der Reinhaltung der Außenanlage und des Gebäudes von solchen Gefahren während der Baumaßnahme.</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:491pt;font-size:10pt;"/><p style="margin-top:0pt;margin-bottom:0pt;width:491pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">1.12 Besondere Vorgaben für Entsorgung</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:491pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Die Baustelle ist von den Auftragnehmern sauber und ordentlich zu halten, Bauabfälle und Verpackungsmaterial sind unmittelbar zu entfernen und zu entsorgen. Die Verteilung von Bauabfällen auf der  Baustelle oder in das Parkgelände ist in jedem Fall zu unterbinden.</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:491pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Für dem Gebäude entnommene Schadstoffe gelten die in den Leistungsbeschreibungen genannten Entsorgungsverfahren. Entsorgungskosten gem. DIN 18299, 4.1.12 sind in die EP einzukalkulieren sofern nicht anderweitig beschrieben.</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:491pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Abbruchmaterial wird grundsätzlich Eigentum des AN, sofern dies nicht durch den Hinweis &#x22;und im Gebäude einlagern&#x22; o.ä. explizit anders geregelt ist. Entsorgungskosten sind auch hierfür in die EP einzukalkulieren (Besondere Leistung gem. DIN 18299, 4.2.13 wird somit Teil der Einheitspreise!). Verpackungsmaterialien und Reststoffe sind gem. DIN 18299, 4.1.11 durch den AN als Nebenleistung zu entsorgen. Die vom AG oder von anderen AN für andere Zwecke bereit gestellten Container dürfen hierfür nicht verwendet werden.</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:491pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Die fachgerechte Entsorgung ist nachzuweisen.</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:491pt;font-size:10pt;"/><p style="margin-top:0pt;margin-bottom:0pt;width:491pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">1.13 Schutzgebiete</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:491pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Das Gebäude befindet sich in einem Schutzgebiet nach Wasserrecht (Wasserwerk Wildpark). Es ist darauf zu achten, keine wassergefährdenden Substanzen auf dem Gelände zu hinterlassen oder versickern zu lassen.</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:491pt;font-size:10pt;"/><p style="margin-top:0pt;margin-bottom:0pt;width:491pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">1.14 Schutz von Bäumen oder Schutzzeiten</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:491pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Die Bestimmungen, Normen und Richtlinien zum Gehölzschutz nach DIN 18290 (Schutz von Bäumen, Pflanzenbeständen und Vegetationsflächen bei Baumaßnahmen) sind einzuhalten. Für gefährdete Bäume wird bauseits ein Baumschutz erstellt.</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:491pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Auf die Tier- und Pflanzenbestände im Park ist Rücksicht zu nehmen. Am Objekt befindliche Weinstöcke und Rankpflanzen bleiben während der Baumaßnahme erhalten und dürfen nicht beschädigt werden.</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:491pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Bei Auffinden von Brutvögeln oder anderen geschützten Tierarten sind die Bauarbeiten im betroffenen Bereich einzustellen und die Bauüberwachung zu informieren.</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:491pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Nicht auf dem Baustellengelände befindliche Flächen dürfen nicht befahren, betreten oder zur Materialablagerung verwendet werden. Bei Zuwiderhandlungen werden die Schäden auf Kosten des Verursachers behoben.</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:491pt;font-size:10pt;"/><p style="margin-top:0pt;margin-bottom:0pt;width:491pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">1.15 Sicherheit und öffentlicher Verkehr</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:491pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Die Sicherheit der Passanten ist durch Tätigkeiten des AN nicht zu gefährden. Bei der Parkbefahrung ist Schritttempo einzuhalten.</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:491pt;font-size:10pt;"/><p style="margin-top:0pt;margin-bottom:0pt;width:491pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">1.16 Im Bereich der Baustelle vorhandene Anlagen</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:491pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Im Umfeld der Baustelle befindliche Pflanzen und Gartenbauwerke dürfen nicht beschädigt werden.</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:491pt;font-size:10pt;"/><p style="margin-top:0pt;margin-bottom:0pt;width:491pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">1.17 Bekannte oder vermutete Hindernisse</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:491pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Im Gebäudeumfeld befinden sich Grundleitungen und Kanalschächte, welche bei Erdarbeiten zu berücksichtigen sind.</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:491pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Eine archäologische Baubegleitung ist nicht erforderlich.</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:491pt;font-size:10pt;"/><p style="margin-top:0pt;margin-bottom:0pt;width:491pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">1.18 Kampfmittel</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:491pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">keine vorhanden, Luftbildauswertung liegt vor</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:491pt;font-size:10pt;"/><p style="margin-top:0pt;margin-bottom:0pt;width:491pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">1.19 Baustellenordnung</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:491pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Die Sicherheits- und Gesundheitsschutzkoordination wird durch den AG beauftragt, die Baustellenordnung liegt den Ausschreibungsunterlagen bei. Die jeweiligen Auftragnehmer sind im Rahmen ihrer Zuständigkeit für die Sicherheit und den Gesundheitsschutz ihrer Mitarbeitenden verantwortlich.</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:491pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Unabhängig von der Baustellenordnung haben die auf der Baustelle tätigen für Sauberkeit in den Arbeitsbereichen zu sogen. Verpackungs- und Bauabfälle sind umgehend zu beseitigen und durch den AN zu entsorgen.</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:491pt;font-size:10pt;"/><p style="margin-top:0pt;margin-bottom:0pt;width:491pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">1.20 Besondere Anordnungen von Leitungen etc.</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:491pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Vorhandene Grundleitungen im Gebäudebereich sind bei Tiefbauarbeiten zu beachten, siehe Plan. Im Gebäude vorhandene Leitungen und Kabel werden vor Baubeginn stillgelegt und gesondert rückgebaut.</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:491pt;font-size:10pt;"/><p style="margin-top:0pt;margin-bottom:0pt;width:491pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">1.21 Schadstoffbelastungen Boden, Luft und Bauteile</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:491pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Schadstoffe am Gebäude sind bekannt und werden vor Maßnahmenbeginn weitestgehend rückgebaut bzw. ist der Rückbau in gesonderten Positionen beschrieben.</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:491pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Der Umgang mit im Gebäude verbleibenden Schadstoffen (Holzschutzmittel, Bleihaltige Anstriche) ist gewerkespezifisch gesondert beschrieben.</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:491pt;font-size:10pt;"/><p style="margin-top:0pt;margin-bottom:0pt;width:491pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">1.22 Vorarbeiten des AG</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:491pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Die am Haus anliegenden Medien (Strom, Wasser, Gas) werden vor Beginn der Maßnahme deaktiviert.</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:491pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Ein Rückschnitt der umgebenden Vegetation wird vorgenommen.</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:491pt;font-size:10pt;"/><p style="margin-top:0pt;margin-bottom:0pt;width:491pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">1.23 Arbeiten anderer Unternehmer auf der Baustelle</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:491pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Es sind mehrere Baufirmen auf der Baustelle tätig, die Arbeiten der unterschiedlichen Gewerke sind aufeinander abzustimmen.</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:491pt;font-size:10pt;"/><p style="margin-top:0pt;margin-bottom:0pt;width:491pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">1.24 Bauschild / Werbeverbot</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:491pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Die Anbringung von Werbung am Objekt, Gerüsten, Bauzaun etc. durch den AN ist nicht gestattet.</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:491pt;font-size:10pt;"/><p style="margin-top:0pt;margin-bottom:0pt;width:491pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">1.25 Brandschutzmaßnahmen</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:491pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Die Auflagen der SPSG - hier: feuergefährliche Arbeiten - sind zu beachten. Folgende brandschutzrelevante Maßnahmen sind während der Bauarbeiten umzusetzen, Regelverstöße werden im Schadensfall geahndet:</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:491pt;font-size:10pt;"/><p style="margin-top:0pt;margin-bottom:0pt;width:491pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">- Sicherheitsregeln der Berufsgenossenschaft zum Brandschutz auf Baustellen sind einzuhalten, einschl. Minimierung der Brandlasten durch Entfernen brennbarer Bauabfälle auf der gesamten Baustelle,</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:491pt;font-size:10pt;"/><p style="margin-top:0pt;margin-bottom:0pt;width:491pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">- das Rauchen sowie der Gebrauch offener Feuer sind innerhalb der Gebäude sowie auf deren Dächern untersagt. Zigarettenreste sind fachgerecht über die firmeneigene Struktur zu entsorgen,</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:491pt;font-size:10pt;"/><p style="margin-top:0pt;margin-bottom:0pt;width:491pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">- Elektrische Geräte sind vor Verlassen des Arbeitsplatzes vom Stromnetz zu trennen, dies gilt insbesondere für Akku-Ladestationen,</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:491pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">- Türen sind soweit wie möglich geschlossen zu halten,</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:491pt;font-size:10pt;"/><p style="margin-top:0pt;margin-bottom:0pt;width:491pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">- Baumaßnahmen zur Abschottung von Bereichen sind vorrangig auszuführen, ggf. sind</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:491pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">  provisorische Schotte einzusetzen,</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:491pt;font-size:10pt;"/><p style="margin-top:0pt;margin-bottom:0pt;width:491pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">- Flächen, Zugänge für die Feuerwehr sind freizuhalten (siehe Baustelleneinrichtungsplan),</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:491pt;font-size:10pt;"/><p style="margin-top:0pt;margin-bottom:0pt;width:491pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">- Flucht- &#x26;Rettungswege sind während der gesamten Baumaßnahme freizuhalten</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:491pt;font-size:10pt;"/><p style="margin-top:0pt;margin-bottom:0pt;width:491pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">- Heißarbeiten sind grundsätzlich untersagt. Bei alternativlosem Bedarf sind die Arbeiten 1 KW vorher anzumelden und durch die BÜ freigeben zu lassen. Bei Heißarbeiten sind Handfeuerlöscher vorzuhalten und entsprechende Heißerlaubnisscheine der Bauüberwachung vorzulegen,</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:491pt;font-size:10pt;"/><p style="margin-top:0pt;margin-bottom:0pt;width:491pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">- es sind die Hinweise des brandschutzverantwortlichen Bauleiters bzw. des SiGe-Koordinators</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:491pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">  zu beachten,</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:491pt;font-size:10pt;"/><p style="margin-top:0pt;margin-bottom:0pt;width:491pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">- der Einsatz von Winkelschleifern (Flex) ist im Gebäude nicht zulässig, Metallteile müssen per</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:491pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">  Abscherung oder mit langsam laufenden Sägen geteilt oder geschnitten werden</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:491pt;font-size:10pt;"/><p style="margin-top:0pt;margin-bottom:0pt;width:491pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">1.26 Einmessarbeiten</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:491pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Sofern nicht im LV gesondert beschrieben, sind erforderliche Einmessarbeiten vom AN im Rahmen des Auftrags zu erbringen.</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:491pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Als Markierungsfarbe ist ausschließlich wasserlösliche Kreide zu verwenden. Markierungen auf verbleibenden Oberflächen sind strengstens untersagt!</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:491pt;font-size:10pt;"/><p style="margin-top:0pt;margin-bottom:0pt;width:491pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">1.27 Genehmigungen</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:491pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Im Rahmen des Baugenehmigungsverfahrens wurden bauordnungs-, umwelt- und wasserrechtliche Genehmigungen für die Baumaßnahme eingeholt. Für die eigene Baustelleneinrichtung oder die Durchführung bestimmter Arbeiten ggf. erforderliche Genehmigungen sind vom selbst AN einzuholen.</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:491pt;font-size:10pt;"/><p style="margin-top:0pt;margin-bottom:0pt;width:491pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">1.28 Zeitzeugnisse</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:491pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Im Rahmen der Arbeiten freigelegte oder gefundene Zeugnisse der Vergangenheit sind zu dokumentieren und der Bauüberwachung anzuzeigen bzw. zu übergeben. Dies gilt insbesondere für Schriftstücke und Druckerzeugnisse aus der Zeit vor 1990.</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:491pt;font-size:10pt;"/><p style="margin-top:0pt;margin-bottom:0pt;width:491pt;font-size:10pt;"/><p style="margin-top:0pt;margin-bottom:0pt;width:491pt;tab-stops:75px 151px 226px 302px 378px 453px 529px 604px 680px 756px 831px 907px 982px 1058px;"><span style="font-size:10pt;font-weight:bold;font-family:Arial;">2</span><span style="font-size:10pt;font-weight:bold;mso-tab-count:1;font-family:Arial;"> </span><span style="font-size:10pt;font-weight:bold;font-family:Arial;">ANGABEN ZUR AUSFÜHRUNG nach DIN 18299</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:491pt;font-size:10pt;"/><p style="margin-top:0pt;margin-bottom:0pt;width:491pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">2.1 Arbeitsabschnitte</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:491pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Die Maßnahme soll in einem Zuge durchgeführt werden. Die voraussichtliche Dauer der Gesamtmaßnahme umfasst den Zeitraum 4. Quartal 2023 bis 4. Quartal 2028. Die Vertragslaufzeit des AN kann davon abweichen. Durch das Ineinandergreifen verschiedener Gewerke entstehende, unvermeidbare Arbeitsunterbrechungen werden nicht gesondert vergütet.</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:491pt;font-size:10pt;"/><p style="margin-top:0pt;margin-bottom:0pt;width:491pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">2.2 Besondere Erschwernisse während der Ausführung</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:491pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Die Konstruktionshölzer in den Dachräumen sind teilweise Holzschutzmittelbelastet (DDT) während Arbeiten in diesem Bereich ist Persönliche Schutzausrüstung (PSA) zu tragen, welche gewerkespezifisch näher beschrieben wird.</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:491pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Für die Bearbeitung von Ufermauern und Fassaden am Wasserlauf sind Wasserhaltungsmaßnahmen erforderlich, welche gesondert beauftragt werden.</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:491pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Auf Parkbesucher ist insbesondere bei der Anfahrt zur Baustelle Rücksicht zu nehmen, Die Parkordnung ist zu beachten.</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:491pt;font-size:10pt;"/><p style="margin-top:0pt;margin-bottom:0pt;width:491pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">2.3 Vorgaben zum Arbeitsschutz</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:491pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Es gelten die einschlägigen Regelwerke (hier insbesondere ArbSchG, ArbStättV, ASR, DGUV-Informationen etc.). SiGe-Plan und A+S-Plan sind zu beachten, diese liegen bei.</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:491pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Im Zusammenhang mit schadstoffhaltigen Bauteilen gelten besondere Anforderungen, diese sind im LV beschrieben.</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:491pt;font-size:10pt;"/><p style="margin-top:0pt;margin-bottom:0pt;width:491pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">2.4 Art und Umfang von Leistungen zur Unfallverhütung</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:491pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Der AN ist zur Einhaltung der gültigen Unfallverhütungsvorschriften verpflichtet. Dies gilt insbesondere für Gefährdungsbereiche, welche durch den AN im Rahmen seiner Aufgaben entstehen (Öffnungen mit Absturzgefährdung sicher abzudecken etc.)</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:491pt;font-size:10pt;"/><p style="margin-top:0pt;margin-bottom:0pt;width:491pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">2.5 Arbeiten in kontaminierten Bereichen</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:491pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Der Rückbau von Schadstoffen erfolgt größtenteils vor Maßnahmenbeginn. Es sind Holzschutzmittel am Dachwerk des Gärtnerhauses und in Teilbereichen der Thermen vorhanden, daher sind bei Arbeiten in diesen Bereichen, besonders bei Sägearbeiten etc. die vorgeschriebenen persönlichen Schutzausrüstungen (PSA) zu verwenden (siehe auch Entsorgungskonzept des Fachplaners).</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:491pt;font-size:10pt;"/><p style="margin-top:0pt;margin-bottom:0pt;width:491pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">2.6 Besondere Anforderungen an die Baustelleneinrichtung Entsorgung</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:491pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Die vorschriftsgemäße Zwischenlagerung und Abtransport von ggf. kontaminierten Baustoffen (z.B. belastete Dachabdichtungen, Dämmstoffe etc.) übernimmt der Auftraggeber, Transportgebinde (Deckelcontainer, Sammeltanks) werden bauseits bereitgestellt, einzelne Sammelgebinde (BigBags, Eimer etc.) sind vom AN zu stellen.</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:491pt;font-size:10pt;"/><p style="margin-top:0pt;margin-bottom:0pt;width:491pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">2.7 Besondere Anforderungen Gerüste</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:491pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Der Unterbau ist eigenverantwortlich durch den AN zu prüfen und zu bewerten. Besonderen Anforderungen bestehen bei der Gerüststellung im Bereich der Wasserläufe (Stellung im Wasser auf unbekanntem Grund).</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:491pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Es ist vorgesehen mehrere Wetterschutzdächer (Spannweite bis 26 m) zu errichten. Zusätzliche Absteifungen innerhalb des Gebäudes und abschnittweiser Aufbau werden in gesonderten Positionen beschrieben.</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:491pt;font-size:10pt;"/><p style="margin-top:0pt;margin-bottom:0pt;width:491pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">2.8 Mitbenutzung fremder Gerüste, Hebezeuge etc.</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:491pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Durch das Gewerk Gerüstbau wird ein Fassadengerüst errichtet, das durch die Folgegewerke genutzt werden kann.</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:491pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Das Gerüst ist durch die tätigen Firmen unmittelbar nach Ende von verschmutzenden Arbeiten, mindestens jedoch täglich durch den Verursacher zu reinigen.</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:491pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Bei Putz- und Malerarbeiten ist das Gerüst durch den entsprechenden AN vor Verschmutzung zu schützen bzw. zu reinigen. Nach Abschluss der Putzarbeiten ist das Gerüst durch den entsprechenden AN zu ohne gesonderte Aufforderung zu reinigen. Diese Leistung ist in die Kalkulation der Einheitspreise einzubeziehen und wird nicht gesondert vergütet.</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:491pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Schadensanmeldungen durch die Gerüstbaufirma gehen in jedem Falle zu Lasten des Verursachers.</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:491pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Hebezeuge sind von jedem AN für den eigenen Bedarf vorzuhalten.</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:491pt;font-size:10pt;"/><p style="margin-top:0pt;margin-bottom:0pt;width:491pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">2.9 Dauer Gerüst- und Hebezeugnutzung</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:491pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Das Gerüst steht in der vorgesehenen Vorhaltezeit allen Gewerken zur Verfügung.</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:491pt;font-size:10pt;"/><p style="margin-top:0pt;margin-bottom:0pt;width:491pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">2.10 Verwendung Recycling-Stoffe</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:491pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Verwendung von Recyclingstoffen bzw. am Objekt gewonnenen Baustoffen (Ziegel, Steinmaterial, Hölzer) wird begrüßt, die Verwendbarkeit ist nachzuweisen und im einzelnen mit der Bauüberwachung abzustimmen.</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:491pt;font-size:10pt;"/><p style="margin-top:0pt;margin-bottom:0pt;width:491pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">2.11 Anforderungen Recycling-Stoffe</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:491pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Die Anforderungen müssen den entsprechenden Nicht-Recycling-Stoffen entsprechen und sind mit der Bauüberwachung abzustimmen</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:491pt;font-size:10pt;"/><p style="margin-top:0pt;margin-bottom:0pt;width:491pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">2.12 Besondere Anforderungen an Art, Güte und Umweltverträglichkeit</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:491pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Verwendete Baustoffe und Materialien müssen den jeweiligen Zulassungen entsprechen. Umweltverträglichkeit wird vorausgesetzt.</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:491pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Bei Arbeiten am Mauerwerk und Betonbauteilen ist die Verwendung von Gipsmörtel untersagt. Sofern im LV nicht anders beschrieben, ist Trass-Kalk-Mörtel zu verwenden.</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:491pt;font-size:10pt;"/><p style="margin-top:0pt;margin-bottom:0pt;width:491pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">2.13 Eignungs- und Gütenachweise</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:491pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Eignungs- und Gütenachweise sind vor Einbau sowie im Rahmen der Dokumentation vom AN vorzulegen</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:491pt;font-size:10pt;"/><p style="margin-top:0pt;margin-bottom:0pt;width:491pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">2.14 Verwendung auf der Baustelle gewonnener Stoffe</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:491pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">siehe 2.10</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:491pt;font-size:10pt;"/><p style="margin-top:0pt;margin-bottom:0pt;width:491pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">2.15 Entsorgungskosten</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:491pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Die Entsorgungskosten schadstofffreier Abfälle sind, sofern sie nicht in gesonderter Position erwähnt werden, in die entsprechenden Positionen einzukalkulieren, ohne dass es einer besonderen Erwähnung bedarf. Dies gilt insbesondere für den Abtransport und die Kosten, die bei den zuständigen Entsorgungsunternehmen entstehen.</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:491pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">DIN 18299 Ziffer 4.1.12 bleibt als Nebenleistung hiervon unberührt. Die Menge von 1m³ zählt je Vergabeeinheit.</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:491pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Schadstoffhaltige Abfälle sind in geeigneten Behältnissen auf der Baustelle zu lagern und werden bauseits entsorgt.</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:491pt;font-size:10pt;"/><p style="margin-top:0pt;margin-bottom:0pt;width:491pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">2.16 Bereitstellung Materialien durch den AG</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:491pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Für Steinmetzarbeiten werden beim Rückbau geborgene Natursteinelemente für die weitere Verwendung auf der Baustelle gelagert. Teilweise werden eingelagerte Türen und Fenster für die Wiederverwendung herangezogen. Näheres ist den Leistungsbeschreibungen zu entnehmen.</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:491pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Darüber hinaus werden keine Materialien und Baustoffe durch den AG bereitgestellt.</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:491pt;font-size:10pt;"/><p style="margin-top:0pt;margin-bottom:0pt;width:491pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">2.17 Laden, Lagern und Transport</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:491pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Für die Materialanlieferung ist eine an den öffentliche Straßenraum angrenzende Ladezone eingerichtet. Baumaterial ist dort auf kleinere Fahrzeuge bis 7,5 t umzuladen und durch den Park zur Baustelle zu transportieren. Die Befahrung der Parkwege mit Anhängern ist nicht gestattet.</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:491pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Die im Gebäude vorhanden Decken sind für eine Verkehrslast von 2 kN/m² ausgelegt, falls erforderlich, ist für lagerndes Material eine entsprechende Lastverteilung vorzusehen.</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:491pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Der AG übernimmt in keinem Fall Abladen, Lagern und Transport von Stoffen und Bauteilen. Alle entsprechenden Leistungen werden als Nebenleistungen im Sinne der DIN 18299 betrachtet. Die örtliche Bauüberwachung nimmt keine Lieferungen an.</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:491pt;font-size:10pt;"/><p style="margin-top:0pt;margin-bottom:0pt;width:491pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">2.18 Leistungen für andere Unternehmen</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:491pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Leistungen für andere Unternehmen sind nicht vorgesehen.</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:491pt;font-size:10pt;"/><p style="margin-top:0pt;margin-bottom:0pt;width:491pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">2.19 Einstellen von Anlagenteilen</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:491pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Mitwirken beim Einstellen von Anlagenteilen ist nur für die haustechnischen Gewerke Teil der Leistung.</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:491pt;font-size:10pt;"/><p style="margin-top:0pt;margin-bottom:0pt;width:491pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">2.20 Benutzung von Teilen der Leistung vor der Abnahme</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:491pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Teilabnahmen sind nicht vorgesehen. Sollten Teilabnahmen erforderlich werden, ist dies mit der Bauüberwachung und dem AG abzustimmen</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:491pt;font-size:10pt;"/><p style="margin-top:0pt;margin-bottom:0pt;width:491pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">2.21 Wartung während der Verjährungsfrist</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:491pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Wartungsleistungen sind bei Erfordernis als gesonderte Position im LV beschrieben.</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:491pt;font-size:10pt;"/><p style="margin-top:0pt;margin-bottom:0pt;width:491pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">2.22 Abrechnung, Aufmaße</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:491pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">a) Rechnungsform</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:491pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">- Rechnungsadressat ist die Auftraggeberin.</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:491pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">- Die Originalrechnung ist direkt an die SPSG zu senden, bzw. online an rechnung@spsg.de. Die Zahlungsfrist gilt ab dem Datum des Rechnungseingang bei der SPSG.</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:491pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">- 1 x Original ist an die Bauüberwachung zur Prüfung in Papierform zu senden.</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:491pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">- Rechnungen sind kumulativ als Abschlagsrechnungen zu erstellen und müssen im Aufbau der Nummerierung des LV entsprechen. Abweichend gegliederte Rechnungen werden als nicht prüffähig zurückgewiesen.</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:491pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">b) Aufmaßform</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:491pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Die Abrechnung erfolgt aufgrund vom AN zu erstellender Aufmaße. Die Abrechnung nach Zeichnung des Planungsbüros ist mit Zustimmung der Bauüberwachung möglich.</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:491pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Bei der Abrechnung der Leistung ist insbesondere auf die Nachvollziehbarkeit des Aufmaßergebnisses zu achten.</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:491pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Berechnungen von Einzelmengen sind mathematisch korrekt darzustellen und als Gesamtmenge der Einzelleistung zu addieren.</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:491pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Die Abrechnung erfolgt ausschließlich nach steigendem Aufmaß. Allen Rechnungen ist das komplette Aufmaß der bis zum Rechnungsstand erbrachten Leistungen, ggf. ergänzt um erläuternde Zeichnungen oder Skizzen, beizufügen. Nicht nachvollziehbare Aufmaße können nicht anerkannt werden.</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:491pt;font-size:10pt;"/><p style="margin-top:0pt;margin-bottom:0pt;width:491pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">2.23 Umlagen / Nutzungskonditionen</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:491pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Von der Bruttoabrechnungssumme der Abschlags- und Schlussrechnung werden grundsätzlich einbehalten:</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:491pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">- 0,3 % für den Verbrauch von Baustrom,</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:491pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">- 0,3 % für den Verbrauch von Bauwasser,</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:491pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">- 0,15 % für die Baustellen-Toiletten.</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:491pt;font-size:10pt;"/><p style="margin-top:0pt;margin-bottom:0pt;width:491pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">2.24 Hinweis zum LV</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:491pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Innerhalb der Leistungsbeschreibung sind ggf. Abbildungen (fotografische Aufnahmen und Auszüge aus Bauzeichnungen) enthalten. Sollten diese nicht dargestellt werden, ist die Leistungsbeschreibung im PDF-Format (Blankett) der Kalkulation hinzuzuziehen.</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:491pt;font-size:10pt;"/><p style="margin-top:0pt;margin-bottom:0pt;width:491pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">2.25 Schlitz-, Stemm- und Bohrarbeiten</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:491pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Eingriffe in die bestehende Bausubstanz sind grundsätzlich auf das notwendige Mindestmaß zu reduzieren und im Einzelfall von der Bauüberwachung und dem Auftraggeber freizugeben.</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:491pt;font-size:10pt;"/><p style="margin-top:0pt;margin-bottom:0pt;width:491pt;font-size:10pt;"/><p style="margin-top:0pt;margin-bottom:0pt;width:491pt;tab-stops:75px 151px 226px 302px 378px 453px 529px 604px 680px 756px 831px 907px 982px 1058px;"><span style="font-size:10pt;font-weight:bold;font-family:Arial;">3</span><span style="font-size:10pt;font-weight:bold;mso-tab-count:1;font-family:Arial;"> </span><span style="font-size:10pt;font-weight:bold;font-family:Arial;">ANGABEN ZU BAUDURCHFÜHRUNG &#x26; DOKUMENTATION</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:491pt;font-size:10pt;"/><p style="margin-top:0pt;margin-bottom:0pt;width:491pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">3.1 Bauwesenversicherung</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:491pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Der AG schließt keine Bauwesenversicherung ab.</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:491pt;font-size:10pt;"/><p style="margin-top:0pt;margin-bottom:0pt;width:491pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">3.2 Planunterlagen</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:491pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Mit der Ausschreibung zur Verfügung gestellte Planunterlagen werden Vertragsbestandteil und gelten als Grundlage der Ausführung. Änderungen der Planunterlagen im Bauverlauf sind ausdrücklich vorbehalten.</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:491pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Ausführungszeichnungen werden digital übergeben und liegen im Baubüro auf der Baustelle maßstäblich ausgedruckt in der jeweils gültigen Fassung vor. Die Art der Ausführung ist mit dem Architekten abzustimmen.</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:491pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Alle in die Ausführungszeichnung eingeschriebenen Maße sind vor Beginn der Fertigung zu prüfen. Widersprüche zwischen Leistungsbeschreibung und Planzeichnungen sind der Bauüberwachung anzuzeigen und im einzelnen abzustimmen.</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:491pt;font-size:10pt;"/><p style="margin-top:0pt;margin-bottom:0pt;width:491pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">3.3 Bauzeitenplan / Terminplan</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:491pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Ein Bauzeitenplan wird mit Baubeginn übergeben. In Baubesprechungen vereinbarte Termine und Einzelfristen werden als vertragsrelevant gewertet.</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:491pt;font-size:10pt;"/><p style="margin-top:0pt;margin-bottom:0pt;width:491pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">3.4 Muster und Bemusterungen</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:491pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Für sichtbar verbleibende Bauteile ist in der Regel eine Bemusterung vorzunehmen, weiteres ist in gesonderten LV-Positionen geregelt.</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:491pt;font-size:10pt;"/><p style="margin-top:0pt;margin-bottom:0pt;width:491pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">3.5 Bauprodukte / Prüfzeugnisse / Technische Merkblätter</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:491pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Für die verwendeten Bauprodukte sind die bauaufsichtlichen Zulassungen und technischen Merkblätter im Rahmen der Dokumentation vom AN zur Verfügung zu stellen. Dies gilt insbesondere für brandschutzrelevante Bauteile und Produkte.</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:491pt;font-size:10pt;"/><p style="margin-top:0pt;margin-bottom:0pt;width:491pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">3.6 Bauleiter AN / Baustellenbesetzung</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:491pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Vom Auftragnehmer ist ein deutschsprachiger Bauleiter zu benennen. Die Baustelle ist durchgehend mit Personal besetzt zu halten sofern keine fremdverschuldete Baubehinderung vorliegt.</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:491pt;font-size:10pt;"/><p style="margin-top:0pt;margin-bottom:0pt;width:491pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">3.7 Bautagesberichte</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:491pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Bautagesberichte sind vom AN zu führen und monatlich der Bauüberwachung vorzulegen.</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:491pt;font-size:10pt;"/><p style="margin-top:0pt;margin-bottom:0pt;width:491pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">3.8 Baubesprechungen</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:491pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Baubesprechungstermine erfolgen in wöchentlichem Rhythmus an einem noch festzulegenden Termin. Für den AN gilt grundsätzlich die Teilnahmepflicht, die Abwesenheit ist nur in Abstimmung mit der Bauüberwachung statthaft. Diese Leistung ist in die Einheitspreise einzukalkulieren und wird nicht gesondert vergütet. Ein Besprechungsraum wird auf der Baustelle zur Verfügung gestellt.</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:491pt;font-size:10pt;"/><p style="margin-top:0pt;margin-bottom:0pt;width:491pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">3.9 Abnahmen durch Behörden</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:491pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Der AN hat behördlichen oder prüfsachverständlichen Abnahmen beizuwohnen sofern dies im Rahmen der Abnahme erforderlich ist.</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:491pt;font-size:10pt;"/><p style="margin-top:0pt;margin-bottom:0pt;width:491pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">3.10 Dokumentationsunterlagen</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:491pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Die mit Abnahme der Bauleistung vom AN zu übergebenden Dokumentationsunterlagen umfassen, sofern nicht näher im LV spezifiziert:</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:491pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">- bauaufsichtliche Zulassungen und technische Merkblätter verwendeter Produkte</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:491pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">- Messprotokolle</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:491pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">- Lieferscheine</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:491pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">- Prüfbescheinigungen</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:491pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">- Installationsschemata</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:491pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">- Werkplanungen / Werkstattzeichnungen</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:491pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">- Materialangaben verwendeter Produkte</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:491pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">- Pflegeanleitungen</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:491pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">- Bestellnummern</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:491pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">- Produktdatenblätter</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:491pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Die Übergabe erfolgt digital 3 KW vor Schlussabnahmen zur Prüfung auf Vollständigkeit sowie 1-fach in Papierform.</span></p></DetailAddText></AddText><AddText><OutlineAddText><span>Gewerksspezifische Vorbemerkungen </span></OutlineAddText><DetailAddText><p style="margin-top:0pt;margin-bottom:0pt;width:491pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Die römischen Bäder sind ein Baudenkmal, bei den auszuführenden Arbeiten ist darauf Rücksicht zu nehmen. Nicht nur die zu bearbeitende Substanz muss schonend behandelt werden, auch angrenzende Bauteile dürfen nicht beschädigt werden, besonders Bekleidungen (Putze, Paneele etc.) und Oberflächen (Anstriche, Lackierungen etc.).</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:491pt;font-size:10pt;"/><p style="margin-top:0pt;margin-bottom:0pt;width:491pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Die Bodenarbeiten umfassen unter anderem:</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:491pt;font-size:10pt;"/><p style="margin-top:0pt;margin-bottom:0pt;width:491pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">- Holzfußböden (Dielen), schleifen und ölen (370 m²)</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:491pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">- Reparieren und Ergänzen von Dielenböden (ca 40 m²)</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:491pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">- Bearbeiten von Treppen 2St</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:491pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">- neue Aussentreppe Treppe 1 St</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:491pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">- Instandsetzung von einzelnen Türschwellen</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:491pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">- Lieferung und Einbau von Sockelleistenkanälen und Sockelleisten</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:491pt;font-size:10pt;"/><p style="margin-top:0pt;margin-bottom:0pt;width:491pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Schadstoffe:</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:491pt;"><span style="font-size:10pt;font-family:Arial;">- Farbentfernung von bleibelasten Altanstrichen auf Dielenböden (230m</span><span style="font-size:10pt;font-family:Arial;">²</span><span style="font-size:10pt;font-family:Arial;">)</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:491pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">- Farbentfernung von bleibelasten Altanstrichen auf 2 Treppenläufen inkl Geländer</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:491pt;font-size:10pt;"/><p style="margin-top:0pt;margin-bottom:0pt;width:491pt;font-size:10pt;"/><p style="margin-top:0pt;margin-bottom:0pt;width:491pt;font-size:10pt;font-weight:bold;"><span style="font-family:Arial;font-size:10pt;">Bauvorbereitung</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:491pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Dem Auftragnehmer und jedem seiner Mitarbeiter muss bewusst sein, dass die Arbeiten in denkmalgeschütztem Umfeld und Parkanlagen mit Besucherverkehr auszuführen sind. Der Arbeitsbereich ist in einem ordentlichen Zustand zu halten, zu reinigen und aufzuräumen. Dementsprechend sind die Arbeitstechnologien auf die Besonderheiten abzustimmen und eventuelle Mehraufwendungen in die Preise einzukalkulieren. Die Lage im Park gebietet zugleich ein entsprechendes Verhalten während der Arbeiten. So ist z.B. das Spielen von  Radios und anderen akustischen Wiedergabegeräten zu unterlassen.</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:491pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">In den Gebäuden und auf deren Dächern besteht absolutes Rauchverbot.</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:491pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Der Bieter hat sich rechtzeitig Klarheit über die geplanten Maßnahmen zu verschaffen. Dazu besteht die Möglichkeit nach Vereinbarung das Objekt zu besichtigen.</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:491pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Die zu behandelnden Bauteile sowie alle Architekturoberflächen, Grünanlagen und Wege sind gegen jedwede Beeinträchtigungen zu schützen.</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:491pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Als Markierungsfarbe ist ausschließlich wasserlösliche Kreide zu verwenden. Markierungen auf verbleibenden Oberflächen sind strengstens untersagt!</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:491pt;font-size:10pt;"/><p style="margin-top:0pt;margin-bottom:0pt;width:491pt;font-size:10pt;font-weight:bold;"><span style="font-family:Arial;font-size:10pt;">Baudurchführung</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:491pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Die durchzuführenden Maßnahmen sind mit der Bauüberwachung abzustimmen, Veränderungen auf Grund neuer Situationen rechtzeitig anzumelden und die Zustimmung einzuholen. Baubesprechungen sind Nebenleistungen und werden nicht gesondert vergütet.</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:491pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Absprachen der Auftragnehmer untereinander sind nur nach Zustimmung durch die Bauüberwachung / den Architekten zulässig.</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:491pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Ausführungszeichnungen werden digital übergeben und liegen im Baubüro auf der Baustelle maßstäblich ausgedruckt in der jeweils gültigen Fassung vor. Die Art der Ausführung ist mit dem Architekten abzustimmen. Alle in die Ausführungszeichnung eingeschriebenen Maße sind vor Beginn der Fertigung zu prüfen.</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:491pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Die Bauteilfertigung hat nach örtlichem Aufmaß zu erfolgen. Da alle Arbeiten nach Aufmaß abgerechnet werden, hat der Auftragnehmer seine Aufmaßlisten rechtzeitig vor dem Verdecken abzurechnender Bauteile einzureichen. Abgerechnet wird ausschließlich die fertig verbaute Menge.</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:491pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">In die Einheitspreise einzurechnen sind die Kosten für:</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:491pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">- fachgerechte Lagerung, Transport und Entsorgung anfallender Bauabfälle, sofern diese nicht zu Gefahrstoffen zählen</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:491pt;"><span style="font-size:10pt;font-family:Arial;">- für den Abbau und Transport der benötigten Materialien, Geräte, Arbeits- </span><span style="font-family:Arial;font-size:10pt;"/><br/><span/><span style="font-size:10pt;font-family:Arial;">und Schutzmittel. Hierunter fällt auch Hebetechnik, Anschlagmittel und ggf. </span><span style="font-family:Arial;font-size:10pt;"/><br/><span/><span style="font-size:10pt;font-family:Arial;">Bodenschutz. Die Absperrung des Arbeitsplatzes am Objekt obliegt dem AN.</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:491pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">- sämtliche Einmess- und Nivellierarbeiten für die eigene Leistung</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:491pt;"><span style="font-size:10pt;font-family:Arial;">- erforderliche Schutzmaßnahmen gegen Witterungseinflüsse üblicher Art soweit sie zur</span><span style="font-family:Arial;font-size:10pt;"/><br/><span/><span style="font-size:10pt;font-family:Arial;">  termingerechten Ausführung notwendig sind. (z.B. Schutz vor Regen mittels Planen)</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:491pt;"><span style="font-size:10pt;font-family:Arial;">- sämtliche Befestigungsmittel wie Haften, Schrauben, Dübel Falzbleche etc., wenn sie nicht     </span><span style="font-family:Arial;font-size:10pt;"/><br/><span/><span style="font-size:10pt;font-family:Arial;">  gesondert ausgewiesen sind.</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:491pt;"><span style="font-size:10pt;font-family:Arial;">- Die Zuschnitte, Ausklinkungen und Anpassungen an durchgehende und angrenzende Bauteile</span><span style="font-family:Arial;font-size:10pt;"/><br/><span/><span style="font-size:10pt;font-family:Arial;">  (z.B. Wände, Stiele und Streben, Stahlbauteile) und Überzüge werden nicht gesondert   </span><span style="font-family:Arial;font-size:10pt;"/><br/><span/><span style="font-size:10pt;font-family:Arial;">vergütet.</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:491pt;"><span style="font-size:10pt;font-family:Arial;">- Alle Leistungen umfassen auch die Lieferung der dazugehörenden Stoffe und Bauteile</span><span style="font-family:Arial;font-size:10pt;"/><br/><span/><span style="font-size:10pt;font-family:Arial;">  einschließlich Abladen und Lagern auf der Baustelle, wenn in der Leistungsbeschreibung</span><span style="font-family:Arial;font-size:10pt;"/><br/><span/><span style="font-size:10pt;font-family:Arial;">  nichts anderes beschrieben ist.</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:491pt;"><span style="font-size:10pt;font-family:Arial;">- Sofern in Einzelpositionen nicht anders beschrieben, sind emissionsarme Produkte,</span><span style="font-family:Arial;font-size:10pt;"/><br/><span/><span style="font-size:10pt;font-family:Arial;">  vorzugsweise mit dem Umweltzeichen &#x22;Blauer Engel&#x22; zu verwenden.</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:491pt;font-size:10pt;"/><p style="margin-top:0pt;margin-bottom:0pt;width:491pt;font-size:10pt;font-weight:bold;"><span style="font-family:Arial;font-size:10pt;">Bautagesberichte/Dokumentation</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:491pt;font-size:10pt;"/><p style="margin-top:0pt;margin-bottom:0pt;width:491pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Der Auftragnehmer hat täglich ein Bautagebuch zu führen und es am ersten Wochentag für die vergangene Woche vorzulegen sowie eine Durchschrift dem Auftraggeber / der Bauüberwachung zu übergeben.</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:491pt;font-size:10pt;"/><p style="margin-top:0pt;margin-bottom:0pt;width:491pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Gegenstand der Bautagesberichte sind: Datum, Vorarbeiter, Arbeitskräfte (Anzahl), Maschineneinsatz, Witterung, Arbeitsumfang, Stand und Fortschritt der Bauarbeiten, besondere Ereignisse, Kontrollen, Entsorgungsleistungen.</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:491pt;font-size:10pt;"/><p style="margin-top:0pt;margin-bottom:0pt;width:491pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Vereinbarungen vor Ort zwischen Auftraggeber und Auftragnehmer sind im Bautagebuch festzuhalten.</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:491pt;font-size:10pt;"/><p style="margin-top:0pt;margin-bottom:0pt;width:491pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Ein vom Auftraggeber und -nehmer unterschriebenes Bautagebuch ersetzt nicht die Leistungsfeststellung.</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:491pt;font-size:10pt;"/><p style="margin-top:0pt;margin-bottom:0pt;width:491pt;font-size:10pt;"/><p style="margin-top:0pt;margin-bottom:0pt;width:491pt;font-size:10pt;font-weight:bold;"><span style="font-family:Arial;font-size:10pt;">Entsorgung</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:491pt;font-size:10pt;"/><p style="margin-top:0pt;margin-bottom:0pt;width:491pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Die Entsorgung der ausgebauten Materialien ist in der Leistung enthalten sofern nicht anders ausgewiesen.</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:491pt;font-size:10pt;"/><p style="margin-top:0pt;margin-bottom:0pt;width:491pt;"><span style="font-size:10pt;font-weight:bold;font-family:Arial;">Schadstoffhaltige Bauaubfälle werden bauseits entsorgt</span><span style="font-size:10pt;font-family:Arial;">. Der Auftragnehmer hat den gesicherten Transport in geeigneten vom AN gelieferten Behältern zu bauseits gestellten Abfallcontainern zu erbringen.</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:491pt;font-size:10pt;"/><p style="margin-top:0pt;margin-bottom:0pt;width:491pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Die vorgesehenen Stellplätze für Schuttcontainer befinden sich unmittelbar am Gebäude, der Transportweg beträgt ca. 50 m.</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:491pt;font-size:10pt;"/><p style="margin-top:0pt;margin-bottom:0pt;width:491pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Für die Stellung der Baueinrichtung ist zu beachten, dass kein Anschluss zur Abwassersammelleitung bereitgestellt werden kann. Anfallende Abwässer sind zu sammeln und zu entsorgen.</span></p></DetailAddText></AddText><AddText><OutlineAddText><span>Anlagen zum LV </span></OutlineAddText><DetailAddText><p style="margin-top:0pt;margin-bottom:0pt;width:491pt;font-size:10pt;"/><p style="margin-top:0pt;margin-bottom:0pt;width:491pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Der Ausschreibung liegen folgende Unterlagen und Pläne als Vorabzug bei</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:491pt;font-size:10pt;"/><p style="margin-top:0pt;margin-bottom:0pt;width:491pt;font-size:10pt;font-weight:bold;"><span style="font-family:Arial;font-size:10pt;">Zeichnungen</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:491pt;font-size:10pt;"/><p style="margin-top:0pt;margin-bottom:0pt;width:491pt;tab-stops:75px 151px 226px 302px 378px 453px 529px 604px 680px 756px 831px 907px 982px 1058px;"><span style="font-size:10pt;font-family:Arial;">Grundrisse:</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;">Gesamtanlage EG 1:100</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:491pt;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;">Gesamtanlage OG 1:100</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:491pt;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;">Gesamtanlage DG 1:100</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:491pt;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;">Gesamtanlage Dach 1:100</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:491pt;font-size:10pt;"/><p style="margin-top:0pt;margin-bottom:0pt;width:491pt;tab-stops:75px 151px 226px 302px 378px 453px 529px 604px 680px 756px 831px 907px 982px 1058px;"><span style="font-size:10pt;font-family:Arial;">Schnitte:</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;">Gesamtanlage AA_CC 1:100</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:491pt;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;">Gesamtanlage EE_FF 1:100</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:491pt;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;">Gesamtanlage GG_HH 1:100</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:491pt;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;">Gesamtanlage II_JJ 1:100</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:491pt;font-size:10pt;"/><p style="margin-top:0pt;margin-bottom:0pt;width:491pt;tab-stops:75px 151px 226px 302px 378px 453px 529px 604px 680px 756px 831px 907px 982px 1058px;"><span style="font-size:10pt;font-family:Arial;">Ansichten:</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;">Gesamtanlage Nord &#x26; Süd 1:100</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:491pt;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;">Gesamtanlage Ost &#x26; West 1:100</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:491pt;font-size:10pt;"/><p style="margin-top:0pt;margin-bottom:0pt;width:491pt;font-size:10pt;"/><p style="margin-top:0pt;margin-bottom:0pt;width:491pt;font-size:10pt;font-weight:bold;"><span style="font-family:Arial;font-size:10pt;">Sonstige Anlagen</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:491pt;font-size:10pt;"/><p style="margin-top:0pt;margin-bottom:0pt;width:491pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">a01 Angaben zur Baustelle</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:491pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">a02 Baustelleneinrichtungsplan</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:491pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">a03 Zufahrtsplan</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:491pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Fotodokumentation</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:491pt;font-size:10pt;"/><p style="margin-top:0pt;margin-bottom:0pt;width:491pt;font-size:10pt;font-weight:bold;"><span style="font-family:Arial;font-size:10pt;">Details</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:491pt;font-size:10pt;"/><p style="margin-top:0pt;margin-bottom:0pt;width:491pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Gehilfenhaus</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:491pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">GE301_Bodenaufbau</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:491pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">GE302_Außentreppe</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:491pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">GE305_Bodenaufbau Bad &#x26; Kammer</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:491pt;font-size:10pt;"/><p style="margin-top:0pt;margin-bottom:0pt;width:491pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Gärtnerhaus</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:491pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">GÄ302_Bodenaufbauten</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:491pt;font-size:10pt;"/><p style="margin-top:0pt;margin-bottom:0pt;width:491pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Aussenbereich</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:491pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">AA701a_Anlegetreppe</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:491pt;font-size:10pt;"/></DetailAddText></AddText><AddText><OutlineAddText><span>Termine </span></OutlineAddText><DetailAddText><p style="margin-top:0pt;margin-bottom:0pt;width:491pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Der Auftragnehmer muss damit kalkulieren, dass dem Baufortschritt entsprechend die nachfolgend beschriebene Leistung in einzelnen Teilleistungen zu erbringen ist. Es besteht kein Anspruch auf Erstattung evtl. entstehender zusätzlicher Anfahrtswege oder Arbeitsunterbrechungen.</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:491pt;font-size:10pt;"/><p style="margin-top:0pt;margin-bottom:0pt;width:491pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Stand Bauzeitenplan 23.02.2026</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:491pt;font-size:10pt;"/><p style="margin-top:0pt;margin-bottom:0pt;width:491pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Gehilfenhaus</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:491pt;tab-stops:75px 151px 226px 302px 378px 453px 529px 604px 680px 756px 831px 907px 982px 1058px;"><span style="font-size:10pt;font-family:Arial;">Aussentreppe Gehilfenhaus </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;">7-9 / 2026</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:491pt;tab-stops:75px 151px 226px 302px 378px 453px 529px 604px 680px 756px 831px 907px 982px 1058px;"><span style="font-size:10pt;font-family:Arial;">Dielen Gehilfenhaus </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;">10 -11 /2026</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:491pt;font-size:10pt;"/><p style="margin-top:0pt;margin-bottom:0pt;width:491pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Gärtnerhaus:</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:491pt;tab-stops:75px 151px 226px 302px 378px 453px 529px 604px 680px 756px 831px 907px 982px 1058px;"><span style="font-size:10pt;font-family:Arial;">Altanstriche entfernen:</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;">8-9 / 2026</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:491pt;tab-stops:75px 151px 226px 302px 378px 453px 529px 604px 680px 756px 831px 907px 982px 1058px;"><span style="font-size:10pt;font-family:Arial;">Dielen Gärtnerhaus</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;">10 -11 /2026</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:491pt;font-size:10pt;"/><p style="margin-top:0pt;margin-bottom:0pt;width:491pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Aussenbereich:</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:491pt;tab-stops:75px 151px 226px 302px 378px 453px 529px 604px 680px 756px 831px 907px 982px 1058px;"><span style="font-size:10pt;font-family:Arial;">Anlegetreppe Schafsgraben</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;">4 /2027</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:491pt;font-size:10pt;"/><p style="margin-top:0pt;margin-bottom:0pt;width:491pt;font-size:10pt;"/></DetailAddText></AddText><BoQ ID="id2"><BoQInfo><Name>26</Name><LblBoQ>Tischlerarbeiten Böden und Treppen</LblBoQ><OutlCompl>AllTxt</OutlCompl><BoQBkdn><Type>BoQLevel</Type><LblBoQBkdn>Titel</LblBoQBkdn><Length>2</Length><Num>Yes</Num></BoQBkdn><BoQBkdn><Type>BoQLevel</Type><LblBoQBkdn>Titel</LblBoQBkdn><Length>2</Length><Num>Yes</Num></BoQBkdn><BoQBkdn><Type>BoQLevel</Type><LblBoQBkdn>Titel</LblBoQBkdn><Length>2</Length><Num>Yes</Num></BoQBkdn><BoQBkdn><Type>Item</Type><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/></BoQInfo><BoQBody><BoQCtgy ID="id7" RNoPart="26"><LblTx><p><span>Tischlerarbeiten Böden und Treppen</span></p></LblTx><BoQBody><BoQCtgy ID="id8" RNoPart="1"><LblTx><p><span>Bleihaltige Altanstriche entfernen</span></p></LblTx><BoQBody><Remark ID="id9"><Description><CompleteText><DetailTxt><Text><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Vor Beginn der Baumaßnahme werden schadstoffhaltige Materialien bauseits entfernt. Nach Schadstoffsanierung verbleiben im Gebäude jedoch schadstoffbelastete Bauteile, die nicht entfernt werden können, z. B hier bleibelastete Altanstriche auf Treppen und Dielen.</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"/><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;font-weight:bold;"><span style="font-family:Arial;font-size:10pt;">0) Allgemeine Vorgaben</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"/><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Arbeiten zur Beseitigung von Gefahrstoffen dürfen nur von Fachbetrieben durchgeführt werden, deren personelle und sicherheitstechnische Ausstattung dafür geeignet ist.</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Die Anwesenheit einer weisungsbefugten und sachkundigen Person mit Sachkunde nach DGUV 101-004 ist zu gewährleisten. Bei Arbeiten in kontaminierten Bereichen sind die Vorgaben der DGUV 101-004 zu befolgen.</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"/><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Für alle Arbeiten an den betroffenen Bauteilen ist auf die Einhaltung der Arbeitsschutzvorschriften im Umgang mit bleihaltigen Produkten nach TRGS 505 zu achten,</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">die Mitarbeiter sind entsprechend einzuweisen.</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"/><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Während der Bearbeitung der bleihaltigen Altanstriche muss das Personal verpflichtend eine PSA, bestehend aus FFP-2-Maske und gummierten Arbeitshandschuhen tragen. Zudem wird das Tragen einer Schutzbrille empfohlen.</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Sofern in Einzelpositionen nicht gesondert erfasst, sind die Schutzausrüstungen in die Einheitspreise einzukalkulieren.</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"/><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Aus der Bearbeitung der kontaminierten Bauteile anfallende Farbreste sind restlos zu entfernen, in dichte Gebinde zu verpacken und für die bauseitige Entsorgung bereitzustellen. Hierbei ist auch die Reinigung der Arbeitsgeräte und der Arbeitskleidung zu beachten. Die Verteilung von kontaminierten Materialresten auf der Baustelle ist zu unterbinden.</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"/><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"/><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;font-weight:bold;"><span style="font-family:Arial;font-size:10pt;">1) Schadstoffvorkommen innerhalb des Leistungsbereiches</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"/><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;text-decoration:underline ;"><span style="font-family:Arial;font-size:10pt;">Schwermetallhaltige Altanstriche an Holz- und Metallteilen</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">An historischen Metall- und Holzbauteilen im gesamten Objekt können bleihaltige Altanstriche vorhanden sein, diese sind im Rahmen des Auftrags fachgerecht zu entfernen.</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"/><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Die Farbentfernung soll nicht-abrasiv ohne Staubentwicklung und materialschonend, z.B. mittels Abbeizen, erfolgen. Einige Bauteile (Treppen, Böden, Geländer, Fenster- und Türrahmen) müssen in situ bearbeitet werden.</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Für die Bearbeitung der ausgebauten Dielen soll vor Ort ein Schwarzbereich eingereichtet werden, alternativ kann die Bearbeitung in den Räumlichkeiten des AN erfolgen.</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"/><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"/><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;font-weight:bold;"><span style="font-family:Arial;font-size:10pt;">2) Personal- und Materialdekontaminationsanlagen</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"/><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Bei der Bleisanierung ist eine kombinierte 2-Kammer-Personal-/Material-Schwarz-Weiß-Anlage einzusetzen.</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Die Kammern der Schwarz-Weiß-Anlage sind zur Reinigung der Schutzkleidung und zur Reinigung der Verpackungen bzw. Transportbehälter der gefährlichen Abfälle mit einem Industriestaubsauger der Verwendungskategorie H zu betreiben. Alle drei Türen der Schwarz-Weiß-Anlage sind als Reißverschlusstüren auszuführen. Die Schwarz-Weiß-Anlage muss mit einer leicht dekontaminierbaren Oberfläche versehen sein. Durch wechselseitiges Anordnen der Zuluft- und Abluftöffnung muss eine Diagonalströmung erreicht werden. Eine Luftströmung von Weiß- in Richtung Schwarzbereich ist zu gewährleisten. Die Boden-, Wand- und Deckenflächen müssen staubdicht sein. Die Kammern müssen über eine gute Beleuchtung verfügen. Der Zugang ist deutlich mit der sicherheitsrelevanten Beschilderung zu kennzeichnen und gegenüber Unbefugten zu verschließen. Vor der Schwarz-Weiß-Anlage ist ein Spiegel anzubringen, damit das Sanierungspersonal den einwandfreien Sitz der Schutzausrüstung kontrollieren kann. Mit dem Industriestaubsauger der Verwendungskategorie H ist die Schutzkleidung in der &#x22;Schwarzkammer&#x22; (gegenseitig) abzusaugen. Nach dem gründlichen Absaugen der gesamten Schutzkleidung (Schutzanzug, Schuhe/Stiefel, Atemschutzmaske, Handschuhe) werden die Einwegschutzanzüge in der &#x22;Weißkammer&#x22; der Schwarz-Weiß-Anlage entsorgt. Dann verlässt das Sanierungspersonal die Schwarz-Weiß-Anlage und setzt erst dort die Atemschutzmaske ab. Es geht daraufhin direkt zu den Waschgelegenheiten. Dort ist neben der Körperhygiene das Reinigen der Atemschutzmaske (bei Mehrweg-Masken) durchzuführen. Auf dem Rückweg legt das Sanierungspersonal vor Betreten der Schwarz-Weiß-Anlage einen neuen Einwegschutzanzug und wieder die Atemschutzmaske an.</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"/><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"/><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;font-weight:bold;"><span style="font-family:Arial;font-size:10pt;">3) Fachgutachterliche Begleitung</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Weitere Vorkommen an schadstoffhaltigen bzw. potenziell schadstoffhaltigen Baustoffen / Materialien in nicht zugänglichen Bereichen sind nicht auszuschließen und sind bauvorbereitend bzw. baubegleitend weiterführend zu prüfen.</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"/><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"/><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;font-weight:bold;"><span style="font-family:Arial;font-size:10pt;">4) Entsorgung</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"/><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Die Entsorgung von ausgebauten Materialien oder Restmaterialien ist in der Leistung enthalten sofern nicht anders ausgewiesen.</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"/><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;"><span style="font-size:10pt;font-weight:bold;font-family:Arial;">Für schadstoffhaltige Bauabfälle erfolgen Entsorgung und Gestellung der für den Abtransport erforderlichen Abfallgebinde bauseits</span><span style="font-size:10pt;font-family:Arial;">.</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Durch den Auftragnehmer ist der gesicherte Transport vom Ausbauort in die Abfallgebinde zu erbringen.</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Die vorgesehenen Stellplätze für Abfallcontainer befinden sich im Baustellenbereich, der Transportweg beträgt bis 100 m.</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"/><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Für die Stellung der Baueinrichtung ist zu beachten, dass kein Anschluss zur Abwassersammelleitung bereitgestellt werden kann. Anfallende Abwässer sind zu sammeln und zu entsorgen.</span></p></Text></DetailTxt><OutlineText><OutlTxt><TextOutlTxt><p style="width:481pt;margin-top:0pt;margin-bottom:0pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Hinweise zu Schadstoffen</span></p></TextOutlTxt></OutlTxt></OutlineText></CompleteText></Description></Remark><BoQCtgy ID="id10" RNoPart="1"><LblTx><p><span>Baustelleneinrichtung Schadstoffsanierung</span></p></LblTx><BoQBody><Itemlist><Item ID="id11" RNoPart="1"><LumpSumItem>Yes</LumpSumItem><Qty>1.000</Qty><QU>psch</QU><Description><CompleteText><DetailTxt><Text><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Anlieferung, Vorhalten/Betreiben und Abtransport aller</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">für die hier ausgeschriebenen Maßnahmen einschl. der</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Maßnahmen zur Beseitigung von Gefahrstoffen gemäß TRGS 505, sowie TRGS 524/DGUV-Regel 101/004</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">(ehemals BGR 128) erforderlichen Einrichtungen,</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Maschinen, Geräte und Materialien, soweit sie nicht</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">separat in Einzelpositionen ausgewiesen sind, wie Abschottungsmaterialien und Reinigungsgeräte.</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"/><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Diese Position ist ergänzend speziell für die Schadstoffsanierung vorgesehen.</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Die allgemeine Baustelleneinrichtung wird unter Position 26.2 separat abgefragt.</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"/><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Bauseits gestellt werden für die Schadstoffsanierung:</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">- Mannschaftscontainer 1 Stk.</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">- Schwarz-Weiß-Container</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">- Entsorgung der Abfallgebinde mit Schadstoffbelastung</span></p></Text></DetailTxt><OutlineText><OutlTxt><TextOutlTxt><p style="width:481pt;margin-top:0pt;margin-bottom:0pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Baustelleneinrichtung Schadstoffsanierung</span></p></TextOutlTxt></OutlTxt></OutlineText></CompleteText></Description></Item><Item ID="id12" RNoPart="2"><LumpSumItem>Yes</LumpSumItem><Qty>1.000</Qty><QU>psch</QU><Description><CompleteText><DetailTxt><Text><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Biomonitoring der Mitarbeiter vor, während und nach der Baumassmahme durch einen Betriebsarzt/Betriebsärztin  zur Gefährdungsbeurteilung.</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;">Biomonitoring Betriebsarzt</span></p></TextOutlTxt></OutlTxt></OutlineText></CompleteText></Description></Item><Item ID="id13" RNoPart="3"><LumpSumItem>Yes</LumpSumItem><Qty>1.000</Qty><QU>psch</QU><Description><CompleteText><DetailTxt><Text><p style="text-align:justify;margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Anzeigen der Arbeiten beim Landesamt für Arbeitsschutz,</span></p><p style="text-align:justify;margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Verbraucherschutz und Gesundheit (LAVG)</span></p><p style="text-align:justify;margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">/Berufsgenossenschaft.</span></p><p style="text-align:justify;margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Schadstoffvorkommen:Bleibelastete Altanstriche</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;">Anzeigen der Arbeiten beim LAVG</span></p></TextOutlTxt></OutlTxt></OutlineText></CompleteText></Description></Item><Item ID="id14" RNoPart="4"><LumpSumItem>Yes</LumpSumItem><Qty>1.000</Qty><QU>psch</QU><Description><CompleteText><DetailTxt><Text><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Persönliche Schutzausrüstung für Sanierer gemäß Vorbemerkungen bestehend aus Einwegschutzanzug, Funktionsunterwäsche, Handschuhe (auch nitrilkautschuk-beschichtete), P2-/P3-Halbmaske in hygienisch einwandfreiem Zustand und Wartung durch den Maskenwart, bereitstellen inkl. Austausch und Entsorgung von Verbrauchsmaterialien.</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;">Persönliche Schutzausrüstung für Sanierer</span></p></TextOutlTxt></OutlTxt></OutlineText></CompleteText></Description></Item><Item ID="id15" RNoPart="5"><Qty>1.000</Qty><QU>St</QU><Description><CompleteText><DetailTxt><Text><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">kombinierte 2-Kammer-Personal-/Material-Schleuse mit allen dazu notwendigen Bau-, Hilfs- und Verbrauchsmaterialien, Abdichtungen und luftdichten Anschlüssen, mit Reißverschlusstüren, Nachströmöffnungen, Spiegel</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">liefern, aufbauen, funktionstüchtig installieren, vorhalten und betreiben für den beschriebenen Leistungszeitraum für die beschriebene Maßnahme und nach Beendigung der Arbeiten nach jedem Sanierungsbereich dekontaminieren, abbauen, abtransportieren und wiederherstellen in den ursprünglichen Zustand.</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;">kombinierte 2-Kammer-Personal-/Material-Schleuse</span></p></TextOutlTxt></OutlTxt></OutlineText></CompleteText></Description></Item><Item ID="id16" RNoPart="6"><Qty>2.000</Qty><QU>St</QU><Description><CompleteText><DetailTxt><Text><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Umsetzen derkombinierte 2-Kammer-Personal-/Material-Schleuse der Vorposition, sonst wie vor</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;">Umsetzen kombinierte 2-Kammer-Personal-/Material-Schleuse</span></p></TextOutlTxt></OutlTxt></OutlineText></CompleteText></Description></Item><Item ID="id17" RNoPart="7"><Qty>10.000</Qty><QU>lfdm</QU><Description><CompleteText><DetailTxt><Text><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;"><span style="font-size:10pt;font-family:Arial;">Staubdichte selbsttragende Abschottungen der Sanierungsbereiche, bestehend aus PE-Folie (Dicke 0,4 mm) und schwerem Industrieklebeband auf einer Holzlattenunterkonstruktion (Ober-/Unterrähm als Decken-Fußbodenanschluss, Stiele im Abstand von ca. 1m vorzusehen).Leistung inkl. liefern, Anschlussflächen reinigen, aufbauen,vorhalten und betreiben, nach Beendigung der Arbeiten</span><span style="font-size:10pt;text-decoration:underline ;font-family:Arial;"> dekontaminieren</span><span style="font-size:10pt;font-family:Arial;">, abbauen, abtransportieren, entsorgen und wiederherstellen in den ursprünglichen Zustand. Durchdringungen (Rohre, Kabel) sind einzuplanen. Ausführung nur auf Anweisung der AG-Bauleitung.</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Abrechnung erfolgt nach lfm Schleusenwand.</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"/><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Höhe bis 3m</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;">Staubdichte selbsttragende Abschottungen</span></p></TextOutlTxt></OutlTxt></OutlineText></CompleteText></Description></Item><Item ID="id18" RNoPart="8"><LumpSumItem>Yes</LumpSumItem><Qty>1.000</Qty><QU>psch</QU><Description><CompleteText><DetailTxt><Text><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Ergänzung Schleusenbereich Treppenhaus.</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Herstellen eines abgeschlossenen Schleusenbereichs in den Geschossen durch Abkleben der Türöffnungen.</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"/><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">OG 3 St Türen</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">DG 3 St Türen</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">EG 2 St Türen</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;">Schleusenbereich abgrenzen Treppenhaus</span></p></TextOutlTxt></OutlTxt></OutlineText></CompleteText></Description></Item><Item ID="id19" RNoPart="9"><Qty>1.000</Qty><QU>St</QU><Description><CompleteText><DetailTxt><Text><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Raumluftfilteranlage (RFA) als Absauganlage mit einer Gesamtnennleistung von mind. 1000 m³/h zur Erreichung einer gerichteten Luftströmung und eines mind.2-fachen Luftwechsels im Sanierungsbereich, einschließlich 3-stufigem Filtersystem und Filterzustandsanzeige,</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">liefern, aufstellen, betriebsfertig anschließen inkl. aller Rohrleitungen, Anschlüsse, ggf. Fensterersatzelement, vorhalten und betreiben einschl. der kontaminationsfreien Filterwechsel mit Neufilter und Filterentsorgung, nach Beendigung der Arbeiten wieder abbauen und abtransportieren.</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;">Raumluftfilteranlage (RFA) 1000 m³/h</span></p></TextOutlTxt></OutlTxt></OutlineText></CompleteText></Description></Item><Item ID="id20" RNoPart="10"><Qty>2.000</Qty><QU>St</QU><Description><CompleteText><DetailTxt><Text><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Industriestaubsauger für Sanierungsbereiche und Schleusen, mind. 250 m³/h u. 200 mbar, BIA-geprüft, Verwendungskategorie H, inkl. erforderlicher Schlauchleitungen</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;"><span style="font-size:10pt;font-family:Arial;">liefern, installieren, mit  Abluftweiterleitung ins Freie, vorhalten und betreiben inkl. fachgerechter Filterwechsel, Neufilter und Filterentsorgungen,nach Erfordernis dekontaminieren und </span><span style="font-size:10pt;text-decoration:underline ;font-family:Arial;">umsetzen</span><span style="font-size:10pt;font-family:Arial;">, nach Abschluss der Arbeiten abbauen, nach jedem Sanierungsbereich dekontaminieren und abfahren.</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;">Industriestaubsauger klein für Sanierungsbereiche und Schleuse</span></p></TextOutlTxt></OutlTxt></OutlineText></CompleteText></Description></Item><Item ID="id21" RNoPart="11"><Qty>1.000</Qty><QU>St</QU><Description><CompleteText><DetailTxt><Text><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;"><span style="font-size:10pt;font-family:Arial;">Industriestaubsauger groß für Sanierungsbereiche, mind. 950 m³/h u. 200 mbar, BIA-geprüft, Verwendungskategorie H, inkl. erforderlicher Schlauchleitungen und falls erforderlich mit Vorabscheider liefern, installieren, vorhalten und betreiben inkl. fachgerechter Filterwechsel, Neufilter und Filterentsorgungen, nach Erfordernis dekontaminieren und </span><span style="font-size:10pt;text-decoration:underline ;font-family:Arial;">umsetzen</span><span style="font-size:10pt;font-family:Arial;">, nach Abschluss der Arbeiten abbauen, dekontaminieren und abfahren.</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;">Industriestaubsauger groß für Sanierungsbereiche</span></p></TextOutlTxt></OutlTxt></OutlineText></CompleteText></Description></Item><Item ID="id22" RNoPart="12"><LumpSumItem>Yes</LumpSumItem><Qty>1.000</Qty><QU>psch</QU><Description><CompleteText><DetailTxt><Text><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Einrichten und vorhalten eines Werkstattzeltes als Schwarzbereichs zur Überarbeitung (besäumen) der Dielen vor Ort anstatt in die Werkstatt zu verbringen.</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Inklusive Aufbau, Reinigung und Abbau.</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;">Schwarzbereich Werkstatt-Zelt</span></p></TextOutlTxt></OutlTxt></OutlineText></CompleteText></Description></Item></Itemlist></BoQBody></BoQCtgy><BoQCtgy ID="id23" RNoPart="2"><LblTx><p><span>Schadstoffsanierung</span></p></LblTx><BoQBody><Itemlist><Remark ID="id24"><Description><CompleteText><DetailTxt><Text><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">In den Anstrichen von Holz- und Metallbauteilen sowie an einer verputzten Ziegelwand wurde das</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Schwermetall Blei über dem Schwellenwert (2.500 mg/kg) nachgewiesen.</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"/><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Sofern Holzbauteile demontiert und entsorgt werden sollen, sind sie gemäß Altholzverordnung in die</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Kategorie A IV einzuordnen. Sie sind als gefährlicher Abfall unter der AVV 170204* zu entsorgen.</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"/><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Eine Sanierungs- bzw. Demontageverpflichtung besteht nicht. Sofern die Bauteile überarbeitet und dafür z.B. entlackt werden sollen, müssen diese Arbeiten ohne Staubfreisetzung erfolgen (Abbeizer, Nassschleifen). Ist dies nicht möglich, ist der Bereich luftdicht abzuschotten und mit einer Raumluftfilteranlage zu versorgen. Das ausführende Personal hat mind. (Einweg-)Atemschutzmasken mit</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Partikelfilter P2 zu tragen. Der Staub ist direkt mittels Industriestaubsauger der Verwendungskategorie M</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">abzusaugen. Staub und Altanstriche sind vollständig zu erfassen, luftdicht zu verpacken und als gefährlicher Abfall unter AVV 080117* (Abfälle aus der Farb- oder Lackentfernung, die organische Lösemittel oder andere gefährliche Stoffe enthalten) zu entsorgen. Bei den Arbeiten ist die TRGS 505 zu beachten.</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"/><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Betroffen sind im Gärtnerhaus:</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">DG Flur, Umkleide</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">DG-OG Treppe &#x26; Geländer</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">OG ggf der Boden unter einer 2. Dielenlage Büro und Videowache.</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">OG-EG Treppe &#x26; Geländer</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">EG Ausstellungsräume Böden unter einer ehemaligen Lino Oberlage.</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"/><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Nicht betroffen sind:</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">OG: Die Böden im Dachraum, Teeküche und Flur sind bereits holzsichtig.</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">EG: Der Boden 054 Ausstellung ist bereits holzsichtig.</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"/><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"/><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"/></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;">Auszug aus Gutachten zur Schadstoffuntersuchung vom 4.1.2024</span></p></TextOutlTxt></OutlTxt></OutlineText></CompleteText></Description></Remark><Item ID="id25" RNoPart="1"><Qty>160.000</Qty><QU>m²</QU><Description><CompleteText><DetailTxt><Text><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Klebstoffreste auf Dielenbelag mit Spachtel entfernen, anfallendes Material entsorgen durch AN. Klebstoff nicht Phenolbelastet, Altanstriche auf Dielen sind bleibelastet.</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"/><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Bei den Arbeiten ist die TRGS 505 zu beachten.</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Arbeit erfolgt im Schwarzbereich. Entsprechende Schutzmaßnahmen, sofern nicht in der BE enthalten, sind einzukalkulieren.</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"/><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;tab-stops:75px 151px 226px 302px 378px 453px 529px 604px 680px 756px 831px 907px 982px 1058px;"><span style="font-size:10pt;font-family:Arial;">Bereich: </span><span style="font-size:10pt;mso-tab-count:1;font-family:Arial;"> </span><span style="font-size:10pt;font-family:Arial;">GÄ EG Ausstellung, Treppenhaus, Lager</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;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;font-family:Arial;">ausser R54</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;">Klebstoffreste auf Dielen entfernen</span></p></TextOutlTxt></OutlTxt></OutlineText></CompleteText></Description></Item><Item ID="id26" RNoPart="2"><Qty>10.000</Qty><QU>St</QU><Description><CompleteText><DetailTxt><Text><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Ergänzende Entnahme von Materialproben und Schadstoffanalysen für die zu bearbeitenden Bereiche.</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Erst nach Aufforderung durch die Bauleitung.</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;">Materialprobe</span></p></TextOutlTxt></OutlTxt></OutlineText></CompleteText></Description></Item><Item ID="id27" RNoPart="3"><Qty>230.000</Qty><QU>m²</QU><Description><CompleteText><ComplTSB>Yes</ComplTSB><DetailTxt><Text><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Farbentfernung bleibelasteter Altanstriche auf Dielenfußboden durch Abbeizen oder ähnliches Verfahren ohne Staubentwicklung um die Kontamination benachbarter Bereiche zu vermeiden. Vorbereitende Maßnahme für nachfolgende Schleifarbeiten.</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"/><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Bei den Arbeiten ist die TRGS 505 zu beachten.</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Arbeit erfolgt im Schwarzbereich. Entsprechende Schutzmaßnahmen, sofern nicht in der BE enthalten, sind einzukalkulieren.</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"/><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Vor Ort anfallendes Material ist in bauseits gestellte Container für Schadstoffe zu entsorgen, Transportweg ca 50m.</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"/><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"/><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"/><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"/></Text><TextComplement MarkLbl="11" Kind="Bidder"><ComplCaption><span style="font-family:Arial;font-size:10pt;">angebotenes Verfahren: </span></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:283pt;font-size:10pt;"/><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"/><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;tab-stops:75px 151px 226px 302px 378px 453px 529px 604px 680px 756px 831px 907px 982px 1058px;"><span style="font-size:10pt;font-family:Arial;">Bereich: </span><span style="font-size:10pt;mso-tab-count:1;font-family:Arial;"> </span><span style="font-size:10pt;font-family:Arial;">GÄ EG </span><span style="font-size:10pt;mso-tab-count:1;font-family:Arial;"> </span><span style="font-size:10pt;font-family:Arial;">Ausstellung ausser R 54,</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;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;mso-tab-count:1;font-family:Arial;"> </span><span style="font-size:10pt;font-family:Arial;">Treppenhaus, Lager,</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;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;font-family:Arial;">GÄ OG </span><span style="font-size:10pt;mso-tab-count:1;font-family:Arial;"> </span><span style="font-size:10pt;font-family:Arial;">Büro, Videowache (untere Lage)</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;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;font-family:Arial;">GÄ DG </span><span style="font-size:10pt;mso-tab-count:1;font-family:Arial;"> </span><span style="font-size:10pt;font-family:Arial;">Flur, Umkleide</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"/></Text></DetailTxt><OutlineText><OutlTxt><TextOutlTxt><p style="width:481pt;margin-top:0pt;margin-bottom:0pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Farbentfernung Dielenboden, Altanstriche bleibelastet</span></p></TextOutlTxt></OutlTxt></OutlineText></CompleteText></Description></Item><Item ID="id28" RNoPart="4"><Qty>330.000</Qty><QU>lfdm</QU><Description><CompleteText><DetailTxt><Text><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Vorhandene Sockelleisten mit bleibelasteten Anstrichen aufnehmen. Musterstücke für jedes variierenden Profil sichern und Standort dokumentieren. Annahme 5 Stück, je 50cm. Muster dokumentieren und einlagern in Materialcontainer auf der Baustelle.</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"/><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Restliches schadstoffbelastetes Material in bauseits gestellte Container verbringen, Transportweg ca 50m.</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;">Sockelleisten ausbauen, GE, GÄ</span></p></TextOutlTxt></OutlTxt></OutlineText></CompleteText></Description></Item><Remark ID="id29"><Description><CompleteText><DetailTxt><Text><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Die Altanstriche der Treppen und Geländer sowie von Holzbekleidungen sind bleibelastet.</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"/><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Für alle Arbeiten an den betroffenen Holzoberflächen ist auf die Einhaltung der Arbeitsschutzvorschriften im Umgang mit bleihaltigen Produkten nach TRGS 505 zu achten. Ensprechende Schutzkleidung für die Mitarbeiter ist in die Positionen mit einzukalkulieren.</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Die Arbeiten dienen auch als Vorleistung für das Gewerk Maler Anstrich Treppe, damit nur einmal ein Schwarzbereich eingerichtet werden muss!</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"/><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Anfallendes Material ist in bauseitige Container zu verbringen, Transportweg ca 50m.</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"/><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Die Treppen liegen im Gärtnerhaus, die Treppe EG-OG ist viertelgewendelt, die Treppe OG-DG ist halbgewendelt mit kleinem Podest.</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;">Treppen Gärtnerhaus, Anstriche bleibelastet</span></p></TextOutlTxt></OutlTxt></OutlineText></CompleteText></Description></Remark><Item ID="id30" RNoPart="5"><Qty>38.000</Qty><QU>St</QU><Description><CompleteText><DetailTxt><Text><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Farbentfernung bleibelasteter Altanstriche durch Abbeizen oder ähnliches Verfahren ohne Staubentwicklung um die Kontamination benachbarter Bereiche zu vermeiden.</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Einschließlich nachträgliches anschleifen der Flächen bis zum Erreichen eines glatten, tragfähigen und malerfertigen Untergrundes als Vorleistung im Schwarzbereich für das Gewerk Malerarbeiten.</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"/><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Bei den Arbeiten ist die TRGS 505 zu beachten.</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Arbeit erfolgt im Schwarzbereich. Entsprechende Schutzmaßnahmen, sofern nicht in der BE enthalten, sind einzukalkulieren.  </span></p><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"/><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Farbentfernung an Stufen, bestehend aus einer Trittstufe mit Unterschnitt und gerundeter Stufenvorderkante, dunkelbraun und einer Stellstufe mit profilierter Ansicht, kassetiert, weiß.</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"/><p style="margin-top:0pt;margin-bottom:0pt;width:278pt;tab-stops:75px 151px 226px 302px 378px 453px 529px 604px 680px 756px 831px 907px 982px 1058px;"><span style="font-size:10pt;font-family:Arial;">Breite:</span><span style="font-size:10pt;mso-tab-count:1;font-family:Arial;"> </span><span style="font-size:10pt;font-family:Arial;">bis 110 cm</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:278pt;tab-stops:75px 151px 226px 302px 378px 453px 529px 604px 680px 756px 831px 907px 982px 1058px;"><span style="font-size:10pt;font-family:Arial;">Steigung: </span><span style="font-size:10pt;mso-tab-count:1;font-family:Arial;"> </span><span style="font-size:10pt;font-family:Arial;">S / A = 18,5/27 cm</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:278pt;font-size:10pt;"/><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;tab-stops:75px 151px 226px 302px 378px 453px 529px 604px 680px 756px 831px 907px 982px 1058px;"><span style="font-size:10pt;font-family:Arial;">Bereich:  </span><span style="font-size:10pt;mso-tab-count:1;font-family:Arial;"> </span><span style="font-size:10pt;font-family:Arial;">GÄ Treppe EG-OG, viertelgewendelt</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;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;font-family:Arial;">GÄ Treppe OG-DG, halbgewendelt</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;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;font-family:Arial;">GÄ Tritte vor Terrassentüren</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"/><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Abrechnung nach Anzahl Stufen</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">1 Podeststufe enthalten!</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"/><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;"><span style="font-size:10pt;font-family:Arial;"/><image Encoding="base64" Type="image/jpeg" width="357">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</image></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;">Farbentfernung Stufen</span></p></TextOutlTxt></OutlTxt></OutlineText></CompleteText></Description></Item><Item ID="id31" RNoPart="6"><Qty>14.000</Qty><QU>lfm</QU><Description><CompleteText><DetailTxt><Text><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Farbentfernung bleibelasteter Altanstriche wie zuvor beschrieben, jedoch auf Wangen:</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Wangen (BxH ca 6x30cm) unterhalb von Stufen(aufgesattelt/ gezahnt).</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Bereich Wandanschluss: Hier sind unterseitig 2 Flächen/Seiten zu bearbeiten, oberseitig ist eine parallel zum Stufenverlauf anliegende profilierten Sockelleiste zu bearbeiten.</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Bereich Treppenauge: Hier sind 3 Flächen/Seiten zu bearbeiten, der untere Wangenabschluss ist profiliert. Eckübergänge sind gerundet. Inklusive Profilierter Leiste parallel zum Stufenverlauf am Übergang Wange/Stufe.  </span></p><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Inklusive erforderlicher Rüsthilfe mobil, für Treppen geeignet.</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"/><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;tab-stops:75px 151px 226px 302px 378px 453px 529px 604px 680px 756px 831px 907px 982px 1058px;"><span style="font-size:10pt;font-family:Arial;">Abwicklung :</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;">Insgesamt  über beide Wangen </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;mso-tab-count:1;font-family:Arial;"> </span><span style="font-size:10pt;font-family:Arial;">gerechnet, ca 120cm</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"/><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Abrechnung nach äusserer Lauflinie (Wand) im Grundriss</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;"><span style="font-size:10pt;font-family:Arial;"/><image Encoding="base64" Type="image/jpeg" width="357">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</image></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;">Farbentfernung Wangen</span></p></TextOutlTxt></OutlTxt></OutlineText></CompleteText></Description></Item><Item ID="id32" RNoPart="7"><Qty>36.000</Qty><QU>St</QU><Description><CompleteText><DetailTxt><Text><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Farbentfernung bleibelasteter Altanstriche wie zuvor beschrieben, jedoch auf der Treppenuntersicht:</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:278pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Trittstufen stehen rückseitig über die Setzstufen hinaus, Stufenrückkante leicht profiliert.</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Inklusive erforderlicher Rüsthilfe mobil, für Treppen geeignet.</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"/><p style="margin-top:0pt;margin-bottom:0pt;width:278pt;tab-stops:75px 151px 226px 302px 378px 453px 529px 604px 680px 756px 831px 907px 982px 1058px;"><span style="font-size:10pt;font-family:Arial;">Breite:</span><span style="font-size:10pt;mso-tab-count:1;font-family:Arial;"> </span><span style="font-size:10pt;font-family:Arial;">bis 110 cm</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:278pt;tab-stops:75px 151px 226px 302px 378px 453px 529px 604px 680px 756px 831px 907px 982px 1058px;"><span style="font-size:10pt;font-family:Arial;">Steigung: </span><span style="font-size:10pt;mso-tab-count:1;font-family:Arial;"> </span><span style="font-size:10pt;font-family:Arial;">S / A = 18,5/27 cm</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"/><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Abrechnung nach Anzahl Stufen</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">1 Podeststufe enthalten!</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;">Farbentfernung Treppenuntersicht</span></p></TextOutlTxt></OutlTxt></OutlineText></CompleteText></Description></Item><Item ID="id33" RNoPart="8"><Qty>20.000</Qty><QU>lfm</QU><Description><CompleteText><DetailTxt><Text><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Farbentfernung bleibelasteter Altanstriche wie zuvor beschrieben, jedoch am Geländer bestehend aus:</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"/><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;tab-stops:75px 151px 226px 302px 378px 453px 529px 604px 680px 756px 831px 907px 982px 1058px;"><span style="font-size:10pt;font-family:Arial;">Handlauf:</span><span style="font-size:10pt;mso-tab-count:1;font-family:Arial;"> </span><span style="font-size:10pt;font-family:Arial;">Omega-Form, dunkelbraun</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;tab-stops:75px 151px 226px 302px 378px 453px 529px 604px 680px 756px 831px 907px 982px 1058px;"><span style="font-size:10pt;font-family:Arial;">Untergurt:</span><span style="font-size:10pt;mso-tab-count:1;font-family:Arial;"> </span><span style="font-size:10pt;font-family:Arial;">mit Profilierung, weiß</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;tab-stops:75px 151px 226px 302px 378px 453px 529px 604px 680px 756px 831px 907px 982px 1058px;"><span style="font-size:10pt;font-family:Arial;">Staketen:</span><span style="font-size:10pt;mso-tab-count:1;font-family:Arial;"> </span><span style="font-size:10pt;font-family:Arial;">gedrechselt  (Æ50 mm) mit Quaderung und </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;">Kugeln, weiß, Achsmaß ca 15cm</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;tab-stops:75px 151px 226px 302px 378px 453px 529px 604px 680px 756px 831px 907px 982px 1058px;"><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;">ca. 90 cm</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"/><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Hinweis: Zusätzlich zu den eingebauten Elementen sind 2 Geläderteile aus dem Obergeschoss vor Ort eingelagert für den Wiedereinbau, diese sind mit zu bearbeiten.</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"/><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Abrechnung nach Längenmaß Handlauf.</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"/></Text></DetailTxt><OutlineText><OutlTxt><TextOutlTxt><p style="width:481pt;margin-top:0pt;margin-bottom:0pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Farbentfernung Treppengeländer</span></p></TextOutlTxt></OutlTxt></OutlineText></CompleteText></Description></Item><Item ID="id34" RNoPart="9"><Qty>5.000</Qty><QU>St</QU><Description><CompleteText><DetailTxt><Text><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Farbentfernung bleibelasteter Altanstriche wie zuvor beschrieben, jedoch an Endpfosten und Krümmling des Geländers, teilweise kanneliert.</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"/><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;tab-stops:75px 151px 226px 302px 378px 453px 529px 604px 680px 756px 831px 907px 982px 1058px;"><span style="font-size:10pt;font-family:Arial;">Abwicklung:</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;">bis 1m</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;tab-stops:75px 151px 226px 302px 378px 453px 529px 604px 680px 756px 831px 907px 982px 1058px;"><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;mso-tab-count:1;font-family:Arial;"> </span><span style="font-size:10pt;font-family:Arial;">ca 90 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;">Farbentfernung Pfosten / Krümmling</span></p></TextOutlTxt></OutlTxt></OutlineText></CompleteText></Description></Item><Item ID="id35" RNoPart="10"><Qty>1.000</Qty><QU>St</QU><Description><CompleteText><DetailTxt><Text><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Farbentfernung bleibelasteter Altanstriche wie zuvor beschrieben, jedoch auf der Stütze im Erdgeschoss, mit  8-eckiger Grundform, einem Kapitell sowie 3 profilierten Friesen. Im Sockelbereich bis 1m etwas breiter.</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"/><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;tab-stops:75px 151px 226px 302px 378px 453px 529px 604px 680px 756px 831px 907px 982px 1058px;"><span style="font-size:10pt;font-family:Arial;">Abwicklung:</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 80cm</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;tab-stops:75px 151px 226px 302px 378px 453px 529px 604px 680px 756px 831px 907px 982px 1058px;"><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;mso-tab-count:1;font-family:Arial;"> </span><span style="font-size:10pt;font-family:Arial;">ca 2,27cm</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;"><span style="font-size:10pt;font-family:Arial;"/><image Encoding="base64" Type="image/jpeg" width="119">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</image></p><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"/><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"/><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"/></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;">Farbentfernung Stütze Treppe EG</span></p></TextOutlTxt></OutlTxt></OutlineText></CompleteText></Description></Item><Item ID="id36" RNoPart="11"><Qty>7.000</Qty><QU>lfdm</QU><Description><CompleteText><DetailTxt><Text><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Farbentfernung bleibelasteter Altanstriche wie zuvor beschrieben, jedoch hier Holzbekleidung der Deckenkante im Treppenauge mit profiliertem oberen Abschluss zur Wand, glatter Fläche im Deckenbereich und glatter Leiste an der Unterseite der Decke.</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Inklusive erforderlicher Rüsthilfe mobil, für Treppen geeignet.</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"/><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;tab-stops:75px 151px 226px 302px 378px 453px 529px 604px 680px 756px 831px 907px 982px 1058px;"><span style="font-size:10pt;font-family:Arial;">Abwicklung:</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;">bis 50cm</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;">Farbentfernung  Deckenrand Bekleidung</span></p></TextOutlTxt></OutlTxt></OutlineText></CompleteText></Description></Item><Item ID="id37" RNoPart="12"><Qty>20.000</Qty><QU>m²</QU><Description><CompleteText><DetailTxt><Text><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Farbentfernung bleihaltiger Anstriche wie zuvor beschrieben, jedoch von Holzbekleidungen an Decken oder Einhausungen mit Fugen NF oder Deckleisten.</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"/><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">In Kleinflächen, Abrechnung nach m2</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"/><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;tab-stops:75px 151px 226px 302px 378px 453px 529px 604px 680px 756px 831px 907px 982px 1058px;"><span style="font-size:10pt;font-family:Arial;">Bereich: </span><span style="font-size:10pt;mso-tab-count:1;font-family:Arial;"> </span><span style="font-size:10pt;font-family:Arial;">GÄ EG WC Decke,</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;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;font-family:Arial;">GÄ EG Treppenbekleidung</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;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;font-family:Arial;">TH Kasse</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"/></Text></DetailTxt><OutlineText><OutlTxt><TextOutlTxt><p style="width:481pt;margin-top:0pt;margin-bottom:0pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Holzbekleidungen, bleihaltige Anstrich entfernen</span></p></TextOutlTxt></OutlTxt></OutlineText></CompleteText></Description></Item></Itemlist></BoQBody></BoQCtgy></BoQBody></BoQCtgy><BoQCtgy ID="id38" RNoPart="2"><LblTx><p><span>Baustelleinrichtung</span></p></LblTx><BoQBody><Itemlist><Item ID="id39" RNoPart="1"><LumpSumItem>Yes</LumpSumItem><Qty>1.000</Qty><QU>psch</QU><Description><CompleteText><DetailTxt><Text><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Baustelleneinrichtung für den eigenen Bedarf für die Durchführung sämtlicher Leistungen, welche in den Folgepositionen beschrieben werden.</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"/><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Folgende Leistungen sind mindestens einzukalkulieren (kein Anspruch auf Vollständigkeit):</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"/><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">-Baustellenbeleuchtung für den eigenen Bedarf</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">-Maschinen, Geräte, Werkzeuge</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">-Leitern und Bockrüstung o.ä. für hinreichend erreichbare Arbeitsbereiche (bis 4,00 m)</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">-Einrichtungen für den Materialtransport für den</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">eigenen Leistungsumfang (z.B. Schrägaufzug, Kleinkran, Seilwinde etc., Aufstellflächen hierfür sind mit der Bauleitung</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">abzustimmen)</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">-Persönliche Schutzausrüstung für eigene Bedienstete</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"/><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Aufstellmöglichkeiten für Lager- und Aufenthaltscontainer sind auf dem Grundstück gegeben (Untergrund Schotter). Es stehen nicht überdachte Lagerflächen zur Verfügung.</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"/><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Folgende Leistungen der Baustelleneinrichtung werden</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">bauseits gestellt und sind daher NICHT in den</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Pauschalpreis einzurechnen:</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"/><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">- Freimachen des Baugeländes</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">- Baustraßen, Bauwege</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">- Bau-WC</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">- Baustrom, Bauwasser</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">- Mannschaftscontainer 1 Stk.</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">- Schwarz-Weiß-Container</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">- Besprechungscontainer</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">- Gerüste inkl. Fangrüstungen außerhalb und innerhalb von Gebäuden einschl. Geländer, ausgenommen sind über Leitern hinreichend erreichbare Arbeitsbereiche</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"/><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Bei Stellung von firmeneigenen Personalcontainern mit Stromanschluss ist der Strombedarf zuvor mit der Bauüberwachung abzustimmen.</span></p></Text></DetailTxt><OutlineText><OutlTxt><TextOutlTxt><p style="width:481pt;margin-top:0pt;margin-bottom:0pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Baustelleneinrichtung</span></p></TextOutlTxt></OutlTxt></OutlineText></CompleteText></Description></Item><Item ID="id40" RNoPart="2"><Qty>12.000</Qty><QU>St/M</QU><Description><CompleteText><DetailTxt><Text><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Baustellenrichtung für den eigenen Bedarf über die Dauer der Bauzeit vorhalten</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;tab-stops:75px 151px 226px 302px 378px 453px 529px 604px 680px 756px 831px 907px 982px 1058px;"><span style="font-size:10pt;font-family:Arial;">Vorhaltedauer:</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;">12 Monate</span></p></Text></DetailTxt><OutlineText><OutlTxt><TextOutlTxt><p style="width:481pt;margin-top:0pt;margin-bottom:0pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Baustelleneinrichtung Vorhaltung</span></p></TextOutlTxt></OutlTxt></OutlineText></CompleteText></Description></Item></Itemlist></BoQBody></BoQCtgy><BoQCtgy ID="id41" RNoPart="3"><LblTx><p><span>Bodenbeläge Dielen</span></p></LblTx><BoQBody><Itemlist><Remark ID="id42"><Description><CompleteText><DetailTxt><Text><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Gärtnerhaus:</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"/><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Der Dielen-Boden im Erdgeschoss (155m2) ist teilweise mit bleibelasteten Altanstrichen versehen und soll zukünftig holzsichtig sein.</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"/><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Im Erd- und Obergeschoss allgemein und im Dachgeschoss Flur und Umkleide werden die vorhandenen Dielenböden aufgearbeitet und bei Erfordernis in Teilen erneuert.</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"/><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">In den Dachräumen und Dachabseiten wird die alte Dielung nicht aufgearbeitet, hier wird durch das Gewerk Zimmermann eine Dachboden-Dämmung ergänzt.</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Teilweise wurden durch das Gewerk Zimmermann alte Dielen aufgenommen zur statischen Ertüchtigung der Deckenbalken.</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"/><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Hinweis zur Abschnittsweisen Ausführung:  </span></p><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Eine Unterbrechung der Ausführung zwischen Schadstoffsanierung Böden und Endbehandlung der Oberflächen ist mit in die Preise einzukalkulieren. Unterbrechung für Putzarbeiten und TGA-Installationen erforderlich.</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"/><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Bodenaufbauten:</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"/><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;text-decoration:underline ;"><span style="font-family:Arial;font-size:10pt;">Boden DG </span></p><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;tab-stops:75px 151px 226px 302px 378px 453px 529px 604px 680px 756px 831px 907px 982px 1058px;"><span style="font-size:10pt;font-family:Arial;">Dielung </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 27mm, Breite ca 137mm</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;tab-stops:75px 151px 226px 302px 378px 453px 529px 604px 680px 756px 831px 907px 982px 1058px;"><span style="font-size:10pt;font-family:Arial;">Deckenbalken</span><span style="font-size:10pt;mso-tab-count:1;font-family:Arial;"> </span><span style="font-size:10pt;font-family:Arial;">20x24cm, Achsmaß ca 100-115cm</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Einschubdecke mit Schüttung auf Stakung mit Nuten</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;tab-stops:75px 151px 226px 302px 378px 453px 529px 604px 680px 756px 831px 907px 982px 1058px;"><span style="font-size:10pt;font-family:Arial;">Unterdecke</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;">Rohrputz</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"/><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Altanstriche mit Bleibelastung in Flur und Umkleide</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"/><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;text-decoration:underline ;"><span style="font-family:Arial;font-size:10pt;">Boden OG</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;tab-stops:75px 151px 226px 302px 378px 453px 529px 604px 680px 756px 831px 907px 982px 1058px;"><span style="font-size:10pt;font-family:Arial;">Dielung </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 27mm, Breite min 182mm</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;tab-stops:75px 151px 226px 302px 378px 453px 529px 604px 680px 756px 831px 907px 982px 1058px;"><span style="font-size:10pt;font-family:Arial;">Deckenbalken</span><span style="font-size:10pt;mso-tab-count:1;font-family:Arial;"> </span><span style="font-size:10pt;font-family:Arial;">20x24cm, Achsmaß ca 100-115cm</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Einschubdecke mit Schüttung auf Stakung mit Nuten</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;tab-stops:75px 151px 226px 302px 378px 453px 529px 604px 680px 756px 831px 907px 982px 1058px;"><span style="font-size:10pt;font-family:Arial;">Unterdecke</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;">Rohrputz</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"/><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Altanstriche mit Bleibelastung in Büro und Videowache</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"/><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;text-decoration:underline ;"><span style="font-family:Arial;font-size:10pt;">Boden EG</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;tab-stops:75px 151px 226px 302px 378px 453px 529px 604px 680px 756px 831px 907px 982px 1058px;"><span style="font-size:10pt;font-family:Arial;">Dielung </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 27mm, Breite min 182mm</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;tab-stops:75px 151px 226px 302px 378px 453px 529px 604px 680px 756px 831px 907px 982px 1058px;"><span style="font-size:10pt;font-family:Arial;">Traglattung </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 12x12cm</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Schüttung Bestand</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Gewölbedecke Keller</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"/><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Altanstriche mit Bleibelastung auf allen Dielen ausser</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">R 54 Ausstellung</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"/><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"/><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"/></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;">Gärtnerhaus Bodenarbeiten</span></p></TextOutlTxt></OutlTxt></OutlineText></CompleteText></Description></Remark><Remark ID="id43"><Description><CompleteText><DetailTxt><Text><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"/></Text></DetailTxt><OutlineText><OutlTxt><TextOutlTxt><p style="width:481pt;margin-top:0pt;margin-bottom:0pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Vorbereitende Arbeiten</span></p></TextOutlTxt></OutlTxt></OutlineText></CompleteText></Description></Remark><Item ID="id44" RNoPart="1"><Qty>40.000</Qty><QU>m²</QU><Description><CompleteText><DetailTxt><Text><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Dielenbelag behutsam aufnehmen, Nägel in Deckenbalken und Dielenbelag restlos entfernen und entsorgen.</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Wiederverwertbare Dielung seitlich lagern für den Wiedereinbau.</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"/><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;tab-stops:75px 151px 226px 302px 378px 453px 529px 604px 680px 756px 831px 907px 982px 1058px;"><span style="font-size:10pt;font-family:Arial;">Dielen:</span><span style="font-size:10pt;mso-tab-count:1;font-family:Arial;"> </span><span style="font-size:10pt;font-family:Arial;">d ca 25-28mm</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;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;font-family:Arial;">b ca 200mm</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;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;font-family:Arial;">l  bis ca 5m</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"/><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;tab-stops:75px 151px 226px 302px 378px 453px 529px 604px 680px 756px 831px 907px 982px 1058px;"><span style="font-size:10pt;font-family:Arial;">Bereich:</span><span style="font-size:10pt;mso-tab-count:1;font-family:Arial;"> </span><span style="font-size:10pt;font-family:Arial;">GE Wohnen / Küche auf ca 1,20m Streifen zur </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;">Kontrolle der Balkenköpfe</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;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;font-family:Arial;">GÄ OG Flur für Installationen Elektro</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;">Dielen aufnehmen, seitlich lagern</span></p></TextOutlTxt></OutlTxt></OutlineText></CompleteText></Description></Item><Item ID="id45" RNoPart="2"><Qty>60.000</Qty><QU>m²</QU><Description><CompleteText><DetailTxt><Text><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Behutsamer Rückbau einer doppelten Dielenlage über den historischen Dielen. Nägel in unterem Dielenbelag restlos entfernen und entsorgen.</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Inklusive fachgerechte Entsorgung des anfallendes Materials durch den AN.</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"/><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;tab-stops:75px 151px 226px 302px 378px 453px 529px 604px 680px 756px 831px 907px 982px 1058px;"><span style="font-size:10pt;font-family:Arial;">Bereich: </span><span style="font-size:10pt;mso-tab-count:1;font-family:Arial;"> </span><span style="font-size:10pt;font-family:Arial;">GÄ OG Büro &#x26; Videowache</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;">2. Lage Dielen aufnehmen</span></p></TextOutlTxt></OutlTxt></OutlineText></CompleteText></Description></Item><Item ID="id46" RNoPart="3"><Qty>190.000</Qty><QU>m²</QU><Description><CompleteText><DetailTxt><Text><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Schutzlagen (Spanplatte 5mm oder OSB 15mm)</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">über vorhandener Dielung aufnehmen.</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Inklusive fachgerechte Entsorgung des anfallendes Materials durch den AN.</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"/><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;tab-stops:75px 151px 226px 302px 378px 453px 529px 604px 680px 756px 831px 907px 982px 1058px;"><span style="font-size:10pt;font-family:Arial;">Bereich: </span><span style="font-size:10pt;mso-tab-count:1;font-family:Arial;"> </span><span style="font-size:10pt;font-family:Arial;">GÄ DG Umkleide, Flur</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;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;font-family:Arial;">GÄ OG Teeküche, FLur, Treppenhaus, Dachb.</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;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;font-family:Arial;">GÄ EG Lager, Treppenhaus, 54 Ausstellung</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;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;font-family:Arial;">GE OG Wohnen, Küche</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"/><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"/></Text></DetailTxt><OutlineText><OutlTxt><TextOutlTxt><p style="width:481pt;margin-top:0pt;margin-bottom:0pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Schutzlagen aufnehmen</span></p></TextOutlTxt></OutlTxt></OutlineText></CompleteText></Description></Item><Item ID="id47" RNoPart="4"><Qty>6.000</Qty><QU>lfdm</QU><Description><CompleteText><DetailTxt><Text><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Lieferung und Abbund von Lagerhölzern aus KVH 6 x10cm.</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Herstellen einer fluchtrechten Unterkonstruktion für die nachfolgende Dielung durch nivellierte Anlaschung an vorhandene Deckenbalken im Bereich eines zu schließenden Treppenlochs. (Treppenloch ca 2,7x1m)</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Die Höhe der Hölzer ist je nach Lage der Staakung (Gewerk Zimmermann) ggf anzupassen.</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"/><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;tab-stops:75px 151px 226px 302px 378px 453px 529px 604px 680px 756px 831px 907px 982px 1058px;"><span style="font-size:10pt;font-family:Arial;">Lagerhölzer </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;">KVH = 6 x10cm</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"/><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;tab-stops:75px 151px 226px 302px 378px 453px 529px 604px 680px 756px 831px 907px 982px 1058px;"><span style="font-size:10pt;font-family:Arial;">Bereich: </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;">GE OG Küche ehemaliges Treppenauge</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"/></Text></DetailTxt><OutlineText><OutlTxt><TextOutlTxt><p style="width:481pt;margin-top:0pt;margin-bottom:0pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Lagerhölzer, KVH 6x10cm</span></p></TextOutlTxt></OutlTxt></OutlineText></CompleteText></Description></Item><Item ID="id48" RNoPart="5"><Qty>40.000</Qty><QU>lfdm</QU><Description><CompleteText><DetailTxt><Text><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Lieferung und Abbund von Lagerhölzern  aus KVH 8x4cm.</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Herstellen einer fluchtrechten Unterkonstruktion für die nachfolgende Dielung.</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Im Bereich Boden Gehilfenhaus, auflegen der Lattung auf zementgebundene Blähtonschüttung (ges. Position), Ausdämmung mit Holzfaser in ges. Position.</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"/><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;tab-stops:75px 151px 226px 302px 378px 453px 529px 604px 680px 756px 831px 907px 982px 1058px;"><span style="font-size:10pt;font-family:Arial;">Lagerhölzer </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;">BxH= 80x40mm</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;tab-stops:75px 151px 226px 302px 378px 453px 529px 604px 680px 756px 831px 907px 982px 1058px;"><span style="font-size:10pt;font-family:Arial;">Achsmaß</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 50cm</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"/><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;tab-stops:75px 151px 226px 302px 378px 453px 529px 604px 680px 756px 831px 907px 982px 1058px;"><span style="font-size:10pt;font-family:Arial;">Bereich: </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;">GE OG Flur, Kammer Detail GE305/301</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;">Lagerhölzer, KVH 8x4cm</span></p></TextOutlTxt></OutlTxt></OutlineText></CompleteText></Description></Item><Item ID="id49" RNoPart="6"><Qty>13.000</Qty><QU>lfdm</QU><Description><CompleteText><DetailTxt><Text><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Lieferung und Abbund einer Lattung aus KVH 4x3cm.</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Herstellen einer fluchtrechten Unterkonstruktion für die nachfolgende Dielung, als Wandbekleidung.</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Montage auf Holzständerwerk (bauseits durch Gewerk Zimmermann).</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"/><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;tab-stops:75px 151px 226px 302px 378px 453px 529px 604px 680px 756px 831px 907px 982px 1058px;"><span style="font-size:10pt;font-family:Arial;">Lagerhölzer </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;">BxH= 40x30mm</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;tab-stops:75px 151px 226px 302px 378px 453px 529px 604px 680px 756px 831px 907px 982px 1058px;"><span style="font-size:10pt;font-family:Arial;">Achsmaß</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 50cm</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"/><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;tab-stops:75px 151px 226px 302px 378px 453px 529px 604px 680px 756px 831px 907px 982px 1058px;"><span style="font-size:10pt;font-family:Arial;">Bereich: </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;">GÄ EG Lager Abkofferung zum Keller </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;">(Wand Bereich Detail GÄ308)</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;">Lattung, KVH 3x4cm  (Wandbereich)</span></p></TextOutlTxt></OutlTxt></OutlineText></CompleteText></Description></Item><Item ID="id50" RNoPart="7"><Qty>30.000</Qty><QU>m²</QU><Description><CompleteText><DetailTxt><Text><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Lieferung neuer Dielenbretter aus Kiefernholz, für Ergänzung vorhandener Dielenbeläge, Ausführung in Nut und Feder.</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Material- und Anlieferung, Einbau gesondert!</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"/><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;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;">Kiefer</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;tab-stops:75px 151px 226px 302px 378px 453px 529px 604px 680px 756px 831px 907px 982px 1058px;"><span style="font-size:10pt;font-family:Arial;">Breiten:</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;">Standardbreite mind. 182 mm</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;tab-stops:75px 151px 226px 302px 378px 453px 529px 604px 680px 756px 831px 907px 982px 1058px;"><span style="font-size:10pt;font-family:Arial;">Einzellängen:</span><span style="font-size:10pt;mso-tab-count:1;font-family:Arial;"> </span><span style="font-size:10pt;font-family:Arial;">3,5-5m</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;tab-stops:75px 151px 226px 302px 378px 453px 529px 604px 680px 756px 831px 907px 982px 1058px;"><span style="font-size:10pt;font-family:Arial;">Stärke:</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;">27 mm</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;tab-stops:75px 151px 226px 302px 378px 453px 529px 604px 680px 756px 831px 907px 982px 1058px;"><span style="font-size:10pt;font-family:Arial;">Sortierung:</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;">A</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;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;">vorgeschliffen, unbehandelt</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"/><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;tab-stops:75px 151px 226px 302px 378px 453px 529px 604px 680px 756px 831px 907px 982px 1058px;"><span style="font-size:10pt;font-family:Arial;">Bereich:</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;">GE OG Flur, Kammer, Küche (Treppe)</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;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;">GÄ (ohne Dachabseiten) Ersatz für </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;">geschädigte Dielen Schätzung 5%</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"/><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Hinweis: Bestellung erst nach örtlicher Ermittlung des tatsächlichen Fehlbedarfs.</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;">Dielen Ersatz, Kiefer, Breite min 182mm</span></p></TextOutlTxt></OutlTxt></OutlineText></CompleteText></Description></Item><Item ID="id51" RNoPart="8"><Qty>40.000</Qty><QU>m²</QU><Description><CompleteText><DetailTxt><Text><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Einbau alter und neuer Dielen, Abrechnung für den Wiedereinbau und den Ersatzeinbau.</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"/><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Montage auf Lagerhölzern oder Deckenbalken, Massivdiele, Nut &#x26; Feder, unsichtbar verschraubt.</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">In den Einheitspreis sind die Anpassung an flankierende, vertikale Bauteile, insbesondere in den Fensternischen sowie die Aushöhung bis 25 mm einzukalkulieren.</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"/><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;tab-stops:75px 151px 226px 302px 378px 453px 529px 604px 680px 756px 831px 907px 982px 1058px;"><span style="font-size:10pt;font-family:Arial;">Bereich: </span><span style="font-size:10pt;mso-tab-count:1;font-family:Arial;"> </span><span style="font-size:10pt;font-family:Arial;">GÄ OG Flur</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;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;font-family:Arial;">GE OG Flur, Kammer, Küche (Treppe)</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;">Dielen verlegen</span></p></TextOutlTxt></OutlTxt></OutlineText></CompleteText></Description></Item><Item ID="id52" RNoPart="9"><Qty>20.000</Qty><QU>m²</QU><Description><CompleteText><DetailTxt><Text><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Dielung im Bereich freigelegter Balkenköpfe wieder einsetzten, Material seitlich lagernd.</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Kiefer Breite bis 25 cm, Verlegung Nut und Feder, unsichtbar verschraubt, inkl. Anarbeitung an flankierende Bauteile, wie Fensternischen und Schächte sowie Höhenausgleich bis 25 mm. Dielenstärke Bestand ca. 30 mm</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Als Kleinflächen.</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"/><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;tab-stops:75px 151px 226px 302px 378px 453px 529px 604px 680px 756px 831px 907px 982px 1058px;"><span style="font-size:10pt;font-family:Arial;">Bereich:</span><span style="font-size:10pt;mso-tab-count:1;font-family:Arial;"> </span><span style="font-size:10pt;font-family:Arial;">GE OG Wohnen und Küche</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;">Dielen verlegen, Kleinflächen</span></p></TextOutlTxt></OutlTxt></OutlineText></CompleteText></Description></Item><Item ID="id53" RNoPart="10"><Qty>20.000</Qty><QU>m²</QU><Description><CompleteText><DetailTxt><Text><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Vorhandenen Dielenfußboden, Kiefer, in Kleinflächen ausbessern - nach Abstimmung mit der Bauleitung.</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Hinweis: Diese Position ist für Bereiche vorgesehen, die nicht für Installationen vorab ausgebaut werden müssen, also grundsätzlich im Bestand erhalten bleiben sollen, betrifft Kleinflächen!  </span></p><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"/><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Geschädigte Dielen aufnehmen, Nägel restlos von Deckenbalken entfernen, neue Dielen passend zum Bestand flächenbündig einsetzten. Material gesondert.</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Inklusive Entsorgung von anfallendem (unbelastetem) Material durch den AN. Die historische Dielung ist hier teilweise noch verdeckt und soll wieder hergestellt werden, Aufwand erst nach freilegen der Flächen sichtbar.</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"/><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;tab-stops:75px 151px 226px 302px 378px 453px 529px 604px 680px 756px 831px 907px 982px 1058px;"><span style="font-size:10pt;font-family:Arial;">Bereiche: </span><span style="font-size:10pt;mso-tab-count:1;font-family:Arial;"> </span><span style="font-size:10pt;font-family:Arial;">GÄ DG , Umkleide und Flur</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;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;font-family:Arial;">GÄ OG, Teeküche, Büros, Treppenraum</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;">Menge geschätzt 10%</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;">Dielenboden ausbessern, Kleinflächen</span></p></TextOutlTxt></OutlTxt></OutlineText></CompleteText></Description></Item><Item ID="id54" RNoPart="11"><Qty>20.000</Qty><QU>St</QU><Description><CompleteText><DetailTxt><Text><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Bohrlöcher in Dielenbrettern bis 20 mm Durchmesser mit Holzstopfen verschließen, Bohrloch nach Erfordernis mit Forstnerbohrer sauber vergößern.</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;">Löcher bis 20 mm in Dielen schließen</span></p></TextOutlTxt></OutlTxt></OutlineText></CompleteText></Description></Item><Remark ID="id55"><Description><CompleteText><DetailTxt><Text><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"/></Text></DetailTxt><OutlineText><OutlTxt><TextOutlTxt><p style="width:481pt;margin-top:0pt;margin-bottom:0pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Oberflächen</span></p></TextOutlTxt></OutlTxt></OutlineText></CompleteText></Description></Remark><Item ID="id56" RNoPart="12"><Qty>370.000</Qty><QU>m²</QU><Description><CompleteText><DetailTxt><Text><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Vorhandenen Dielenfußboden, Kiefer, in mehreren Arbeitsgängen bis zum Erreichen einer gleichmäßig gefärbten Holzoberfläche schleifen, als Vorbereitung für den Feinschliff..</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Inklusive versenken oder tauschen von hervorstehenden Nägeln.</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"/><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Schleifstaubreste sind nach dem Schleifvorgang abzusaugen und zu entsorgen.</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"/><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;tab-stops:75px 151px 226px 302px 378px 453px 529px 604px 680px 756px 831px 907px 982px 1058px;"><span style="font-size:10pt;font-family:Arial;">Bereich: </span><span style="font-size:10pt;mso-tab-count:1;font-family:Arial;"> </span><span style="font-size:10pt;font-family:Arial;">Alle Dielenböden</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;">Dielen Grobschliff</span></p></TextOutlTxt></OutlTxt></OutlineText></CompleteText></Description></Item><Item ID="id57" RNoPart="13"><Qty>230.000</Qty><QU>m²</QU><Description><CompleteText><DetailTxt><Text><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Zulage Grobschliff für den Bereich zuvor abgebeizter Dielen mit Blei belasteten Altanstrichen. Eine Schleuse ist nicht mehr erforderlich aber Schutzmaßnahmen nach TRGS 505 für die Bearbeiter sollten dennoch vorgesehen werden.</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"/><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Vor Ort anfallendes Material ist in bauseits gestellte Container für Schadstoffe zu entsorgen, Transportweg ca 50m.</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 für Dielen mit bleibelasteten Altanstrichen</span></p></TextOutlTxt></OutlTxt></OutlineText></CompleteText></Description></Item><Item ID="id58" RNoPart="14"><Qty>370.000</Qty><QU>m²</QU><Description><CompleteText><DetailTxt><Text><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Dielenboden, als Vorbehandlung für die Oberflächenbeschichtung schleifen, materialabhängige Abstufung der Schleifkörnung bis Körnung 120. Nach dem Schleifen, unmittelbar von der Beschichtung Oberfläche mit Besen und Staubsauger restlos entstauben</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;">Dielen Feinschliff</span></p></TextOutlTxt></OutlTxt></OutlineText></CompleteText></Description></Item><Item ID="id59" RNoPart="15"><Qty>370.000</Qty><QU>m²</QU><Description><CompleteText><ComplTSB>Yes</ComplTSB><DetailTxt><Text><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Oberflächenbehandlung von Dielenböden mit Naturharzhartöl, in zwei Anstrichen mit Zwischentrocknung, nach 24 Stunden Trockenzeit überschleifen.  Risse in Dielen mit Schleifstaub und Hartöl schließen.</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Als Abschluss Naturharzhartöl dünn auftragen.</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"/><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;tab-stops:75px 151px 226px 302px 378px 453px 529px 604px 680px 756px 831px 907px 982px 1058px;"><span style="font-size:10pt;font-family:Arial;">Eigenschaften: </span><span style="font-size:10pt;mso-tab-count:1;font-family:Arial;"> </span><span style="font-size:10pt;font-family:Arial;">- trittfest, Schmutz- und</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;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;">   wasserabweisend</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;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;">- lösemittel- und wasserfrei</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;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;">- diffunsionsfähig, antistatisch</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;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;">- transparent</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;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;">- starkes Eindringvermögen</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;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;">- speichel- und schweißecht</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;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;">- cobalt-, blei- und bariumfrei</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"/><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Produkt: Kreidezeit Hartöl für Holz im Innenbereich oder mit gleichen Eigenschaften.</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"/><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"/><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"/></Text><TextComplement MarkLbl="11" Kind="Bidder"><ComplCaption><span style="font-family:Arial;font-size:10pt;">angebotenes Produkt: </span></ComplCaption><ComplBody><span style="font-family:Arial;font-size:10pt;">&#x27;....................&#x27;</span></ComplBody><ComplTail/></TextComplement></DetailTxt><OutlineText><OutlTxt><TextOutlTxt><p style="width:481pt;margin-top:0pt;margin-bottom:0pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Versiegeln von Dielungen</span></p></TextOutlTxt></OutlTxt></OutlineText></CompleteText></Description></Item></Itemlist></BoQBody></BoQCtgy><BoQCtgy ID="id60" RNoPart="4"><LblTx><p><span>Schüttung / Dämmung</span></p></LblTx><BoQBody><Itemlist><Item ID="id61" RNoPart="1"><Qty>2.000</Qty><QU>m³</QU><Description><CompleteText><ComplTSB>Yes</ComplTSB><DetailTxt><Text><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Belastbare trockene Ausgleichsschüttung mit gebrochenen und runden Blähtonanteilen. Hohlraum zwischen Lagerhölzern bis ca 1cm unter OK Lagerholz auffüllen, händisch nachverdichten.</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Abrechnung in m3, Deckenbalken wurden übermessen!</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"/><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;tab-stops:75px 151px 226px 302px 378px 453px 529px 604px 680px 756px 831px 907px 982px 1058px;"><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;mso-tab-count:1;font-family:Arial;"> </span><span style="font-size:10pt;font-family:Arial;">Blähton 4/8 mm</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;tab-stops:75px 151px 226px 302px 378px 453px 529px 604px 680px 756px 831px 907px 982px 1058px;"><span style="font-size:10pt;font-family:Arial;">Richtfabrikat: </span><span style="font-size:10pt;mso-tab-count:1;font-family:Arial;"> </span><span style="font-size:10pt;font-family:Arial;">Liaporfit 4/8 oder gleichwertig</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;tab-stops:75px 151px 226px 302px 378px 453px 529px 604px 680px 756px 831px 907px 982px 1058px;"><span style="font-size:10pt;font-family:Arial;">Einbauhöhe:</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;">bis 120 mm bzw OK Lagerhölzer</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"/><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"/><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"/><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"/><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"/></Text><TextComplement MarkLbl="11" Kind="Bidder"><ComplCaption><span style="font-family:Arial;font-size:10pt;">angebotenes Produkt: </span></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:283pt;font-size:10pt;"/><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;tab-stops:75px 151px 226px 302px 378px 453px 529px 604px 680px 756px 831px 907px 982px 1058px;"><span style="font-size:10pt;font-family:Arial;">Bereich: </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;">GE OG, eh. Treppenloch Küche</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;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;">GÄ OG (ggf Flur)</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;">Blähtonschüttung</span></p></TextOutlTxt></OutlTxt></OutlineText></CompleteText></Description></Item><Item ID="id62" RNoPart="2"><Qty>2.000</Qty><QU>m³</QU><Description><CompleteText><ComplTSB>Yes</ComplTSB><DetailTxt><Text><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Belastbare zement-gebundene Ausgleichsschüttung mit gebrochenen und runden Blähtonanteilen. Schüttung lagenweise einbringen und hohlraumfrei auch unterhalb der Installationen verteilen, als tragfähiger Untergrund der Estricharbeiten.</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Trocknungszeiten für Lagen sind einzuhalten.</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Installationen wurden übermessen, Abrechnung in m3</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"/><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;tab-stops:75px 151px 226px 302px 378px 453px 529px 604px 680px 756px 831px 907px 982px 1058px;"><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;mso-tab-count:1;font-family:Arial;"> </span><span style="font-size:10pt;font-family:Arial;">Blähton 4/8 mm, zementgebunden</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;tab-stops:75px 151px 226px 302px 378px 453px 529px 604px 680px 756px 831px 907px 982px 1058px;"><span style="font-size:10pt;font-family:Arial;">Richtfabrikat: </span><span style="font-size:10pt;mso-tab-count:1;font-family:Arial;"> </span><span style="font-size:10pt;font-family:Arial;">Liapor Thermobeton, Liapor 4/8</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;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;">oder gleichwertig</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"/><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"/><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"/><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"/><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"/></Text><TextComplement MarkLbl="11" Kind="Bidder"><ComplCaption><span style="font-family:Arial;font-size:10pt;">angebotenes Produkt: </span></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:283pt;font-size:10pt;"/><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;tab-stops:75px 151px 226px 302px 378px 453px 529px 604px 680px 756px 831px 907px 982px 1058px;"><span style="font-size:10pt;font-family:Arial;">Bereich: </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;">GE OG Kammer, Flur</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;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;">Aufbau ca 5cm</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;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;">ausserdem Füllung der Zwickel und </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;">Leitungsschlitze über Kappendecke</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;">Blähtonschüttung gebunden</span></p></TextOutlTxt></OutlTxt></OutlineText></CompleteText></Description></Item><Item ID="id63" RNoPart="3"><Qty>20.000</Qty><QU>m²</QU><Description><CompleteText><DetailTxt><Text><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">liefern und verlegen einer Trennlage PE Folie, auf gebundener Ausgleichsschüttung.</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"/><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;tab-stops:75px 151px 226px 302px 378px 453px 529px 604px 680px 756px 831px 907px 982px 1058px;"><span style="font-size:10pt;font-family:Arial;">Bereich: </span><span style="font-size:10pt;mso-tab-count:1;font-family:Arial;"> </span><span style="font-size:10pt;font-family:Arial;">GE OG Bad, Kammer, Flur</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;">Trennlage PE Folie</span></p></TextOutlTxt></OutlTxt></OutlineText></CompleteText></Description></Item><Item ID="id64" RNoPart="4"><Qty>15.000</Qty><QU>m²</QU><Description><CompleteText><DetailTxt><Text><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Liefern und dicht geklemmt einbauen einer Gefachdämmung aus Holzweichfasermatten, zwischen Lagerhölzern Dielung.</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"/><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;tab-stops:75px 151px 226px 302px 378px 453px 529px 604px 680px 756px 831px 907px 982px 1058px;"><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;mso-tab-count:1;font-family:Arial;"> </span><span style="font-size:10pt;font-family:Arial;">Holzweichfaser WLG 036</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;tab-stops:75px 151px 226px 302px 378px 453px 529px 604px 680px 756px 831px 907px 982px 1058px;"><span style="font-size:10pt;font-family:Arial;">Dicke:</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;">40mm</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;tab-stops:75px 151px 226px 302px 378px 453px 529px 604px 680px 756px 831px 907px 982px 1058px;"><span style="font-size:10pt;font-family:Arial;">Richtfabrikat:</span><span style="font-size:10pt;mso-tab-count:1;font-family:Arial;"> </span><span style="font-size:10pt;font-family:Arial;">Steico Flex, oder vergleichbar</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;tab-stops:75px 151px 226px 302px 378px 453px 529px 604px 680px 756px 831px 907px 982px 1058px;"><span style="font-size:10pt;font-family:Arial;">Bereich: </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;">GE OG Kammer &#x26; Flur</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"/></Text></DetailTxt><OutlineText><OutlTxt><TextOutlTxt><p style="width:481pt;margin-top:0pt;margin-bottom:0pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Gefachdämmung, HWF 40mm, GE OG Kammer</span></p></TextOutlTxt></OutlTxt></OutlineText></CompleteText></Description></Item><Item ID="id65" RNoPart="5"><Qty>12.000</Qty><QU>m²</QU><Description><CompleteText><DetailTxt><Text><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Liefern und dicht geklemmt einbauen einer Gefachdämmung aus Holzweichfasermatten, zwischen Lagerhölzern Dielung.</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"/><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;tab-stops:75px 151px 226px 302px 378px 453px 529px 604px 680px 756px 831px 907px 982px 1058px;"><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;mso-tab-count:1;font-family:Arial;"> </span><span style="font-size:10pt;font-family:Arial;">Holzweichfaser WLG 036</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;tab-stops:75px 151px 226px 302px 378px 453px 529px 604px 680px 756px 831px 907px 982px 1058px;"><span style="font-size:10pt;font-family:Arial;">Dicke:</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;">120mm</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;tab-stops:75px 151px 226px 302px 378px 453px 529px 604px 680px 756px 831px 907px 982px 1058px;"><span style="font-size:10pt;font-family:Arial;">Richtfabrikat:</span><span style="font-size:10pt;mso-tab-count:1;font-family:Arial;"> </span><span style="font-size:10pt;font-family:Arial;">Steico Flex, oder vergleichbar</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;tab-stops:75px 151px 226px 302px 378px 453px 529px 604px 680px 756px 831px 907px 982px 1058px;"><span style="font-size:10pt;font-family:Arial;">Bereich: </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;">GÄ EG Lager,  Abkofferung Kellerdecke</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"/></Text></DetailTxt><OutlineText><OutlTxt><TextOutlTxt><p style="width:481pt;margin-top:0pt;margin-bottom:0pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Gefachdämmung, HWF 120mm, GÄ EG Lager</span></p></TextOutlTxt></OutlTxt></OutlineText></CompleteText></Description></Item><Item ID="id66" RNoPart="6"><Qty>10.000</Qty><QU>m²</QU><Description><CompleteText><DetailTxt><Text><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Liefern und verlegen einer Rieselschutzbahn aus Recyclingpapier, Verlegung auf Einschüben der Holzbalkendecken mit 10 cm Überlappung, einschl. seitlicher Aufkantung von 10 cm (Füllhöhe Schüttung 8 cm), Abklebung Stöße und Lage fixierung mit Papierklebeband.</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Deckenbalken werden übermessen.</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;">Rieselschutzbahn</span></p></TextOutlTxt></OutlTxt></OutlineText></CompleteText></Description></Item></Itemlist></BoQBody></BoQCtgy><BoQCtgy ID="id67" RNoPart="5"><LblTx><p><span>Sockel und Schwellen</span></p></LblTx><BoQBody><Itemlist><Remark ID="id68"><Description><CompleteText><DetailTxt><Text><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Sockelleisten wurden unter den Positionen Schadstoffsanierung entfernt und dokumentiert.</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Neue Sockelleisten sind an die dokumentierte Höhe und Profilierung anzupassen.</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;">Sockelleisten GE OG; GÄ EG-DG</span></p></TextOutlTxt></OutlTxt></OutlineText></CompleteText></Description></Remark><Item ID="id69" RNoPart="1"><Qty>110.000</Qty><QU>lfdm</QU><Description><CompleteText><DetailTxt><Text><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Profilierte Sockelleisten (Berliner Profil) aus Nadelholz, malerfertig geschliffen, liefern und montieren.</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Befestigung mit Nagelpistole in der Wand, einschl. Zuschnitt und Eckausbildungen mit Gehrungsschnitt.</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Fugen an nicht fluchtenden Wänden werden durch das Gewerk Maler bearbeitet.</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"/><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Auswahl des Profils gemäß der  Bestandsmuster.</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"/><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;tab-stops:75px 151px 226px 302px 378px 453px 529px 604px 680px 756px 831px 907px 982px 1058px;"><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;mso-tab-count:1;font-family:Arial;"> </span><span style="font-size:10pt;font-family:Arial;">Nadelholz roh</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;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;">malerfertig geschliffen</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;tab-stops:75px 151px 226px 302px 378px 453px 529px 604px 680px 756px 831px 907px 982px 1058px;"><span style="font-size:10pt;font-family:Arial;">Abmessungen:</span><span style="font-size:10pt;mso-tab-count:1;font-family:Arial;"> </span><span style="font-size:10pt;font-family:Arial;">ca. 18x70 mm</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;tab-stops:75px 151px 226px 302px 378px 453px 529px 604px 680px 756px 831px 907px 982px 1058px;"><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;mso-tab-count:1;font-family:Arial;"> </span><span style="font-size:10pt;font-family:Arial;">Mauerwerk verputzt, Holz</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;tab-stops:75px 151px 226px 302px 378px 453px 529px 604px 680px 756px 831px 907px 982px 1058px;"><span style="font-size:10pt;font-family:Arial;">Bodenbelag:</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;">Dielen</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;tab-stops:75px 151px 226px 302px 378px 453px 529px 604px 680px 756px 831px 907px 982px 1058px;"><span style="font-size:10pt;font-family:Arial;">Ausführungsort:</span><span style="font-size:10pt;mso-tab-count:1;font-family:Arial;"> </span><span style="font-size:10pt;font-family:Arial;">Gärtnerhaus DG Umkleide, Flur</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;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;">Gärtnerhaus OG Nebenräume</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;">Sockelleisten H ca 70mm, nach Bestandsmuster</span></p></TextOutlTxt></OutlTxt></OutlineText></CompleteText></Description></Item><Item ID="id70" RNoPart="2"><Qty>230.000</Qty><QU>lfdm</QU><Description><CompleteText><DetailTxt><Text><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Profilierte Sockelleisten (Berliner Profil) aus Nadelholz liefern und montieren, wie zuvor beschrieben, jedoch:</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"/><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;tab-stops:75px 151px 226px 302px 378px 453px 529px 604px 680px 756px 831px 907px 982px 1058px;"><span style="font-size:10pt;font-family:Arial;">Abmessungen:</span><span style="font-size:10pt;mso-tab-count:1;font-family:Arial;"> </span><span style="font-size:10pt;font-family:Arial;">ca. 18x100 mm</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;tab-stops:75px 151px 226px 302px 378px 453px 529px 604px 680px 756px 831px 907px 982px 1058px;"><span style="font-size:10pt;font-family:Arial;">Ausführungsort:</span><span style="font-size:10pt;mso-tab-count:1;font-family:Arial;"> </span><span style="font-size:10pt;font-family:Arial;">Gärtnerhaus EG Ausstellung</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;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;">Gärtnerhaus OG Büros</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;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;">Gehilfenhaus OG Wohnung</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></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;">Sockelleisten H ca 100mm, nach Bestandsmuster</span></p></TextOutlTxt></OutlTxt></OutlineText></CompleteText></Description></Item><Item ID="id71" RNoPart="3"><Qty>22.000</Qty><QU>lfdm</QU><Description><CompleteText><DetailTxt><Text><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Sockelleisten wie zuvor beschrieben, jedoch Profilierung nach ausgebauten Musterstücken rekonstruieren.</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"/><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Muster vgl einem Viertelstab mit Profilierung</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">BxH = ca 40x40mm</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"/><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;tab-stops:75px 151px 226px 302px 378px 453px 529px 604px 680px 756px 831px 907px 982px 1058px;"><span style="font-size:10pt;font-family:Arial;">Ausführungsort: </span><span style="font-size:10pt;mso-tab-count:1;font-family:Arial;"> </span><span style="font-size:10pt;font-family:Arial;">Gärtnerhaus EG Treppenhaus</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;">Sockelleisten nach Bestandsmuster, viertelstab</span></p></TextOutlTxt></OutlTxt></OutlineText></CompleteText></Description></Item><Item ID="id72" RNoPart="4"><Qty>5.000</Qty><QU>lfdm</QU><Description><CompleteText><DetailTxt><Text><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Sockelleisten wie zuvor beschrieben, jedoch Profilierung nach Musterstücken rekonstruieren. Mehrteilige Konstruktion aus vertikalem Brett, Abschluss und aufgesetztem Zierprofil.</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"/><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Vorhandene Elemente bleiben erhalten, nicht restaurierbare Bereiche müssen rekonstruiert werden, Annahme in der Mengenermittlung 20%.</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Vor Umsetzung ist eine Abstimmung mit den Restauratoren der SPSG erforderlich.</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"/><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">BxH = ca 30x220mm</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"/><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;tab-stops:75px 151px 226px 302px 378px 453px 529px 604px 680px 756px 831px 907px 982px 1058px;"><span style="font-size:10pt;font-family:Arial;">Ausführungsort: </span><span style="font-size:10pt;mso-tab-count:1;font-family:Arial;"> </span><span style="font-size:10pt;font-family:Arial;">Pavillon</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;"><span style="font-size:10pt;font-family:Arial;"/><image Encoding="base64" Type="image/jpeg" width="359">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</image></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;">Sockelleisten nach Bestandsmuster , Pavillon</span></p></TextOutlTxt></OutlTxt></OutlineText></CompleteText></Description></Item><Item ID="id73" RNoPart="5"><Qty>10.000</Qty><QU>lfdm</QU><Description><CompleteText><ComplTSB>Yes</ComplTSB><DetailTxt><Text><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Lieferung und Einbau eines Sockelleistenkanals, dreiteilig, Hohlraum bis 88mm, MDF 64x96mm.</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Profilierung als Berliner Profil,  inkl aller notwendigen Befestigungsmittel, Ecken gesondert. Anschlussfugen zur Wand werden durch Gewerk Maler geschlossen.</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"/><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;tab-stops:75px 151px 226px 302px 378px 453px 529px 604px 680px 756px 831px 907px 982px 1058px;"><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;">MDF beschichtet weiß RAL 9010</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"/><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"/><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"/></Text><TextComplement MarkLbl="11" Kind="Bidder"><ComplCaption><span style="font-family:Arial;font-size:10pt;">angebotenes Produkt: </span></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:283pt;font-size:10pt;"/><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;"><span style="font-size:10pt;font-family:Arial;"/><image Encoding="base64" Type="image/jpeg" width="357">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</image></p><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"/><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"/><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"/><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;tab-stops:75px 151px 226px 302px 378px 453px 529px 604px 680px 756px 831px 907px 982px 1058px;"><span style="font-size:10pt;font-family:Arial;">Bereich:</span><span style="font-size:10pt;mso-tab-count:1;font-family:Arial;"> </span><span style="font-size:10pt;font-family:Arial;"> GÄ OG Videowache</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"/></Text></DetailTxt><OutlineText><OutlTxt><TextOutlTxt><p style="width:481pt;margin-top:0pt;margin-bottom:0pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Sockelleistenkanal MDF, RAL 9010 Berliner Profil</span></p></TextOutlTxt></OutlTxt></OutlineText></CompleteText></Description></Item><Item ID="id74" RNoPart="6"><Qty>6.000</Qty><QU>St</QU><Description><CompleteText><DetailTxt><Text><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Herstellen von horizontalen Außen- und Innenecken des Sockelkanals der Vorposition an den Raumecken durch Gehrungsschnitte verschiedener Winkelgrößen.</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;">Sockelleistenkanal Außen- und Innenecken</span></p></TextOutlTxt></OutlTxt></OutlineText></CompleteText></Description></Item><Remark ID="id75"><Description><CompleteText><DetailTxt><Text><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"/></Text></DetailTxt><OutlineText><OutlTxt><TextOutlTxt><p style="width:481pt;margin-top:0pt;margin-bottom:0pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Schwellen</span></p></TextOutlTxt></OutlTxt></OutlineText></CompleteText></Description></Remark><Item ID="id76" RNoPart="7"><Qty>1.000</Qty><QU>St</QU><Description><CompleteText><DetailTxt><Text><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Türschwelle erweitern als Abdeckung von Heizleitungen in der Dielenebene. Aufnehmen der Diele vor der Tür. Verlegung der Heizleitungen bauseits.</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Türschwelle verlängern, Schwelle NH, Kiefer d=22mm, Höhe ist an die vorhandene Tür anzupassen.</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Inklusive erforderlicher Montagehölzer und Befestigungsmittel. Oberfläche an Bestandsdielen anpassen, geölt.</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"/><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;tab-stops:75px 151px 226px 302px 378px 453px 529px 604px 680px 756px 831px 907px 982px 1058px;"><span style="font-size:10pt;font-family:Arial;">Schwellholz</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;">Kiefer ca 22mm</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;tab-stops:75px 151px 226px 302px 378px 453px 529px 604px 680px 756px 831px 907px 982px 1058px;"><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;mso-tab-count:1;font-family:Arial;"> </span><span style="font-size:10pt;font-family:Arial;">T=ca 20cm</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;tab-stops:75px 151px 226px 302px 378px 453px 529px 604px 680px 756px 831px 907px 982px 1058px;"><span style="font-size:10pt;font-family:Arial;">Bereich:</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;">GÄ OG Büro/Turm; Detail GÄ302</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"/><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;"><span style="font-size:10pt;font-family:Arial;"/><image Encoding="base64" Type="image/jpeg" width="223">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</image></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;">Türschwelle erweitern, GÄ OG Büro/Turm</span></p></TextOutlTxt></OutlTxt></OutlineText></CompleteText></Description></Item><Item ID="id77" RNoPart="8"><Qty>1.000</Qty><QU>St</QU><Description><CompleteText><DetailTxt><Text><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Türschwelle neu herstellen als Stufe, bestehend aus einer Unterkonstruktion aus Vollholz und einem Dielenbelag als Stell- und Setzstufe, Nadelholz, Kiefer d=30mm. Höhe an vorhandenen Dielenbelag anpassen.</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Oberfläche an Bestandsdielen anpassen, geölt.</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"/><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;tab-stops:75px 151px 226px 302px 378px 453px 529px 604px 680px 756px 831px 907px 982px 1058px;"><span style="font-size:10pt;font-family:Arial;">Stufe </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;">H= ca 17cm</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;tab-stops:75px 151px 226px 302px 378px 453px 529px 604px 680px 756px 831px 907px 982px 1058px;"><span style="font-size:10pt;font-family:Arial;">Leibungstiefe</span><span style="font-size:10pt;mso-tab-count:1;font-family:Arial;"> </span><span style="font-size:10pt;font-family:Arial;">T=ca 47cm</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;tab-stops:75px 151px 226px 302px 378px 453px 529px 604px 680px 756px 831px 907px 982px 1058px;"><span style="font-size:10pt;font-family:Arial;">Bereich:</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;">Gehilfenhaus OG Küche / Flur</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;">Türschwelle erneuern, GE OG Küche</span></p></TextOutlTxt></OutlTxt></OutlineText></CompleteText></Description></Item><Item ID="id78" RNoPart="9"><Qty>1.000</Qty><QU>St</QU><Description><CompleteText><DetailTxt><Text><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Schwelle erneuern. Schwelle NH, Kiefer d=22mm. Inklusive Rückbau und Entsorgung der alten Schwelle, örtliche Anpassung an Leibung, Türanschlag und Türhöhe.</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Inklusive erforderlicher Montagehölzer und Befestigungsmittel. Oberfläche an Bestandsdielen anpassen, geölt.</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"/><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;tab-stops:75px 151px 226px 302px 378px 453px 529px 604px 680px 756px 831px 907px 982px 1058px;"><span style="font-size:10pt;font-family:Arial;">Maulweite: </span><span style="font-size:10pt;mso-tab-count:1;font-family:Arial;"> </span><span style="font-size:10pt;font-family:Arial;">bis 25cm</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;tab-stops:75px 151px 226px 302px 378px 453px 529px 604px 680px 756px 831px 907px 982px 1058px;"><span style="font-size:10pt;font-family:Arial;">Türbreite: </span><span style="font-size:10pt;mso-tab-count:1;font-family:Arial;"> </span><span style="font-size:10pt;font-family:Arial;">bis 1,20m</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"/><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;tab-stops:75px 151px 226px 302px 378px 453px 529px 604px 680px 756px 831px 907px 982px 1058px;"><span style="font-size:10pt;font-family:Arial;">Bereich:</span><span style="font-size:10pt;mso-tab-count:1;font-family:Arial;"> </span><span style="font-size:10pt;font-family:Arial;">GÄ OG Videowache (neu)</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"/></Text></DetailTxt><OutlineText><OutlTxt><TextOutlTxt><p style="width:481pt;margin-top:0pt;margin-bottom:0pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Schwellen erneuern, Tiefe bis 25cm</span></p></TextOutlTxt></OutlTxt></OutlineText></CompleteText></Description></Item><Item ID="id79" RNoPart="10"><Qty>2.000</Qty><QU>St</QU><Description><CompleteText><DetailTxt><Text><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Schwelle erneuern, wie zuvor beschrieben, jedoch:</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"/><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;tab-stops:75px 151px 226px 302px 378px 453px 529px 604px 680px 756px 831px 907px 982px 1058px;"><span style="font-size:10pt;font-family:Arial;">Maulweite: </span><span style="font-size:10pt;mso-tab-count:1;font-family:Arial;"> </span><span style="font-size:10pt;font-family:Arial;">bis 45cm</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;tab-stops:75px 151px 226px 302px 378px 453px 529px 604px 680px 756px 831px 907px 982px 1058px;"><span style="font-size:10pt;font-family:Arial;">Türbreite: </span><span style="font-size:10pt;mso-tab-count:1;font-family:Arial;"> </span><span style="font-size:10pt;font-family:Arial;">bis 1m</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"/><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;tab-stops:75px 151px 226px 302px 378px 453px 529px 604px 680px 756px 831px 907px 982px 1058px;"><span style="font-size:10pt;font-family:Arial;">Bereich:</span><span style="font-size:10pt;mso-tab-count:1;font-family:Arial;"> </span><span style="font-size:10pt;font-family:Arial;">GÄ OG TH/ Flur</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;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;font-family:Arial;">GÄ EG TH/ R 52 Ausstellung</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"/></Text></DetailTxt><OutlineText><OutlTxt><TextOutlTxt><p style="width:481pt;margin-top:0pt;margin-bottom:0pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Schwellen erneuern, Tiefe bis 45cm</span></p></TextOutlTxt></OutlTxt></OutlineText></CompleteText></Description></Item><Item ID="id80" RNoPart="11"><Qty>8.000</Qty><QU>St</QU><Description><CompleteText><DetailTxt><Text><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Vorhandene Schwellen überarbeiten, Unterfütterung wiederherstellen, Schwellen fixieren und schleifen.</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Inkl. Ausgleichsmaßnahmen und Befestigungsmittel.</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Oberfläche an Bestandsdielen anpassen, geölt.</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"/><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;tab-stops:75px 151px 226px 302px 378px 453px 529px 604px 680px 756px 831px 907px 982px 1058px;"><span style="font-size:10pt;font-family:Arial;">Bereich: </span><span style="font-size:10pt;mso-tab-count:1;font-family:Arial;"> </span><span style="font-size:10pt;font-family:Arial;">GÄ OG Büros, Dachboden</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;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;font-family:Arial;">GÄ EG Treppenhaus, Garderobe, WC, Lager</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"/></Text></DetailTxt><OutlineText><OutlTxt><TextOutlTxt><p style="width:481pt;margin-top:0pt;margin-bottom:0pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Schwellen überarbeiten, Bestand</span></p></TextOutlTxt></OutlTxt></OutlineText></CompleteText></Description></Item><Item ID="id81" RNoPart="12"><Qty>4.000</Qty><QU>St</QU><Description><CompleteText><DetailTxt><Text><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Rollstuhlgängigkeit verbessern, durch Anpassen der vorhandenen Schwellen an Durchgängen.</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"/><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Der Bodenbelag wird im Erdgeschoss vollflächig aufgenommen, Schwellen ausbauen, anpassen mit maximal 2cm Höhenunterschied zum Belag wieder einsetzen.</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Inkl. alller Schneidearbeiten, Ausgleichsmaßnahmen und Befestigungsmittel.</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Oberfläche an Bestandsdielen anpassen, geölt.</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"/><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;tab-stops:75px 151px 226px 302px 378px 453px 529px 604px 680px 756px 831px 907px 982px 1058px;"><span style="font-size:10pt;font-family:Arial;">Bereich: </span><span style="font-size:10pt;mso-tab-count:1;font-family:Arial;"> </span><span style="font-size:10pt;font-family:Arial;">GÄ EG Ausstellung Schwellen im Rundgang</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"/></Text></DetailTxt><OutlineText><OutlTxt><TextOutlTxt><p style="width:481pt;margin-top:0pt;margin-bottom:0pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Schwellen Ausstellung anpassen, barrierefrei max 2cm</span></p></TextOutlTxt></OutlTxt></OutlineText></CompleteText></Description></Item><Item ID="id82" RNoPart="13"><Qty>2.000</Qty><QU>St</QU><Description><CompleteText><DetailTxt><Text><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Rollstuhlgängigkeit verbessern, durch Lieferung und Einbau von Rampen vor Holzschwellen &#x3e; 2cm. Je nach Bereich ist mit der Bauleitung abzustimmen ob die Rampen fixiert werden oder als bewegliche Elemente vorgehalten werden.</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"/><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;tab-stops:75px 151px 226px 302px 378px 453px 529px 604px 680px 756px 831px 907px 982px 1058px;"><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;">Eiche, Keile verleimt</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;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;font-family:Arial;">fertig geölt mit Hartwachs</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;tab-stops:75px 151px 226px 302px 378px 453px 529px 604px 680px 756px 831px 907px 982px 1058px;"><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;">0-max 5cm; passend zu den vorhandenen </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;">Schwellen</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;tab-stops:75px 151px 226px 302px 378px 453px 529px 604px 680px 756px 831px 907px 982px 1058px;"><span style="font-size:10pt;font-family:Arial;">Breite </span><span style="font-size:10pt;mso-tab-count:1;font-family:Arial;"> </span><span style="font-size:10pt;font-family:Arial;">max 1,10m; passend zu den Türbreiten</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"/><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;tab-stops:75px 151px 226px 302px 378px 453px 529px 604px 680px 756px 831px 907px 982px 1058px;"><span style="font-size:10pt;font-family:Arial;">Bereich: </span><span style="font-size:10pt;mso-tab-count:1;font-family:Arial;"> </span><span style="font-size:10pt;font-family:Arial;">GÄ EG Ausstellung Haupteingang</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;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;font-family:Arial;">TH EG Ausstellung Haupteingang</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;">Rampen zur barrierearmen Erschließung</span></p></TextOutlTxt></OutlTxt></OutlineText></CompleteText></Description></Item><Item ID="id83" RNoPart="14"><Qty>20.000</Qty><QU>lfdm</QU><Description><CompleteText><DetailTxt><Text><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Oberflächengleicher Verschluss von Anschlussfugen zwischen Holzbodenbelägen mit Korkstreifen,</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Fugenbreite bis 5 mm</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;">Anschlussfugen Kork</span></p></TextOutlTxt></OutlTxt></OutlineText></CompleteText></Description></Item></Itemlist></BoQBody></BoQCtgy><BoQCtgy ID="id84" RNoPart="6"><LblTx><p><span>Treppen</span></p></LblTx><BoQBody><Itemlist><Remark ID="id85"><Description><CompleteText><DetailTxt><Text><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Gärtnerhaus Innentreppe</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"/><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Hinweis: Entfernung der Altanstriche mit Bleibelastung ist bei Schadstoffsanierung (siehe Titel 1.2.ff) enthalten.</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"/><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Bestandsfoto:</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"/><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;"><span style="font-size:10pt;font-family:Arial;"/><image Encoding="base64" Type="image/jpeg" width="361">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</image></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;">Gärtnerhaus</span></p></TextOutlTxt></OutlTxt></OutlineText></CompleteText></Description></Remark><Item ID="id86" RNoPart="1"><Qty>36.000</Qty><QU>St</QU><Description><CompleteText><DetailTxt><Text><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Treppe Tischlermäßig instandsetzten:</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Stufen überprüfen, Risse kitten, lockere Stufenelemente neu verdeckt befestigen. Stufen bestehend aus einer Trittstufe mit Unterschnitt und gerundeter Stufenvorderkante und einer Stellstufe mit profilierter Ansicht, kassetiert.</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"/><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Inklusive Rückbau von 2 St nachträglich ergänzten halben Stufen am Austritt OG.</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"/><p style="margin-top:0pt;margin-bottom:0pt;width:278pt;tab-stops:75px 151px 226px 302px 378px 453px 529px 604px 680px 756px 831px 907px 982px 1058px;"><span style="font-size:10pt;font-family:Arial;">Breite:</span><span style="font-size:10pt;mso-tab-count:1;font-family:Arial;"> </span><span style="font-size:10pt;font-family:Arial;">bis 110 cm</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:278pt;tab-stops:75px 151px 226px 302px 378px 453px 529px 604px 680px 756px 831px 907px 982px 1058px;"><span style="font-size:10pt;font-family:Arial;">Steigung: </span><span style="font-size:10pt;mso-tab-count:1;font-family:Arial;"> </span><span style="font-size:10pt;font-family:Arial;">S / A = 18,5/27 cm</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:278pt;font-size:10pt;"/><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;tab-stops:75px 151px 226px 302px 378px 453px 529px 604px 680px 756px 831px 907px 982px 1058px;"><span style="font-size:10pt;font-family:Arial;">Bereich:  </span><span style="font-size:10pt;mso-tab-count:1;font-family:Arial;"> </span><span style="font-size:10pt;font-family:Arial;">GÄ Treppe EG-OG, viertelgewendelt</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;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;font-family:Arial;">GÄ Treppe OG-DG, halbgewendelt</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"/><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Abrechnung nach Anzahl Stufen</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">1 Podeststufe enthalten!</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"/><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"/><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"/></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;">Innentreppe Gärtnerhaus</span></p></TextOutlTxt></OutlTxt></OutlineText></CompleteText></Description></Item><Item ID="id87" RNoPart="2"><Qty>2.000</Qty><QU>St</QU><Description><CompleteText><DetailTxt><Text><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Austausch einer Trittstufe, an zuvor genannter Treppe, bei bei nicht reparierbarer Schädigung und nach Rücksprache mit der Bauleitung.</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"/><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;tab-stops:75px 151px 226px 302px 378px 453px 529px 604px 680px 756px 831px 907px 982px 1058px;"><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;"> Eiche</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"/><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"/></Text></DetailTxt><OutlineText><OutlTxt><TextOutlTxt><p style="width:481pt;margin-top:0pt;margin-bottom:0pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Austausch Trittstufe</span></p></TextOutlTxt></OutlTxt></OutlineText></CompleteText></Description></Item><Item ID="id88" RNoPart="3"><Qty>5.000</Qty><QU>lfdm</QU><Description><CompleteText><DetailTxt><Text><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Austausch von losen, fehlenden oder nicht reparierbaren Randleisten/ Zierleisten. Profilierung ist an den vorhandenen Profilen abzunehmen und nachzubauen.</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Einzellängen von ca 18cm bis 110cm</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"/><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;tab-stops:75px 151px 226px 302px 378px 453px 529px 604px 680px 756px 831px 907px 982px 1058px;"><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;">Nadelholz</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;tab-stops:75px 151px 226px 302px 378px 453px 529px 604px 680px 756px 831px 907px 982px 1058px;"><span style="font-size:10pt;font-family:Arial;">Grundprofil </span><span style="font-size:10pt;mso-tab-count:1;font-family:Arial;"> </span><span style="font-size:10pt;font-family:Arial;">50x50mm</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"/></Text></DetailTxt><OutlineText><OutlTxt><TextOutlTxt><p style="width:481pt;margin-top:0pt;margin-bottom:0pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Austausch Zierleisten</span></p></TextOutlTxt></OutlTxt></OutlineText></CompleteText></Description></Item><Item ID="id89" RNoPart="4"><Qty>3.000</Qty><QU>lfdm</QU><Description><CompleteText><DetailTxt><Text><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Treppengeländer aus Holz artgleich ergänzen,</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">bestehend aus: Handlauf Omega-Form, Untergurt mit seitlicher Profilierung, Sprossen (Æ50 mm) gedrechselt Achsmaß ca 15cm.</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Befestigung an Holzbalkendecke, vorhandene Pfosten und auf Treppenstufen mit verdeckten Verbindungen. Oberflächen lackierfertig geschliffen.</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"/><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Vorhandene Bestandteile wiederverwerten:</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Geländerpfosten halbkreisförmig und 2 ausgebaute Teilstücke (ca. 2x 100 cm) des Geländers mit Handlauf und Sprossen sind noch vorhanden. Annahme 2x lose Sprossen fixieren und Elemente wieder einsetzten und neu verankern.</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"/><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;tab-stops:75px 151px 226px 302px 378px 453px 529px 604px 680px 756px 831px 907px 982px 1058px;"><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;">ca. 90 cm</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;tab-stops:75px 151px 226px 302px 378px 453px 529px 604px 680px 756px 831px 907px 982px 1058px;"><span style="font-size:10pt;font-family:Arial;">Material an Bestand orientieren, Annahme zur Kalkulation: </span><span style="font-size:10pt;mso-tab-count:1;font-family:Arial;"> </span></p><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;tab-stops:75px 151px 226px 302px 378px 453px 529px 604px 680px 756px 831px 907px 982px 1058px;"><span style="font-size:10pt;font-family:Arial;">Handlauf:</span><span style="font-size:10pt;mso-tab-count:1;font-family:Arial;"> </span><span style="font-size:10pt;font-family:Arial;">Eiche</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;tab-stops:75px 151px 226px 302px 378px 453px 529px 604px 680px 756px 831px 907px 982px 1058px;"><span style="font-size:10pt;font-family:Arial;">Untergurt:</span><span style="font-size:10pt;mso-tab-count:1;font-family:Arial;"> </span><span style="font-size:10pt;font-family:Arial;">Nadelholz</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;tab-stops:75px 151px 226px 302px 378px 453px 529px 604px 680px 756px 831px 907px 982px 1058px;"><span style="font-size:10pt;font-family:Arial;">Sprossen: </span><span style="font-size:10pt;mso-tab-count:1;font-family:Arial;"> </span><span style="font-size:10pt;font-family:Arial;">Nadelholz</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"/><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Foto Anschlüsse Bestandsgeländer und Pfosten.</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Zwischenzeitlich war das Treppenhaus hier durch eine Trockenbauwand geteilt (wurde bauseits bereits entfernt).</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"/><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;"><span style="font-size:10pt;font-family:Arial;"/><image Encoding="base64" Type="image/jpeg" width="359">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</image></p><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"/><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"/><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;"><span style="font-size:10pt;font-family:Arial;"/><image Encoding="base64" Type="image/jpeg" width="285">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</image></p><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"/><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"/><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;"><span style="font-size:10pt;font-family:Arial;"/><image Encoding="base64" Type="image/jpeg" width="359">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</image></p><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"/></Text></DetailTxt><OutlineText><OutlTxt><TextOutlTxt><p style="width:481pt;margin-top:0pt;margin-bottom:0pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Treppengeländer ergänzen</span></p></TextOutlTxt></OutlTxt></OutlineText></CompleteText></Description></Item><Remark ID="id90"><Description><CompleteText><DetailTxt><Text><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Rekonstruktion Aussentreppe Gehilfenhaus</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"/><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Foto Bestand, Treppe wurde entsorgt, Geländer wurde eingelagert:</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;"><span style="font-size:10pt;font-family:Arial;"/><image Encoding="base64" Type="image/jpeg" width="288">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</image></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;">Gehilfenhaus</span></p></TextOutlTxt></OutlTxt></OutlineText></CompleteText></Description></Remark><Item ID="id91" RNoPart="5"><Qty>1.000</Qty><QU>St</QU><Description><CompleteText><DetailTxt><Text><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Nachbau einer aussenliegenden Holztreppe als Zugang zur Wohnung im OG Gehilfenhaus. Eichenholz Wangentreppe mit Trittstufen und geschlossenen Stellstufen. Randabschlüsse der Trittstufen überstehend mit Karnies. Inklusive aller erforderlichen Befestigungsmittel und Zuschnitte. Inklusive eines örtlichen Aufmaßes und Erstellen einer Werkplanung.</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"/><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Montage an der Wand und auf vorhandene Stahlkonsolen. Inklusive Anpassung der Konsolen mit Auflagerhölzern, da die Steigung der neuen Treppe angepasst wurde.  Unteres Treppen-Auflager auf gemauerten Treppenabschluss (Gewerk Mauerarbeiten) bauseits.</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"/><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Inklusive 6 St Aussparungen an der Unterseite der  Trittstufen für die Durchführung der Geländerpfosten zwischen Trittstufen und Wange, Abstimmung mit Gewerk Metallbau (Geländer) erforderlich.</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"/><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Treppe bestehend aus:</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;tab-stops:75px 151px 226px 302px 378px 453px 529px 604px 680px 756px 831px 907px 982px 1058px;"><span style="font-size:10pt;font-family:Arial;">Tritt- und Setzstufen: </span><span style="font-size:10pt;mso-tab-count:1;font-family:Arial;"> </span><span style="font-size:10pt;font-family:Arial;">d= 45mm</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;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;mso-tab-count:1;font-family:Arial;"> </span><span style="font-size:10pt;font-family:Arial;">b= 1m</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;tab-stops:75px 151px 226px 302px 378px 453px 529px 604px 680px 756px 831px 907px 982px 1058px;"><span style="font-size:10pt;font-family:Arial;">Steigung </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;">12x Stufen 20/26</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;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;mso-tab-count:1;font-family:Arial;"> </span><span style="font-size:10pt;font-family:Arial;">Trittstufe mit 2,5 cm Übertritt</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;tab-stops:75px 151px 226px 302px 378px 453px 529px 604px 680px 756px 831px 907px 982px 1058px;"><span style="font-size:10pt;font-family:Arial;">2 St Wangen </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;">BxH = 5x18cm; lfm ca = 2*4,5m</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;tab-stops:75px 151px 226px 302px 378px 453px 529px 604px 680px 756px 831px 907px 982px 1058px;"><span style="font-size:10pt;font-family:Arial;">1 St Podest </span><span style="font-size:10pt;mso-tab-count:1;font-family:Arial;"> </span><span style="font-size:10pt;mso-tab-count:1;font-family:Arial;"> </span><span style="font-size:10pt;mso-tab-count:1;font-family:Arial;"> </span><span style="font-size:10pt;font-family:Arial;">1,0x1,6m</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;tab-stops:75px 151px 226px 302px 378px 453px 529px 604px 680px 756px 831px 907px 982px 1058px;"><span style="font-size:10pt;font-family:Arial;">Podestunterkonstruktion </span><span style="font-size:10pt;mso-tab-count:1;font-family:Arial;"> </span><span style="font-size:10pt;font-family:Arial;">BxH = 12/16cm; lfm ca 4,5m</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"/><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;tab-stops:75px 151px 226px 302px 378px 453px 529px 604px 680px 756px 831px 907px 982px 1058px;"><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;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, geschliffen malerfertig</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;tab-stops:75px 151px 226px 302px 378px 453px 529px 604px 680px 756px 831px 907px 982px 1058px;"><span style="font-size:10pt;font-family:Arial;">Bereich:</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;">GE Treppe Remisenhof,</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;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;mso-tab-count:1;font-family:Arial;"> </span><span style="font-size:10pt;font-family:Arial;">Detail GE 302</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;">Außentreppe Gehilfenhaus, Nachbau</span></p></TextOutlTxt></OutlTxt></OutlineText></CompleteText></Description></Item><Item ID="id92" RNoPart="6"><LumpSumItem>Yes</LumpSumItem><Qty>1.000</Qty><QU>psch</QU><Description><CompleteText><ComplTSB>Yes</ComplTSB><DetailTxt><Text><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Anstrich Treppe aus Eichenholz, Stufen, Wangen und Konstruktionshölzer mit einer seidenmatten Holzschutz Öl-Lasur für den Aussenbereich. Wasserabweisend, wetter- und UV-beständig. Der Anstrich enthält Wirkstoffe zum Schutz der Beschichtung gegen Schimmel-, Algen- und Pilzbefall.</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Inklusive Feinschliff vorab. Auftrag gem Herstellervorgaben in 2 Lagen, Trockenzeiten sind einzuhalten.</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;"><span style="font-size:10pt;font-family:Arial;">Einschließlich Schutzabdeckungen angrenzender Bauteile, (Ansatz ca 20m</span><span style="font-size:10pt;font-family:Arial;">²</span><span style="font-size:10pt;font-family:Arial;"> )</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"/><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;tab-stops:75px 151px 226px 302px 378px 453px 529px 604px 680px 756px 831px 907px 982px 1058px;"><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;font-family:Arial;">Eiche seidenmatt</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;tab-stops:75px 151px 226px 302px 378px 453px 529px 604px 680px 756px 831px 907px 982px 1058px;"><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;">Öllasur</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"/><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;tab-stops:75px 151px 226px 302px 378px 453px 529px 604px 680px 756px 831px 907px 982px 1058px;"><span style="font-size:10pt;font-family:Arial;">Richtfabrikat: </span><span style="font-size:10pt;mso-tab-count:1;font-family:Arial;"> </span><span style="font-size:10pt;font-family:Arial;">Omso Holzschutz Öl-Lasur oder </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;">gleichwertig</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"/><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"/><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"/><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"/><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"/></Text><TextComplement MarkLbl="11" Kind="Bidder"><ComplCaption><span style="font-family:Arial;font-size:10pt;">angebotenes Produkt: </span></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:283pt;font-size:10pt;"/><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"/></Text></DetailTxt><OutlineText><OutlTxt><TextOutlTxt><p style="width:481pt;margin-top:0pt;margin-bottom:0pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Anstrich Aussentreppe Gehilfenhaus</span></p></TextOutlTxt></OutlTxt></OutlineText></CompleteText></Description></Item><Item ID="id93" RNoPart="7"><LumpSumItem>Yes</LumpSumItem><Qty>1.000</Qty><QU>psch</QU><Description><CompleteText><DetailTxt><Text><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Rekonstruktion Metallgeländer an der Aussentreppe liefern und einbauen. Inklusive aller erforderlichen Nebenarbeiten und Befestigungsmittel. Inklusive Werkplanung und Sichtung Bestandsgeländer auf wiederverwertbare Elemente.</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"/><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Geländer bestehend aus:</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">1 St Handlauf Rundstahl 40mm</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Abwicklung von oben:</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Wandanschluss eingemauert, alternativ neu mit angeschweißter Kopfplatte 15x15cm!</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Abwicklung von oben:</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">1. Lauf ca 90cm; 90°Bogen; 2. Lauf ca 1,60m</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Knick nach Steigung, 3. Lauf ca 4,50m</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Abschluss als Schnecke</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"/><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">1 St Füllstab auf halber Höhe, parallel zum Handlauf</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Rundstahl 15mm</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Abwicklung wie Handlauf</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"/><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">7 St Pfosten, Rundstahl mit Öse in der Mitte zur Aufnahme Füllstab (15mm), Abschlüsse Rundstahl geplättet:</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">oben parallel zum Handlauf gebogen und angeschweißt, unten 90° gebogen und geplättet, zwischen Trittstufe und Wange eingeführt und unterseitig mit Trittstufe verschraubt, vgl. Bestand.</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"/><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;tab-stops:75px 151px 226px 302px 378px 453px 529px 604px 680px 756px 831px 907px 982px 1058px;"><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;">ca 90cm</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;tab-stops:75px 151px 226px 302px 378px 453px 529px 604px 680px 756px 831px 907px 982px 1058px;"><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 7lfm</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"/><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Alle Stahlteile mit Rostschutz grundieren und mit PU-Lack endbeschichten. Inklusive erforderlicher Abklebearbeiten.  </span></p><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;tab-stops:75px 151px 226px 302px 378px 453px 529px 604px 680px 756px 831px 907px 982px 1058px;"><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;font-family:Arial;">grau, nach Bemusterung</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"/><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;tab-stops:75px 151px 226px 302px 378px 453px 529px 604px 680px 756px 831px 907px 982px 1058px;"><span style="font-size:10pt;font-family:Arial;">Bereich:</span><span style="font-size:10pt;mso-tab-count:1;font-family:Arial;"> </span><span style="font-size:10pt;font-family:Arial;">GE Treppe Remisenhof,</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;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;font-family:Arial;">Detail GE 302</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"/><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;"><span style="font-size:10pt;font-family:Arial;"/><image Encoding="base64" Type="image/jpeg" width="359">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</image></p><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"/><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"/><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"/></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;">Geländer Aussentreppe</span></p></TextOutlTxt></OutlTxt></OutlineText></CompleteText></Description></Item><Item ID="id94" RNoPart="8"><Qty>3.000</Qty><QU>St</QU><Description><CompleteText><DetailTxt><Text><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Überarbeiten der vorhandenen Stahlkonsolen, Flachstahl, Dreieckskonstruktion, 2 Teile eingemauert, 1 Teil auskragend als Balkenschuh für Hölzer der Treppenkonstruktion. Verankerung in Naturstein Mauerwerk überprüfen und einmörteln.</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Stahlkonsolen mit Bürste entrosten mit Rostschutz grundieren und mit PU-Lack endbeschichten. Inklusive erforderlicher Abklebearbeiten.  </span></p><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"/><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;tab-stops:75px 151px 226px 302px 378px 453px 529px 604px 680px 756px 831px 907px 982px 1058px;"><span style="font-size:10pt;font-family:Arial;">Farbgebung: </span><span style="font-size:10pt;mso-tab-count:1;font-family:Arial;"> </span><span style="font-size:10pt;font-family:Arial;">grau, nach Bemusterung</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;tab-stops:75px 151px 226px 302px 378px 453px 529px 604px 680px 756px 831px 907px 982px 1058px;"><span style="font-size:10pt;font-family:Arial;">Bereich:</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;">GE Treppe Remisenhof</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"/><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;"><span style="font-size:10pt;font-family:Arial;"/><image Encoding="base64" Type="image/jpeg" width="360">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</image></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;">Konsolen Aussentreppe</span></p></TextOutlTxt></OutlTxt></OutlineText></CompleteText></Description></Item><Remark ID="id95"><Description><CompleteText><DetailTxt><Text><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"/></Text></DetailTxt><OutlineText><OutlTxt><TextOutlTxt><p style="width:481pt;margin-top:0pt;margin-bottom:0pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Aussenanlage Anlegetreppe</span></p></TextOutlTxt></OutlTxt></OutlineText></CompleteText></Description></Remark><Item ID="id96" RNoPart="9"><Qty>6.000</Qty><QU>St</QU><Description><CompleteText><DetailTxt><Text><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Liefern und Einbauen einer Stahlunterkonstruktion für die Aufnahme von Eichenbohlen als Stufenelement der Anlegetreppe.</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"/><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Als Auflager werden bauseits Wangen aus Sichtmauerwerk hergestellt, auf dieses Mauerwerk ist der Stahlrahmen mit Höhenausgleich zu befestigen.</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"/><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Stahlkonstruktion:</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Stahlrahmen mit 2 zusätzlichen Querstreben, geschweißt.</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Mit Laschen in den Rahmeninnenecken angeschweißt,   vorgebohrt zur Befestigung auf Mauerwerk.</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Mit vorgerichteten Bohrlöchern auf den kurzen Streben zur Montage der Bohlen.</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Alle Rahmenteile sind verschweißt und feuerverzinkt und zusätzlich mit einer Beschichtung mit Sikacor EG-120 zu versehen.</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Inklusive aller erforderlichen Befestigungsmittel im Mauerwerk aus Edelstahl, sowie Ausgleichsschichten aus Neopren und/oder Edelstahl.</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"/><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;tab-stops:75px 151px 226px 302px 378px 453px 529px 604px 680px 756px 831px 907px 982px 1058px;"><span style="font-size:10pt;font-family:Arial;">Rahmen Aussenmaß </span><span style="font-size:10pt;mso-tab-count:1;font-family:Arial;"> </span><span style="font-size:10pt;font-family:Arial;">40cm x192,5cm</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;tab-stops:75px 151px 226px 302px 378px 453px 529px 604px 680px 756px 831px 907px 982px 1058px;"><span style="font-size:10pt;font-family:Arial;">Rechteckprofil </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;">50x40x4mm; S235JR</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;tab-stops:75px 151px 226px 302px 378px 453px 529px 604px 680px 756px 831px 907px 982px 1058px;"><span style="font-size:10pt;font-family:Arial;">Länge Profilstahl</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 5,30lfm</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;tab-stops:75px 151px 226px 302px 378px 453px 529px 604px 680px 756px 831px 907px 982px 1058px;"><span style="font-size:10pt;font-family:Arial;">2x lange Seite </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;">192,5cm</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;tab-stops:75px 151px 226px 302px 378px 453px 529px 604px 680px 756px 831px 907px 982px 1058px;"><span style="font-size:10pt;font-family:Arial;">4x kurze Seite </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;">30cm</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;tab-stops:75px 151px 226px 302px 378px 453px 529px 604px 680px 756px 831px 907px 982px 1058px;"><span style="font-size:10pt;font-family:Arial;">4x Montagelasche </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;">60x60x5mm, Flachstahl</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Kurze Seite mit vorgerichteten Bohrungen zur Montage der Eichendielen Achsmaß 400mm = 50 - 95 - 110 - 95 - 50</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"/><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;tab-stops:75px 151px 226px 302px 378px 453px 529px 604px 680px 756px 831px 907px 982px 1058px;"><span style="font-size:10pt;font-family:Arial;">Bereich: </span><span style="font-size:10pt;mso-tab-count:1;font-family:Arial;"> </span><span style="font-size:10pt;font-family:Arial;">Aussenanlage Anlegertreppe Detail AA701</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;">Stahlrahmen für Anlegetreppe Schafgraben</span></p></TextOutlTxt></OutlTxt></OutlineText></CompleteText></Description></Item><Item ID="id97" RNoPart="10"><Qty>12.000</Qty><QU>St</QU><Description><CompleteText><DetailTxt><Text><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Liefern und Einbauen von Eichenbohlen auf zuvor genannter Stahlrahmenkonstruktion.</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"/><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;tab-stops:75px 151px 226px 302px 378px 453px 529px 604px 680px 756px 831px 907px 982px 1058px;"><span style="font-size:10pt;font-family:Arial;">Eichenbohle  </span><span style="font-size:10pt;mso-tab-count:1;font-family:Arial;"> </span><span style="font-size:10pt;font-family:Arial;">d= 40</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;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;">B= 215mm</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;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;">L= 2125mm, bzw vor Ort anzupassen</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;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;">geschliffen</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"/><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Inklusive aller erforderlichen Befestigungsmittel aus Edelstahl. Die Bohlen sind vor Einbau ringsum 2-fach mit Leinölfirnis (ohne Schwermetallanteile) zu beschichten.</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"/><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;tab-stops:75px 151px 226px 302px 378px 453px 529px 604px 680px 756px 831px 907px 982px 1058px;"><span style="font-size:10pt;font-family:Arial;">Bereich: </span><span style="font-size:10pt;mso-tab-count:1;font-family:Arial;"> </span><span style="font-size:10pt;font-family:Arial;">Aussenanlage Anlegertreppe Detail AA701</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;">Eichenbohlenbelag für Anlegetreppe Schafgraben</span></p></TextOutlTxt></OutlTxt></OutlineText></CompleteText></Description></Item></Itemlist></BoQBody></BoQCtgy><BoQCtgy ID="id98" RNoPart="7"><LblTx><p><span>Zubehör</span></p></LblTx><BoQBody><Itemlist><Item ID="id99" RNoPart="1"><Qty>3.000</Qty><QU>St</QU><Description><CompleteText><ComplTSB>Yes</ComplTSB><DetailTxt><Text><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Liefern einbauen eines Türstoppers zur Bodenmontage.</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Edelstahl matt. Bemusterung vor Bestellung erforderlich!</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Richtfabrikat: FSB 3878</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"/><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;"><span style="font-size:10pt;font-family:Arial;"/><image Encoding="base64" Type="image/jpeg" width="187">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</image></p><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"/><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"/><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"/><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"/><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"/></Text><TextComplement MarkLbl="11" Kind="Bidder"><ComplCaption><span style="font-family:Arial;font-size:10pt;">angebotenes Produkt: </span></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:283pt;font-size:10pt;"/><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"/><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"/><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"/></Text><TextComplement MarkLbl="12" Kind="Bidder"><ComplCaption><span style="font-family:Arial;font-size:10pt;">angebotener Materialpreis: </span></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:283pt;font-size:10pt;"/><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"/><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"/></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;">Türstopper, Bodenmontage</span></p></TextOutlTxt></OutlTxt></OutlineText></CompleteText></Description></Item><Item ID="id100" RNoPart="2"><Qty>1.000</Qty><QU>St</QU><Description><CompleteText><DetailTxt><Text><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Liefern und montieren von Türfeststeller mit Feststellgehäuse und Fanghaken. Montage auf Dielenboden und Türblatt. Einbrennlackiert, mit Puffer aus Gummi, für Türbreiten bis 1000mm.</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"/><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Farbe:  dunkel, nach Bemusterung</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"/><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;"><span style="font-size:10pt;font-family:Arial;"/><image Encoding="base64" Type="image/jpeg" width="360">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</image></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;">Türhalter mit Fanghaken</span></p></TextOutlTxt></OutlTxt></OutlineText></CompleteText></Description></Item><Remark ID="id101"><Description><CompleteText><DetailTxt><Text><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Nach Abschluss der Malerarbeiten ist im Laufbereich Treppe EG-1.OG und Podest 1.OG ein Sisalläufer auf der Innentreppe Gärtnerhaus vorgesehen.</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"/><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Die Ausführung erfolgt zeitlich versetzt zu den Hauptarbeiten. Der Mehraufwand für die separate Anfahrten ist in den Positionspreis mit einzukalkulieren.</span></p></Text></DetailTxt><OutlineText><OutlTxt><TextOutlTxt><p style="width:481pt;margin-top:0pt;margin-bottom:0pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Treppenläufer GÄ</span></p></TextOutlTxt></OutlTxt></OutlineText></CompleteText></Description></Remark><Item ID="id102" RNoPart="3"><Qty>12.000</Qty><QU>lfdm</QU><Description><CompleteText><DetailTxt><Text><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Treppenläufer aus Sisal, passend zum Treppenverlauf liefern und einbauen. Inklusive aller erforderlichen Anpassungen und Abschlüsse. Schienen separat.</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"/><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;tab-stops:75px 151px 226px 302px 378px 453px 529px 604px 680px 756px 831px 907px 982px 1058px;"><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;mso-tab-count:1;font-family:Arial;"> </span><span style="font-size:10pt;font-family:Arial;">Sisal, gewebt, Florhöhe ca 6mm,</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;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;">gekettelter Rand</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;tab-stops:75px 151px 226px 302px 378px 453px 529px 604px 680px 756px 831px 907px 982px 1058px;"><span style="font-size:10pt;font-family:Arial;">Brandschutz:</span><span style="font-size:10pt;mso-tab-count:1;font-family:Arial;"> </span><span style="font-size:10pt;font-family:Arial;">schwer entflammbar</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;tab-stops:75px 151px 226px 302px 378px 453px 529px 604px 680px 756px 831px 907px 982px 1058px;"><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;">Natur, nach Bemusterung</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"/><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;tab-stops:75px 151px 226px 302px 378px 453px 529px 604px 680px 756px 831px 907px 982px 1058px;"><span style="font-size:10pt;font-family:Arial;">Breite ca:</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;">90cm Treppe 1/4 gewendelt!</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;tab-stops:75px 151px 226px 302px 378px 453px 529px 604px 680px 756px 831px 907px 982px 1058px;"><span style="font-size:10pt;font-family:Arial;">Stufen:</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;">19St ; S=18,5/ A= 27cm = ca 9lfm</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;tab-stops:75px 151px 226px 302px 378px 453px 529px 604px 680px 756px 831px 907px 982px 1058px;"><span style="font-size:10pt;font-family:Arial;">Podest:</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;">1St = ca 2lfm</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"/><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;tab-stops:75px 151px 226px 302px 378px 453px 529px 604px 680px 756px 831px 907px 982px 1058px;"><span style="font-size:10pt;font-family:Arial;">Bereich:</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;">Treppe Gärtnerhaus EG -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;">Sisal Treppenläufer</span></p></TextOutlTxt></OutlTxt></OutlineText></CompleteText></Description></Item><Item ID="id103" RNoPart="4"><Qty>19.000</Qty><QU>St</QU><Description><CompleteText><DetailTxt><Text><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Liefern und einbauen von Treppenläuferstangen für zuvor genannten Treppenläufer aus Sisal.</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"/><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;tab-stops:75px 151px 226px 302px 378px 453px 529px 604px 680px 756px 831px 907px 982px 1058px;"><span style="font-size:10pt;font-family:Arial;">Befestigung:</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;">Stange und Verschraubung,</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;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;">Messing antik, mit Eisenkern</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;">Sisal Treppenläufer Stangen zur Montage</span></p></TextOutlTxt></OutlTxt></OutlineText></CompleteText></Description></Item></Itemlist></BoQBody></BoQCtgy><BoQCtgy ID="id104" RNoPart="8"><LblTx><p><span>Leistungen zum Nachweis</span></p></LblTx><BoQBody><Itemlist><Item ID="id105" RNoPart="1"><Qty>5.000</Qty><QU>h</QU><Description><CompleteText><DetailTxt><Text><p style="text-align:justify;margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Arbeiten, welche nicht in den Positionen erfasst sind und gegen Nachweis zur Ausführung kommen:</span></p><p style="text-align:justify;margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Fachwerker</span></p><p style="text-align:justify;margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"/><p style="text-align:justify;margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Ausführung nur nach Freigabe durch Bauüberwachung und Auftraggeber!</span></p><p style="text-align:justify;margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"/><p style="text-align:justify;margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"/></Text></DetailTxt><OutlineText><OutlTxt><TextOutlTxt><p style="width:481pt;margin-top:0pt;margin-bottom:0pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Stundensatz Fachwerker</span></p></TextOutlTxt></OutlTxt></OutlineText></CompleteText></Description></Item><Item ID="id106" RNoPart="2"><Qty>5.000</Qty><QU>h</QU><Description><CompleteText><DetailTxt><Text><p style="text-align:justify;margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Arbeiten, welche nicht in den Positionen erfasst sind und gegen Nachweis zur Ausführung kommen:</span></p><p style="text-align:justify;margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Helfer</span></p><p style="text-align:justify;margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"/><p style="text-align:justify;margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Ausführung nur nach Freigabe durch Bauüberwachung und Auftraggeber!</span></p><p style="text-align:justify;margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"/><p style="text-align:justify;margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"/></Text></DetailTxt><OutlineText><OutlTxt><TextOutlTxt><p style="width:481pt;margin-top:0pt;margin-bottom:0pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Stundensatz Helfer</span></p></TextOutlTxt></OutlTxt></OutlineText></CompleteText></Description></Item><Item ID="id107" RNoPart="3"><LumpSumItem>Yes</LumpSumItem><Qty>1.000</Qty><QU>psch</QU><Description><CompleteText><DetailTxt><Text><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;font-weight:bold;"><span style="font-family:Arial;font-size:10pt;">Erstellen einer Dokumentation</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"/><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Erstellen einer Dokumentation aller durchgeführten Maßnahmen in Anlehnung an die Dokumentationsrichtlinien SPSG, Stand 21.02.2025 (siehe Anlage).</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Fertigstellung und Übergabe der Dokumentation an den AG bis spätestens acht Wochen nach vollständiger und mängelfreier Abnahme der ausgeführten Maßnahme.</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"/><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Die Dokumentation ist nach der folgenden Struktur aufzubauen:</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">1. Deckblatt mit folgenden Angaben:</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">- Bezeichnung &#x22;Dokumentation&#x22;</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">- Bezeichnung des Objekts und der beauftragten Leistungen</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">- Auftragsnummer und Maßnahmennummer</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">- Kontaktangaben des AG und des AN</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">- Bearbeitungszeitraum</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"/><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">2. schriftliche Dokumentation</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">- Kurzbeschreibung der Maßnahme und Arbeitsschritte, ggf durch die Ergänzung fotografischer Belege.</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"/><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">3. Anhang mit Anlagen:</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">- Material- und Herstellerverzeichnis, Technische Merkblätter</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">- Pläne, Zeichnungen, Skizzen</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">- Berichte und Protokolle</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">- Abbildungs- und Quellenverzeichnis</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"/><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Die Seiten der Dokumentation sind fortlaufend zu nummerieren, beginnend nach dem Deckblatt.</span></p><p style="margin-top:0pt;margin-bottom:0pt;width:283pt;font-size:10pt;"><span style="font-family:Arial;font-size:10pt;">Ausgenommen von der Nummerierung sind die Anlagen.</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;">Dokumentation der Maßnahmen</span></p></TextOutlTxt></OutlTxt></OutlineText></CompleteText></Description></Item></Itemlist></BoQBody></BoQCtgy></BoQBody></BoQCtgy></BoQBody></BoQ></Award></GAEB>