﻿<?xml version="1.0" encoding="utf-8"?>
<GAEB xmlns="http://www.gaeb.de/GAEB_DA_XML/DA83/3.2"><GAEBInfo><Version>3.2</Version><VersDate>2013-10</VersDate><Date>2026-08-19</Date><Time>13:37:16</Time><ProgSystem>AVAPLAN</ProgSystem><ProgName>AVAPLAN win64bit 26.2.3.4464</ProgName></GAEBInfo><PrjInfo><NamePrj>Instandhaltung Feldwege</NamePrj><LblPrj>Instandhaltungsarbeiten am Feldweg &quot;An der Keip&quot;</LblPrj><Cur>EUR</Cur><CurLbl>EUR</CurLbl></PrjInfo><Award><DP>83</DP><AwardInfo><Cat>OpenCall</Cat><Cur>EUR</Cur><OpenDate>2026-09-10</OpenDate><OpenTime>09:00:00</OpenTime><EvalEnd>2026-10-09</EvalEnd><SubmLoc>ausschließlich digital</SubmLoc></AwardInfo><OWN><Address><Name1>Verbandsgemeindeverwaltung Birkenfeld im</Name1><Name2>der Stadt Birkenfeld</Name2><Street>Schneewiesenstraße 21</Street><PCode>55765</PCode><City>Birkenfeld</City></Address></OWN><AddText><OutlineAddText><p style="text-align:left; "><span>Vorbemerkung / Vertragstext</span></p></OutlineAddText><DetailAddText><p style="text-align:justify; "><span style="font-size:11pt; font-weight:bold; ">Baubeschreibung</span></p><p style="text-align:justify; "><span/></p><p style="text-align:left; "><span style="font-size:11pt; ">1.Lage und Zufahrt zur Baustelle </span><br/><span style="font-size:11pt; ">Der Feldweg „An der Keip“ in der Gemarkung Birkenfeld, Flur 44, Flurstück 26 liegt südöstlich des Stadtzentrums von Birkenfeld und ist verkehrstechnisch über die B41 und die Straße &quot;Dambacher Weg&quot; zu erreichen.</span></p><p style="text-align:left; "><span/></p><p style="text-align:left; "><span style="font-size:11pt; ">2. AUSZUFÜHRENDE ARBEITEN</span></p><p style="text-align:justify; "><span style="font-size:11pt; ">Das vorliegende Leistungsverzeichnis umfasst die Instandsetzung eines Feldwirtschaftsweges der Stadt Birkenfeld.</span></p><p style="text-align:justify; "><span/></p><p style="text-align:justify; "><span style="font-size:11pt; ">Die Schotterdeckschicht ist im Hocheinbau mit einer Stärke von ca. 15 cm zu erneuern. Eine Entwässerungsrinne aus Betonformsteinen ist herzustellen.</span></p><p style="text-align:justify; "><span/></p><p style="text-align:justify; "><span style="font-size:11pt; ">Dem Bieter wird empfohlen, sich vor Angebotsabgabe über die örtlichen Gegebenheiten im Bereich der Baumaßnahme zu informieren und sich genaue Kenntnis über den Umfang und Schwierigkeitsgrad der durchzuführenden Arbeiten zu verschaffen. Hierzu empfehlen wir die Örtlichkeit zu besichtigen.</span></p><p style="text-align:left; "><span/></p><p style="text-align:justify; "><span style="font-size:11pt; ">3. Art und Lage der Baulichen Nutzung </span></p><p style="text-align:justify; "><span style="font-size:11pt; ">Es handelt sich um Feldwirtschaftswege welche der Forst- und Landwirtschaft dienen.</span></p><p style="text-align:justify; "><span/></p><p style="text-align:left; "><span style="font-size:11pt; ">4. Verkehrsverhältnisse auf der Baustelle </span><br/><span style="font-size:11pt; ">Die Feldwirtschaftswege werden Forst- und Landwirtschaftlich genutzt.  Zudem ist mit Rad- und Fußgängerverkehr zu rechnen. </span></p><p style="text-align:left; "><span/></p><p style="text-align:left; "><span style="font-size:11pt; ">5. Für den Verkehr freizuhaltende Flächen</span><br/><span style="font-size:11pt; ">Der AN hat dafür zu sorgen, dass die von ihm, ggf. auch von seinen Nachunternehmern oder Zulieferern, benutzten Straßen freigehalten werden und der übrige Verkehr nicht behindert wird. Nach der Baumaßnahme sind nicht mehr benötigte Schilder wieder zu entfernen.</span></p><p style="text-align:left; "><span/></p><p style="text-align:justify; "><span style="font-size:11pt; ">6.Versorgungsleitungen</span><br/><span style="font-size:11pt; ">Der AN hat sich vor Beginn der Maßnahme über vorhandene Ver- und Entsorgungsleitungen und Kabel kundig zu machen. Evtl. Schäden an den Leitungen oder Kabeln gehen zu Lasten des AN.</span></p><p style="text-align:justify; "><span/></p><p style="text-align:justify; "><span style="font-size:11pt; ">7.LAGE UND AUSMASS DER DEM AN FÜR DIE AUSFÜHRUNG SEINER Leistungen zur benutzung oder mitbenutzung überlassenen Flächen, Räume, Materiallagerbereich </span></p><p style="text-align:justify; "><br/><span style="font-size:11pt; ">Es ist Sorgfalt walten zu lassen in Bezug auf die Baustellensicherung. Material, insbesondere die Verpackungen desselben, ist generell so zu lagern, dass es nicht durch Witterungseinflüsse aufgewirbelt und weggeblasen wird und Schäden verursachen kann. Die Zufahrtsmöglichkeit für Krankenwagen und Feuerwehr muss ständig gewährleistet sein. Grundsätzlich sind, besonders aber an arbeitsfreien Tagen sowie über Nacht, Baumaschinen, sonstige Geräte sowie Baumaterial, Aushubmaterial u.ä. immer innerhalb des Bauzauns abzustellen bzw., dann in Absprache mit der Bauleitung, so abzustellen oder zu lagern, dass die Durchfahrt auch für Großfahrzeuge nicht behindert ist, wobei darauf zu achten ist, dass Einfahrten und Eingänge sowie ggf. teilweise auch Parkplätze freigehalten werden. Die als Lagerflächen genutzten Bereiche sind vor Verunreinigungen zu schützen und nach Arbeitsende wieder in den ursprünglichen Zustand zu versetzen.</span></p><p style="text-align:justify; "><span/></p><p style="text-align:left; "><span style="font-size:11pt; ">8. Bodenverhältnisse, Baugrund und seine Tragfähigkeit</span><br/><span style="font-size:11pt; ">Eine Baugrunduntersuchung liegt nicht vor und ist den Ausschreibungsunterlagen dementsprechend nicht beigefügt</span></p><p style="text-align:left; "><span/></p><p style="text-align:left; "><span style="font-size:11pt; ">9. VERKEHRSREGELUNG</span><br/><span style="font-size:11pt; ">Die Arbeiten müssen unter Vollsperrung des Feldwirtschaftsweges erfolgen. Die Verkehrsregelung ist frühzeitig mit der Gemeinde abzustimmen. Die Verkehrsrechtliche Anordnung ist rechtzeig bei der zuständigen Verkehrsbehörde zu beantragen Die erforderliche Beschilderung und Absperrschranken sind zu liefern, aufzubauen, vorzuhalten zu kontrollieren und zurückzubauen.</span></p><p style="text-align:left; "><span/></p><p style="text-align:left; "><span style="font-size:11pt; ">10. BAUSTELLENEINRICHTUNG</span><br/><span style="font-size:11pt; ">Flächen für die Baustelleneinrichtung hat der AN selbst zu besorgen.</span></p><p style="text-align:left; "><span/></p><p style="text-align:justify; "><span style="font-size:11pt; ">11. PRÜFUNGEN </span></p><p style="text-align:justify; "><span style="font-size:11pt; ">11.1 Eignungsprüfungen</span></p><p style="text-align:justify; "><span style="font-size:11pt; ">Für Frostschutzmaterial sind vor dem Einbau Eignungsprüfungen 	vorzulegen. Die Kosten der Eignungsprüfungen werden nicht gesondert vergütet. </span></p><p style="text-align:justify; "><span/></p><p style="text-align:justify; "><span style="font-size:11pt; ">11.2 Eigenüberwachungsprüfungen </span></p><p style="text-align:justify; "><span style="font-size:11pt; ">Die Eigenüberwachung durch den AN ist gemäß den geltenden Bestimmungen durchzuführen. Die Eigenüberwachungsprüfungen sind durch den AN während der Ausführung mit der erforderlichen Sorgfalt und in dem erforderlichen Umfang durchzuführen. Bei Abweichung von den vertraglichen Anforderungen, sind deren Ursachen unverzüglich zu beseitigen. Die Kosten für die Eigenüberwachung sind in die entsprechenden Einheitspreise einzurechnen. </span></p><p style="text-align:justify; "><span/></p><p style="text-align:left; "><span style="font-size:11pt; ">12. SEITENENTNAHME UND ABLAGERUNGSSTELLEN</span></p><p style="text-align:left; "><span style="font-size:11pt; ">12.1 Ablagerungsstellen</span></p><p style="text-align:justify; "><span style="font-size:11pt; ">Alle anfallenden, überschüssigen und unbrauchbaren Erdmassen sowie 	alle anderen Massen wie Asphalt, Schotter, Beton etc. sind auf eine 	genehmigte und gebührenpflichtige Deponie abzufahren. Die Nachweise sind auf Verlangen vorzulegen. Die Kosten sind in die entsprechende Position einzukalkulieren. Die Sauberhaltung der Straßen erfolgt durch den AN. Die vom AN vorgesehene Deponie darf erst benutzt werden, 	nachdem die Zustimmung des AG erfolgt ist.</span></p><p style="text-align:justify; "><span/></p><p style="text-align:justify; "><span style="font-size:11pt; ">Die Beschaffung, Einrichtung, Unterhaltung und Wiederherstellung von 	Zwischenlagern ist Sache des AN.</span></p><p style="text-align:justify; "><span/></p><p style="text-align:justify; "><span style="font-size:11pt; ">12.2 Wiederverwendbare Baureststoffe</span></p><p style="text-align:justify; "><span/></p><p style="text-align:justify; "><span style="font-size:11pt; ">Alle auf der Baustelle anfallenden Stoffe unterliegen dem 	Kreislaufwirtschaftsgesetz. Der AN hat für die entsprechende Wiederverwertung durch Zwischenlager, Recycling usw. zu sorgen.</span></p><p style="text-align:justify; "><span/></p><p style="text-align:justify; "><span style="font-size:11pt; ">Wiederverwendbare Baustoffe die in Eigentum des AN übergehen, müssen auf eine genehmigte Recyclinganlage gebracht werden. Die vom AN vorgesehene Recyclinganlage ist auf Verlangen anzugeben. Erforderliche Deponiegebühren und Transportkosten sind zu 	berücksichtigen und in die Einheitspreise einzurechnen. Die Entsorgungsnachweise sind auf Verlangen vorzuzeigen.</span></p><p style="text-align:justify; "><span/></p><p style="text-align:justify; "><span style="font-size:11pt; ">12.3 Nicht wiederverwendbare belastete Baureststoffe (gilt nicht für pechhaltigen Straßenaufbruch) Schadstoffbelastete Baureststoffe sind auf einer Hausmüll- bzw. Sondermülldeponie zu deponieren bzw. zu entsorgen. Die Entsorgung erfolgt durch dein Unternehmen mit entsprechender Transportgenehmigung. Transportkosten und Deponiegebühren trägt der AG.</span></p><p style="text-align:left; "><span/></p><p style="text-align:left; "><span style="font-size:11pt; ">13. AUFMASSVERFAHREN</span></p><p style="text-align:justify; "><span style="font-size:11pt; ">Soweit in den einzelnen Positionen des LV´s nicht anders festgelegt ist, werden die in der ZTV vorgesehen Aufmaßverfahren angewandt. Der Empfang des Material nach Tonneneinbau ist den dem Bauaufseher unverzüglich auf dem Lieferschein nach Prüfung durch Unterschriftsvollzug zu bestätigen.</span></p><p style="text-align:justify; "><span/></p><p style="text-align:left; "><span style="font-size:11pt; ">14. RECHNUNGSSTELLUNG</span></p><p style="text-align:justify; "><span style="font-size:11pt; ">Die jeweiligen Ausfertigung zu der Schlussrechnung muss nach einem entsprechenden Inhaltsverzeichnis, einschließlich Zwischenblätter mit Beschriftung geordnet und nach Ausfertigungen getrennt, in Hefter, Ordner oder Digital, dem AG zur Prüfung vorgelegt werden.</span></p><p style="text-align:left; "><span/></p><p style="text-align:left; "><span style="font-size:11pt; ">Muster einer Ausfertigung:</span></p><p style="text-align:left; "><span style="font-size:11pt; ">1. Schlussrechnung</span></p><p style="text-align:left; "><span style="font-size:11pt; ">2. Aufmaße</span></p><p style="text-align:left; "><span style="font-size:11pt; ">3. Erdmassenermittlung</span></p><p style="text-align:left; "><span style="font-size:11pt; ">4. Massenzusammenstellung</span></p><p style="text-align:left; "><span style="font-size:11pt; ">5. Lieferscheine</span></p><p style="text-align:left; "><span style="font-size:11pt; ">8. Abnahmeniederschrift</span></p><p style="text-align:left; "><span/></p><p style="text-align:justify; "><span style="font-size:11pt; ">Abschlagsrechnungen sind mit Aufmaßen und Massenberechnungen zu belegen. </span></p><p style="text-align:left; "><span/></p><p style="text-align:left; "><span style="font-size:11pt; ">15. BAUSTOFFE UND BAUTEILE</span></p><p style="text-align:justify; "><span style="font-size:11pt; ">Im Oberbau dürfen nur solche Gesteine, Korngruppen und Gemische verwendet werden, die den Richtlinien für die Güterüberwachung unterliegen. Auf Verlangen der Bauleitung sind die Überwachungsuntersuchungen des Herstellers vorzulegen.</span></p><p style="text-align:left; "><span/></p><p style="text-align:left; "><span style="font-size:11pt; ">16. WASSERSCHUTZZONEN</span></p><p style="text-align:left; "><span style="font-size:11pt; color:black; ">Das Bauvorhaben befindet sich in keiner Wasserschutzzone.</span></p><p style="text-align:left; "><span/></p><p style="text-align:left; "><span style="font-size:11pt; ">15. BODENFUNDE</span></p><p style="text-align:justify; "><span style="font-size:11pt; ">Etwa zutage kommende Funde bei der Ausführung der Erdarbeiten, insbesondere Mauern, Erdverfärbungen, Scherben, Münzen usw. sind gemäß den Bestimmungen des Denkmal- und Pflegegesetzes unverzüglich dem zuständigen Landesdienst für Vor- und Frühgeschichte zu melden. Die Fortsetzung der Arbeiten ist zu unterlassen und die gefundenen Gegenstände sind in unverändertem Zustand zu belassen. Die Verpflichtung erlischt mit dem Ablauf des 7. Tages nach dem Tag der Anzeigenerstattung. Dadurch bedingte Stillstandzeiten werden - soweit vom</span></p><p style="text-align:justify; "><span style="font-size:11pt; ">AN der Nachweis geführt wird - der Bauzeit zugeschlagen. Eine zusätzliche Vergütung für eventuelle Arbeitsunterbrechungen erfolgt nicht.</span></p><p style="text-align:justify; "><span/></p></DetailAddText></AddText><BoQ ID="APCQIZQVJHCUOISM"><BoQInfo><Name>Instandhaltungsarbei</Name><LblBoQ>Instandhaltungsarbeiten</LblBoQ><OutlCompl>AllTxt</OutlCompl><BoQBkdn><Type>BoQLevel</Type><LblBoQBkdn>Abschnitt</LblBoQBkdn><Length>2</Length><Num>Yes</Num></BoQBkdn><BoQBkdn><Type>BoQLevel</Type><LblBoQBkdn>Titel</LblBoQBkdn><Length>2</Length><Num>Yes</Num></BoQBkdn><BoQBkdn><Type>Item</Type><LblBoQBkdn>Position</LblBoQBkdn><Length>4</Length><Num>Yes</Num></BoQBkdn><NoUPComps>4</NoUPComps><LblUPComp1 Type="Wages">Löhne</LblUPComp1><LblUPComp2 Type="Materials">Stoffe</LblUPComp2><LblUPComp3 Type="Plant">Geräte</LblUPComp3><LblUPComp4 Type="Miscellaneous">Sonstige</LblUPComp4><Ctlg><CtlgID>idDIN276_2008</CtlgID><CtlgType>cost group DIN 276-1 2008-12</CtlgType><CtlgName>DIN 276/2008</CtlgName></Ctlg></BoQInfo><BoQBody><BoQCtgy ID="APAZKBTAUJJBUBPU" RNoPart="1"><LblTx><p style="text-align:left; "><span style="font-size:9pt; ">Instandhaltungsarbeiten</span></p></LblTx><BoQBody><BoQCtgy ID="APIGCTDUPOOJHJDD" RNoPart="1"><LblTx><p style="text-align:left; "><span>Baustelleneinrichtung</span></p></LblTx><BoQBody><Itemlist><Remark ID="APEQPKXVWVORXXOQ"><Description><CompleteText><DetailTxt><Text><p style="text-align:justify; "><span style="font-weight:bold; ">Verkehrssicherung</span><span> </span><br/><span style="font-family:Calibri; font-size:11pt; ">Die Verkehrssicherung und Absperrung durch den AN ist gemäß den geltenden Bestimmungen durchzuführen. Die Kosten für das Einholen der Verkehrsbeschränkenden Anordnung die  Verkehrssicherung sowie für die nötigen Absperrungen und Beschilderungen sind in die Einheitspreise der Baustelleneinrichtung einzurechnen. Hierzu gehört auch die Unterhaltung und Kontrolle der Verkehrssicherung ( zweimal täglich , an Sonn- und Feiertagen einmal täglich). </span></p></Text></DetailTxt><OutlineText><OutlTxt><TextOutlTxt><p style="text-align:left; "><span/></p></TextOutlTxt></OutlTxt></OutlineText></CompleteText></Description></Remark><Item ID="APJVAKPATXNUYJFI" RNoPart="10"><UPBkdn>No</UPBkdn><Qty>1.000</Qty><QU>St</QU><Description><STLBBau><STLBBauCtlg><CtlgName>STLB-Bau</CtlgName><VersDate>2023-04</VersDate><WCtg>000</WCtg><Group>645</Group></STLBBauCtlg><STLBBauID><ArtChrIdent>4058</ArtChrIdent><ArtChIdx>0</ArtChIdx><ChVIdent>80</ChVIdent></STLBBauID><STLBBauID><ArtChrIdent>4095</ArtChrIdent><ArtChIdx>0</ArtChIdx><ChVIdent>10</ChVIdent></STLBBauID><STLBBauID><ArtChrIdent>5180</ArtChrIdent><ArtChIdx>0</ArtChIdx><ChVIdent>150</ChVIdent></STLBBauID><STLBBauID><ArtChrIdent>10164</ArtChrIdent><ArtChIdx>0</ArtChIdx><ChVIdent>1</ChVIdent></STLBBauID><STLBBauID><ArtChrIdent>2136</ArtChrIdent><ArtChIdx>0</ArtChIdx><ChVIdent>15</ChVIdent></STLBBauID></STLBBau><CompleteText><DetailTxt><Text><p style="text-align:left; "><span>Baustelle für sämtliche, in der Leistungsbeschreibung aufgeführten Leistungen einrichten.</span></p></Text></DetailTxt><OutlineText><OutlTxt><TextOutlTxt><p style="text-align:left; "><span>Baustelle einrichten</span></p></TextOutlTxt></OutlTxt></OutlineText></CompleteText></Description></Item></Itemlist></BoQBody></BoQCtgy><BoQCtgy ID="APCAPBDGWIMJIVBB" RNoPart="2"><LblTx><p style="text-align:left; "><span>Erdarbeiten</span></p></LblTx><BoQBody><Itemlist><Remark ID="APIXNPQOIFGIXUSB"><Description><CompleteText><DetailTxt><Text><p style="text-align:left; "><span>Bei Position 01.02.0010 handelt es sich um die Vegetationsbereiche auf dem Feldwirtschaftsweg.</span></p><p style="text-align:left; "><span/></p><p style="text-align:left; "><span style="text-decoration:underline; ">Siehe Beispielfoto:</span></p><p style="text-align:left; "><span/></p><p style="text-align:left; "><image Encoding="base64" Type="image/jpeg" 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</image></p><p style="text-align:left; "><span/></p><p style="text-align:left; "><span/></p></Text></DetailTxt><OutlineText><OutlTxt><TextOutlTxt><p style="text-align:left; "><span>Hinweistext</span></p></TextOutlTxt></OutlTxt></OutlineText></CompleteText></Description></Remark><Item ID="APVMKOSPAKOMXPGY" RNoPart="10"><UPBkdn>No</UPBkdn><Qty>530.000</Qty><QU>m</QU><Description><STLBBau><STLBBauCtlg><CtlgName>STLB-Bau</CtlgName><VersDate>2023-10</VersDate><WCtg>003</WCtg><Group>526</Group></STLBBauCtlg><STLBBauID><ArtChrIdent>3701</ArtChrIdent><ArtChIdx>0</ArtChIdx><ChVIdent>25</ChVIdent></STLBBauID><STLBBauID><ArtChrIdent>3628</ArtChrIdent><ArtChIdx>0</ArtChIdx><ChVIdent>184</ChVIdent></STLBBauID><STLBBauID><ArtChrIdent>3265</ArtChrIdent><ArtChIdx>0</ArtChIdx><ChVIdent>418</ChVIdent></STLBBauID><STLBBauID><ArtChrIdent>12302</ArtChrIdent><ArtChIdx>0</ArtChIdx><ChVIdent>1</ChVIdent></STLBBauID><STLBBauID><ArtChrIdent>3347</ArtChrIdent><ArtChIdx>0</ArtChIdx><ChVIdent>50</ChVIdent></STLBBauID><STLBBauID><ArtChrIdent>6020</ArtChrIdent><ArtChIdx>0</ArtChIdx><ChVIdent>28</ChVIdent></STLBBauID><STLBBauID><ArtChrIdent>9493</ArtChrIdent><ArtChIdx>0</ArtChIdx><ChVIdent>4</ChVIdent></STLBBauID><STLBBauID><ArtChrIdent>7806</ArtChrIdent><ArtChIdx>0</ArtChIdx><ChVIdent>18</ChVIdent></STLBBauID><STLBBauID><ArtChrIdent>21084</ArtChrIdent><ArtChIdx>0</ArtChIdx><ChVIdent>1</ChVIdent></STLBBauID><STLBBauID><ArtChrIdent>21085</ArtChrIdent><ArtChIdx>0</ArtChIdx><ChVIdent>7</ChVIdent></STLBBauID><STLBBauID><ArtChrIdent>22712</ArtChrIdent><ArtChIdx>0</ArtChIdx><ChVIdent>1</ChVIdent></STLBBauID><STLBBauID><ArtChrIdent>22711</ArtChrIdent><ArtChIdx>0</ArtChIdx><ChVIdent>1</ChVIdent></STLBBauID><STLBBauID><ArtChrIdent>5650</ArtChrIdent><ArtChIdx>0</ArtChIdx><ChVIdent>1</ChVIdent></STLBBauID><STLBBauID><ArtChrIdent>7755</ArtChrIdent><ArtChIdx>0</ArtChIdx><ChVIdent>2</ChVIdent></STLBBauID><STLBBauID><ArtChrIdent>5651</ArtChrIdent><ArtChIdx>0</ArtChIdx><ChVIdent>1</ChVIdent></STLBBauID><STLBBauID><ArtChrIdent>7809</ArtChrIdent><ArtChIdx>0</ArtChIdx><ChVIdent>1</ChVIdent></STLBBauID><STLBBauID><ArtChrIdent>3631</ArtChrIdent><ArtChIdx>0</ArtChIdx><ChVIdent>20</ChVIdent></STLBBauID><STLBBauID><ArtChrIdent>10164</ArtChrIdent><ArtChIdx>0</ArtChIdx><ChVIdent>1</ChVIdent></STLBBauID><STLBBauID><ArtChrIdent>2136</ArtChrIdent><ArtChIdx>0</ArtChIdx><ChVIdent>2</ChVIdent></STLBBauID></STLBBau><CompleteText><DetailTxt><Text><p style="text-align:left; "><span>Oberboden, profilgerecht abtragen, fördern, profilgerecht auftragen, Bodengruppe 3b DIN 18915 (schwach bindig, kiesig), eine Bodengruppe, Bodengruppe 1 GU DIN 18196 (Kies-Schluff-Gemisch), in Streifen, Breite 1 m, Abtragshöhe bis 10 cm, Auftragsdicke bis 10 cm, Mengenermittlung nach Aufmaß an der Entnahmestelle.</span></p></Text></DetailTxt><OutlineText><OutlTxt><TextOutlTxt><p style="text-align:left; "><span>Oberboden abtragen fördern auftragen BG3b GU in Streifen B 1m Abtrag-H bis 10cm D bis 10cm</span></p></TextOutlTxt></OutlTxt></OutlineText></CompleteText></Description></Item></Itemlist></BoQBody></BoQCtgy><BoQCtgy ID="APHMYFUPGRXUOJGV" RNoPart="3"><LblTx><p style="text-align:left; "><span>Abbrucharbeiten</span></p></LblTx><BoQBody><Itemlist><Item ID="APUZUNPMEITVZWZS" RNoPart="10"><UPBkdn>No</UPBkdn><Qty>0.500</Qty><QU>m3</QU><CtlgAssign><CtlgID>idDIN276_2008</CtlgID><CtlgCode>113</CtlgCode></CtlgAssign><Description><CompleteText><ComplTSA>Yes</ComplTSA><DetailTxt><Text><p style="text-align:left; "><span>Asphaltbefestigung aufbrechen und aufnehmen. Abrechnung</span><br/><span>erfolgt nach Abtragsprofilen.</span></p></Text><TextComplement Kind="Owner" MarkLbl="21"><ComplCaption><span>Fläche </span></ComplCaption><ComplBody><span>&apos;= Fahrbahn, Gehweg, Randstreifen, schmale Streifen, Zwickel, etc.&apos;</span></ComplBody><ComplTail/></TextComplement><TextComplement Kind="Owner" MarkLbl="31"><ComplCaption><span>Dicke der Asphaltbefestigung </span></ComplCaption><ComplBody><span>&apos;über 5 cm bis 20 cm.&apos;</span></ComplBody><ComplTail/></TextComplement><TextComplement Kind="Owner" MarkLbl="41"><ComplCaption><span>Gesamtaufbruchtiefe </span></ComplCaption><ComplBody><span>&apos;über 5 cm bis 20 cm.&apos;</span></ComplBody><ComplTail/></TextComplement><Text><p style="text-align:left; "><br/><span>Aufbruchgut der Verwertung nach Wahl des AN zuführen.</span></p></Text></DetailTxt><OutlineText><OutlTxt><TextOutlTxt><p style="text-align:left; "><span>Asphaltbefestigung aufnehmen</span></p><p style="text-align:left; "><span/></p></TextOutlTxt></OutlTxt></OutlineText></CompleteText></Description></Item><Item ID="APUOXTWVSQGSKWNE" RNoPart="20"><UPBkdn>No</UPBkdn><Qty>8.000</Qty><QU>m</QU><CtlgAssign><CtlgID>idDIN276_2008</CtlgID><CtlgCode>594</CtlgCode></CtlgAssign><Description><STLBBau><STLBBauCtlg><CtlgName>STLB-Bau</CtlgName><VersDate>2024-10</VersDate><WCtg>084</WCtg><Group>6256</Group></STLBBauCtlg><STLBBauID><ArtChrIdent>2899</ArtChrIdent><ArtChIdx>0</ArtChIdx><ChVIdent>1097</ChVIdent></STLBBauID><STLBBauID><ArtChrIdent>6074</ArtChrIdent><ArtChIdx>0</ArtChIdx><ChVIdent>3</ChVIdent></STLBBauID><STLBBauID><ArtChrIdent>783</ArtChrIdent><ArtChIdx>0</ArtChIdx><ChVIdent>2</ChVIdent></STLBBauID><STLBBauID><ArtChrIdent>16162</ArtChrIdent><ArtChIdx>0</ArtChIdx><ChVIdent>2</ChVIdent></STLBBauID><STLBBauID><ArtChrIdent>16160</ArtChrIdent><ArtChIdx>0</ArtChIdx><ChVIdent>26</ChVIdent></STLBBauID><STLBBauID><ArtChrIdent>59</ArtChrIdent><ArtChIdx>0</ArtChIdx><ChVIdent>7</ChVIdent></STLBBauID><STLBBauID><ArtChrIdent>11524</ArtChrIdent><ArtChIdx>0</ArtChIdx><ChVIdent>11</ChVIdent></STLBBauID><STLBBauID><ArtChrIdent>19068</ArtChrIdent><ArtChIdx>0</ArtChIdx><ChVIdent>40</ChVIdent></STLBBauID><STLBBauID><ArtChrIdent>2294</ArtChrIdent><ArtChIdx>0</ArtChIdx><ChVIdent>1</ChVIdent></STLBBauID><STLBBauID><ArtChrIdent>1737</ArtChrIdent><ArtChIdx>0</ArtChIdx><ChVIdent>6</ChVIdent></STLBBauID><STLBBauID><ArtChrIdent>19064</ArtChrIdent><ArtChIdx>0</ArtChIdx><ChVIdent>1</ChVIdent></STLBBauID><STLBBauID><ArtChrIdent>10490</ArtChrIdent><ArtChIdx>0</ArtChIdx><ChVIdent>48</ChVIdent></STLBBauID><STLBBauID><ArtChrIdent>2710</ArtChrIdent><ArtChIdx>0</ArtChIdx><ChVIdent>2</ChVIdent></STLBBauID><STLBBauID><ArtChrIdent>3182</ArtChrIdent><ArtChIdx>0</ArtChIdx><ChVIdent>365</ChVIdent></STLBBauID><STLBBauID><ArtChrIdent>785</ArtChrIdent><ArtChIdx>0</ArtChIdx><ChVIdent>69</ChVIdent></STLBBauID><STLBBauID><ArtChrIdent>786</ArtChrIdent><ArtChIdx>0</ArtChIdx><ChVIdent>21</ChVIdent></STLBBauID><STLBBauID><ArtChrIdent>15681</ArtChrIdent><ArtChIdx>0</ArtChIdx><ChVIdent>60</ChVIdent></STLBBauID><STLBBauID><ArtChrIdent>2183</ArtChrIdent><ArtChIdx>0</ArtChIdx><ChVIdent>16</ChVIdent></STLBBauID><STLBBauID><ArtChrIdent>10164</ArtChrIdent><ArtChIdx>0</ArtChIdx><ChVIdent>1</ChVIdent></STLBBauID><STLBBauID><ArtChrIdent>2136</ArtChrIdent><ArtChIdx>0</ArtChIdx><ChVIdent>2</ChVIdent></STLBBauID><STLBBauID><ArtChrIdent>3631</ArtChrIdent><ArtChIdx>0</ArtChIdx><ChVIdent>10</ChVIdent></STLBBauID></STLBBau><CompleteText><DetailTxt><Text><p style="text-align:left; "><span>Rückbau des Bordsteins aus Beton, nicht schadstoffbelastet,</span><br/><span>Abfall ist nicht gefährlich, ohne Festlegung eines Zuordnungskriteriums LAGA/DepVO/EBV/RuVA, Form TB 8/25, Wichte des Abbruchstoffes DIN EN 1991-1-1 24 kN/m3, Erschwernis gemäß Vorbemerkungen,</span><br/><span>Abbruch von Hand/mit handgeführten Kleingeräten,</span><br/><span>aufgenommene Stoffe sammeln, auf LKW des AN laden, transportieren, entsorgen, zum Lager oder zur Anlage nach Wahl des AN, Abfallschlüssel nach AVV (Abfallverzeichnis-Verordnung) 170101 Beton,</span><br/><span>Vergütung der Entsorgung übernimmt AN.</span></p></Text></DetailTxt><OutlineText><OutlTxt><TextOutlTxt><p style="text-align:left; "><span>Rückbau Bordstein Beton nicht schadstoffbelastet TB8/25 24kN/m3 v.Hand laden transp. LKW AN entsorgen AVV170101 Vergüt.Entsorg. AN</span></p></TextOutlTxt></OutlTxt></OutlineText></CompleteText></Description></Item></Itemlist></BoQBody></BoQCtgy><BoQCtgy ID="APDXGYXSGVMHWEJN" RNoPart="4"><LblTx><p style="text-align:left; "><span>Wiederherstellungsarbeiten</span></p></LblTx><BoQBody><Itemlist><Item ID="APDMFFIGEONNTJXF" RNoPart="10"><UPBkdn>No</UPBkdn><Qty>8.000</Qty><QU>m</QU><CtlgAssign><CtlgID>idDIN276_2008</CtlgID><CtlgCode>522</CtlgCode></CtlgAssign><Description><STLBBau><STLBBauCtlg><CtlgName>STLB-Bau</CtlgName><VersDate>2024-10</VersDate><WCtg>080</WCtg><Group>357</Group></STLBBauCtlg><STLBBauID><ArtChrIdent>3227</ArtChrIdent><ArtChIdx>0</ArtChIdx><ChVIdent>70</ChVIdent></STLBBauID><STLBBauID><ArtChrIdent>1367</ArtChrIdent><ArtChIdx>0</ArtChIdx><ChVIdent>11</ChVIdent></STLBBauID><STLBBauID><ArtChrIdent>59</ArtChrIdent><ArtChIdx>0</ArtChIdx><ChVIdent>13</ChVIdent></STLBBauID><STLBBauID><ArtChrIdent>12</ArtChrIdent><ArtChIdx>0</ArtChIdx><ChVIdent>36</ChVIdent></STLBBauID><STLBBauID><ArtChrIdent>186</ArtChrIdent><ArtChIdx>0</ArtChIdx><ChVIdent>62</ChVIdent></STLBBauID><STLBBauID><ArtChrIdent>17447</ArtChrIdent><ArtChIdx>0</ArtChIdx><ChVIdent>1</ChVIdent></STLBBauID><STLBBauID><ArtChrIdent>17020</ArtChrIdent><ArtChIdx>0</ArtChIdx><ChVIdent>5</ChVIdent></STLBBauID><STLBBauID><ArtChrIdent>17624</ArtChrIdent><ArtChIdx>0</ArtChIdx><ChVIdent>1</ChVIdent></STLBBauID><STLBBauID><ArtChrIdent>1365</ArtChrIdent><ArtChIdx>0</ArtChIdx><ChVIdent>1</ChVIdent></STLBBauID><STLBBauID><ArtChrIdent>24684</ArtChrIdent><ArtChIdx>0</ArtChIdx><ChVIdent>1</ChVIdent></STLBBauID><STLBBauID><ArtChrIdent>2381</ArtChrIdent><ArtChIdx>0</ArtChIdx><ChVIdent>41</ChVIdent></STLBBauID><STLBBauID><ArtChrIdent>2621</ArtChrIdent><ArtChIdx>0</ArtChIdx><ChVIdent>70</ChVIdent></STLBBauID><STLBBauID><ArtChrIdent>2620</ArtChrIdent><ArtChIdx>0</ArtChIdx><ChVIdent>14</ChVIdent></STLBBauID><STLBBauID><ArtChrIdent>1391</ArtChrIdent><ArtChIdx>0</ArtChIdx><ChVIdent>2</ChVIdent></STLBBauID><STLBBauID><ArtChrIdent>1370</ArtChrIdent><ArtChIdx>0</ArtChIdx><ChVIdent>7</ChVIdent></STLBBauID><STLBBauID><ArtChrIdent>10242</ArtChrIdent><ArtChIdx>0</ArtChIdx><ChVIdent>30</ChVIdent></STLBBauID><STLBBauID><ArtChrIdent>781</ArtChrIdent><ArtChIdx>0</ArtChIdx><ChVIdent>12</ChVIdent></STLBBauID><STLBBauID><ArtChrIdent>10164</ArtChrIdent><ArtChIdx>0</ArtChIdx><ChVIdent>1</ChVIdent></STLBBauID><STLBBauID><ArtChrIdent>2136</ArtChrIdent><ArtChIdx>0</ArtChIdx><ChVIdent>2</ChVIdent></STLBBauID></STLBBau><CompleteText><DetailTxt><Text><p style="text-align:left; "><span>Bordstein aus Beton, DIN EN 1340, Maße DIN 483, Form RB 18/22, Farbton anthrazit, Witterungswiderstand A, Abriebwiderstand F, Biegezugfestigkeit S, mit Fundament und einseitiger Rückenstütze aus Beton mit einer Zusammensetzung C 12/15 DIN EN 206 und DIN 1045-2, Bettungsdicke 20 cm, Breite der Rückenstütze 15 cm, Kurven mit geraden Bordsteinen ausführen, Länge 1000 mm, Fugen offen.</span></p></Text></DetailTxt><OutlineText><OutlTxt><TextOutlTxt><p style="text-align:left; "><span>Betonbord RB18/22 anthrazit Fundament Rückenstütze C12/15 D 20cm</span></p></TextOutlTxt></OutlTxt></OutlineText></CompleteText></Description></Item><Item ID="APFLVJWVTWWXECOL" RNoPart="20"><UPBkdn>No</UPBkdn><Qty>8.000</Qty><QU>m</QU><CtlgAssign><CtlgID>idDIN276_2008</CtlgID><CtlgCode>115</CtlgCode></CtlgAssign><Description><CompleteText><ComplTSA>Yes</ComplTSA><DetailTxt><Text><p style="text-align:left; "><span>Rinne aus Betonformsteinen herstellen.</span><br/><span>Formstein = Rinnenplatte, Breite = 30 cm, Dicke = 10</span><br/><span>cm.</span><br/></p></Text><TextComplement Kind="Owner" MarkLbl="21"><ComplCaption><span>Fundament und Rückenstütze </span></ComplCaption><ComplBody><span>&apos;= Unterbeton C20/25, 20 bis 24 cm dick, herstellen.</span><br/><span>Erforderliche Erdarbeiten ausführen.&apos;</span></ComplBody><ComplTail/></TextComplement><Text><p style="text-align:left; "><br/></p></Text><TextComplement Kind="Owner" MarkLbl="31"><ComplCaption><span>Fuge </span></ComplCaption><ComplBody><span>&apos;Fugen mit Fertigzementmörtel vergießen. Druckfestigkeit</span><br/><span>am Würfel mindestens 50 N/mm2, Expositionsklasse XF4,</span><br/><span>Ausbreitmaßklasse F5.&apos;</span></ComplBody><ComplTail/></TextComplement></DetailTxt><OutlineText><OutlTxt><TextOutlTxt><p style="text-align:left; "><span style="font-size:9pt; ">Rinne aus Betonformsteinen herst.</span><br/><span style="font-size:9pt; ">Rinnenpl. 30/10</span></p></TextOutlTxt></OutlTxt></OutlineText></CompleteText></Description></Item></Itemlist></BoQBody></BoQCtgy><BoQCtgy ID="APCAJRADOFDPBYJR" RNoPart="5"><LblTx><p style="text-align:left; "><span>Schichten ohne Bindemittel</span></p></LblTx><BoQBody><Itemlist><Remark ID="APKUFJOSHEADASLF"><Description><CompleteText><DetailTxt><Text><p style="text-align:left; "><span>OZ 01.05.0020 ist für das Vorprofilieren von tiefen Schadstellen</span></p></Text></DetailTxt><OutlineText><OutlTxt><TextOutlTxt><p style="text-align:left; "><span>Hinweistext</span></p></TextOutlTxt></OutlTxt></OutlineText></CompleteText></Description></Remark><Item ID="APCAWTTBGQJXSZPI" RNoPart="10"><UPBkdn>No</UPBkdn><Qty>1590.000</Qty><QU>m²</QU><Description><STLBBau><STLBBauCtlg><CtlgName>STLB-Bau</CtlgName><VersDate>2023-10</VersDate><WCtg>002</WCtg><Group>535</Group></STLBBauCtlg><STLBBauID><ArtChrIdent>3890</ArtChrIdent><ArtChIdx>0</ArtChIdx><ChVIdent>10</ChVIdent></STLBBauID><STLBBauID><ArtChrIdent>3632</ArtChrIdent><ArtChIdx>0</ArtChIdx><ChVIdent>190</ChVIdent></STLBBauID><STLBBauID><ArtChrIdent>3889</ArtChrIdent><ArtChIdx>0</ArtChIdx><ChVIdent>3</ChVIdent></STLBBauID><STLBBauID><ArtChrIdent>3705</ArtChrIdent><ArtChIdx>0</ArtChIdx><ChVIdent>45</ChVIdent></STLBBauID><STLBBauID><ArtChrIdent>3347</ArtChrIdent><ArtChIdx>0</ArtChIdx><ChVIdent>30</ChVIdent></STLBBauID><STLBBauID><ArtChrIdent>10164</ArtChrIdent><ArtChIdx>0</ArtChIdx><ChVIdent>1</ChVIdent></STLBBauID><STLBBauID><ArtChrIdent>2136</ArtChrIdent><ArtChIdx>0</ArtChIdx><ChVIdent>1</ChVIdent></STLBBauID><STLBBauID><ArtChrIdent>12932</ArtChrIdent><ArtChIdx>0</ArtChIdx><ChVIdent>3</ChVIdent></STLBBauID></STLBBau><CompleteText><DetailTxt><Text><p style="text-align:left; "><span>Planum herstellen, für Wege, zulässige Abweichung von der Sollhöhe +/- 3 cm, Verformungsmodul mind. EV2 45 MPa, Arbeiten mit Gerät.</span></p></Text></DetailTxt><OutlineText><OutlTxt><TextOutlTxt><p style="text-align:left; "><span>Planum Weg Abweichung +/-3cm EV2 45MPa</span></p></TextOutlTxt></OutlTxt></OutlineText></CompleteText></Description></Item><Item ID="APPDYCXTZVBJFJFU" RNoPart="20"><UPBkdn>No</UPBkdn><Qty>50.000</Qty><QU>t</QU><Description><CompleteText><DetailTxt><Text><p style="text-align:left; "><span>Frostschutzschicht ZTV SoB-StB, Belastungsklasse RStO 12 Bk0,3, Verdichtungsgrad mind. DPr 1, aus Baustoffgemisch für Frostschutzschicht, natürliche Gesteinskörnung TL Gestein, Körnung 0/32, Schichtdicke bis 12 cm, Infiltrationsbeiwert ki größer gleich 1 x 10 hoch minus 5 m/s, abgerechnet wird nach Wiegekarte.</span></p></Text></DetailTxt><OutlineText><OutlTxt><TextOutlTxt><p style="text-align:left; "><span style="font-size:9pt; ">FSS Bk0,3 DPr1 0/32 D bis 12 cm</span></p><p style="text-align:left; "><span/></p></TextOutlTxt></OutlTxt></OutlineText></CompleteText></Description></Item><Item ID="APAJMYDYHPYWEUUY" RNoPart="30"><UPBkdn>No</UPBkdn><Qty>238.500</Qty><QU>m³</QU><CtlgAssign><CtlgID>idDIN276_2008</CtlgID><CtlgCode>522</CtlgCode></CtlgAssign><Description><STLBBau><STLBBauCtlg><CtlgName>STLB-Bau</CtlgName><VersDate>2024-10</VersDate><WCtg>080</WCtg><Group>330</Group></STLBBauCtlg><STLBBauID><ArtChrIdent>3406</ArtChrIdent><ArtChIdx>0</ArtChIdx><ChVIdent>3</ChVIdent></STLBBauID><STLBBauID><ArtChrIdent>21044</ArtChrIdent><ArtChIdx>0</ArtChIdx><ChVIdent>7</ChVIdent></STLBBauID><STLBBauID><ArtChrIdent>21045</ArtChrIdent><ArtChIdx>0</ArtChIdx><ChVIdent>1</ChVIdent></STLBBauID><STLBBauID><ArtChrIdent>3341</ArtChrIdent><ArtChIdx>0</ArtChIdx><ChVIdent>100</ChVIdent></STLBBauID><STLBBauID><ArtChrIdent>3705</ArtChrIdent><ArtChIdx>0</ArtChIdx><ChVIdent>10</ChVIdent></STLBBauID><STLBBauID><ArtChrIdent>2007</ArtChrIdent><ArtChIdx>0</ArtChIdx><ChVIdent>87</ChVIdent></STLBBauID><STLBBauID><ArtChrIdent>8399</ArtChrIdent><ArtChIdx>0</ArtChIdx><ChVIdent>3</ChVIdent></STLBBauID><STLBBauID><ArtChrIdent>19343</ArtChrIdent><ArtChIdx>0</ArtChIdx><ChVIdent>13</ChVIdent></STLBBauID><STLBBauID><ArtChrIdent>334</ArtChrIdent><ArtChIdx>0</ArtChIdx><ChVIdent>4</ChVIdent></STLBBauID><STLBBauID><ArtChrIdent>24500</ArtChrIdent><ArtChIdx>0</ArtChIdx><ChVIdent>1</ChVIdent></STLBBauID><STLBBauID><ArtChrIdent>3131</ArtChrIdent><ArtChIdx>0</ArtChIdx><ChVIdent>15</ChVIdent></STLBBauID><STLBBauID><ArtChrIdent>1217</ArtChrIdent><ArtChIdx>0</ArtChIdx><ChVIdent>2</ChVIdent></STLBBauID><STLBBauID><ArtChrIdent>22133</ArtChrIdent><ArtChIdx>0</ArtChIdx><ChVIdent>18</ChVIdent></STLBBauID><STLBBauID><ArtChrIdent>3631</ArtChrIdent><ArtChIdx>0</ArtChIdx><ChVIdent>10</ChVIdent></STLBBauID><STLBBauID><ArtChrIdent>10164</ArtChrIdent><ArtChIdx>0</ArtChIdx><ChVIdent>1</ChVIdent></STLBBauID><STLBBauID><ArtChrIdent>2136</ArtChrIdent><ArtChIdx>0</ArtChIdx><ChVIdent>3</ChVIdent></STLBBauID></STLBBau><CompleteText><DetailTxt><Text><p style="text-align:left; "><span>Frostschutzschicht ZTV SoB-StB, Belastungsklasse RStO 12 Bk0,3, Verdichtungsgrad mind. DPr 1, aus Baustoffgemisch für Frostschutzschicht, natürliche Gesteinskörnung TL Gestein, Körnung 0/32, Schichtdicke 15 cm, Infiltrationsbeiwert ki größer gleich 1 x 10 hoch minus 5 m/s.</span></p></Text></DetailTxt><OutlineText><OutlTxt><TextOutlTxt><p style="text-align:left; "><span>FSS Bk0,3 DPr1 0/32 D 15cm</span></p></TextOutlTxt></OutlTxt></OutlineText></CompleteText></Description></Item></Itemlist></BoQBody></BoQCtgy><BoQCtgy ID="APSPWAZCKDGQFPWD" RNoPart="6"><LblTx><p style="text-align:left; "><span>Grabenarbeiten</span></p></LblTx><BoQBody><Itemlist><Item ID="APAYKPNPCEXSQVBH" RNoPart="10"><UPBkdn>No</UPBkdn><Qty>720.000</Qty><QU>m</QU><Description><STLBBau><STLBBauCtlg><CtlgName>STLB-Bau</CtlgName><VersDate>2023-04</VersDate><WCtg>002</WCtg><Group>540</Group></STLBBauCtlg><STLBBauID><ArtChrIdent>3632</ArtChrIdent><ArtChIdx>0</ArtChIdx><ChVIdent>30</ChVIdent></STLBBauID><STLBBauID><ArtChrIdent>3768</ArtChrIdent><ArtChIdx>0</ArtChIdx><ChVIdent>21</ChVIdent></STLBBauID><STLBBauID><ArtChrIdent>3771</ArtChrIdent><ArtChIdx>0</ArtChIdx><ChVIdent>40</ChVIdent></STLBBauID><STLBBauID><ArtChrIdent>3772</ArtChrIdent><ArtChIdx>0</ArtChIdx><ChVIdent>14</ChVIdent></STLBBauID><STLBBauID><ArtChrIdent>3773</ArtChrIdent><ArtChIdx>0</ArtChIdx><ChVIdent>10</ChVIdent></STLBBauID><STLBBauID><ArtChrIdent>3774</ArtChrIdent><ArtChIdx>0</ArtChIdx><ChVIdent>10</ChVIdent></STLBBauID><STLBBauID><ArtChrIdent>10164</ArtChrIdent><ArtChIdx>0</ArtChIdx><ChVIdent>1</ChVIdent></STLBBauID><STLBBauID><ArtChrIdent>2136</ArtChrIdent><ArtChIdx>0</ArtChIdx><ChVIdent>2</ChVIdent></STLBBauID></STLBBau><CompleteText><DetailTxt><Text><p style="text-align:left; "><span>Bankett räumen und mit Quergefälle nachprofilieren, Räumbereich über 0,5 bis 0,75 m, Räumgut und Boden auf dem Gelände planieren.</span></p></Text></DetailTxt><OutlineText><OutlTxt><TextOutlTxt><p style="text-align:left; "><span>Bankett räumen nachprofilieren 0,5-0,75m</span></p></TextOutlTxt></OutlTxt></OutlineText></CompleteText></Description></Item><Item ID="APVWXLZFVCPLHRNE" RNoPart="20"><UPBkdn>No</UPBkdn><Qty>720.000</Qty><QU>m</QU><Description><STLBBau><STLBBauCtlg><CtlgName>STLB-Bau</CtlgName><VersDate>2023-04</VersDate><WCtg>002</WCtg><Group>538</Group></STLBBauCtlg><STLBBauID><ArtChrIdent>3701</ArtChrIdent><ArtChIdx>0</ArtChIdx><ChVIdent>1</ChVIdent></STLBBauID><STLBBauID><ArtChrIdent>3908</ArtChrIdent><ArtChIdx>0</ArtChIdx><ChVIdent>10</ChVIdent></STLBBauID><STLBBauID><ArtChrIdent>3702</ArtChrIdent><ArtChIdx>0</ArtChIdx><ChVIdent>10</ChVIdent></STLBBauID><STLBBauID><ArtChrIdent>3696</ArtChrIdent><ArtChIdx>0</ArtChIdx><ChVIdent>100</ChVIdent></STLBBauID><STLBBauID><ArtChrIdent>3697</ArtChrIdent><ArtChIdx>0</ArtChIdx><ChVIdent>10</ChVIdent></STLBBauID><STLBBauID><ArtChrIdent>3767</ArtChrIdent><ArtChIdx>0</ArtChIdx><ChVIdent>20</ChVIdent></STLBBauID><STLBBauID><ArtChrIdent>6069</ArtChrIdent><ArtChIdx>0</ArtChIdx><ChVIdent>159</ChVIdent></STLBBauID><STLBBauID><ArtChrIdent>11703</ArtChrIdent><ArtChIdx>0</ArtChIdx><ChVIdent>1</ChVIdent></STLBBauID><STLBBauID><ArtChrIdent>2344</ArtChrIdent><ArtChIdx>0</ArtChIdx><ChVIdent>33</ChVIdent></STLBBauID><STLBBauID><ArtChrIdent>3698</ArtChrIdent><ArtChIdx>0</ArtChIdx><ChVIdent>10</ChVIdent></STLBBauID><STLBBauID><ArtChrIdent>10769</ArtChrIdent><ArtChIdx>0</ArtChIdx><ChVIdent>1</ChVIdent></STLBBauID><STLBBauID><ArtChrIdent>3709</ArtChrIdent><ArtChIdx>0</ArtChIdx><ChVIdent>111</ChVIdent></STLBBauID><STLBBauID><ArtChrIdent>3910</ArtChrIdent><ArtChIdx>0</ArtChIdx><ChVIdent>46</ChVIdent></STLBBauID><STLBBauID><ArtChrIdent>21122</ArtChrIdent><ArtChIdx>0</ArtChIdx><ChVIdent>1</ChVIdent></STLBBauID><STLBBauID><ArtChrIdent>21082</ArtChrIdent><ArtChIdx>0</ArtChIdx><ChVIdent>1</ChVIdent></STLBBauID><STLBBauID><ArtChrIdent>21083</ArtChrIdent><ArtChIdx>0</ArtChIdx><ChVIdent>2</ChVIdent></STLBBauID><STLBBauID><ArtChrIdent>21668</ArtChrIdent><ArtChIdx>0</ArtChIdx><ChVIdent>1</ChVIdent></STLBBauID><STLBBauID><ArtChrIdent>21084</ArtChrIdent><ArtChIdx>0</ArtChIdx><ChVIdent>1</ChVIdent></STLBBauID><STLBBauID><ArtChrIdent>21085</ArtChrIdent><ArtChIdx>0</ArtChIdx><ChVIdent>7</ChVIdent></STLBBauID><STLBBauID><ArtChrIdent>22712</ArtChrIdent><ArtChIdx>0</ArtChIdx><ChVIdent>1</ChVIdent></STLBBauID><STLBBauID><ArtChrIdent>22711</ArtChrIdent><ArtChIdx>0</ArtChIdx><ChVIdent>1</ChVIdent></STLBBauID><STLBBauID><ArtChrIdent>22710</ArtChrIdent><ArtChIdx>0</ArtChIdx><ChVIdent>1</ChVIdent></STLBBauID><STLBBauID><ArtChrIdent>21102</ArtChrIdent><ArtChIdx>0</ArtChIdx><ChVIdent>10</ChVIdent></STLBBauID><STLBBauID><ArtChrIdent>21779</ArtChrIdent><ArtChIdx>0</ArtChIdx><ChVIdent>1</ChVIdent></STLBBauID><STLBBauID><ArtChrIdent>21104</ArtChrIdent><ArtChIdx>0</ArtChIdx><ChVIdent>10</ChVIdent></STLBBauID><STLBBauID><ArtChrIdent>10164</ArtChrIdent><ArtChIdx>0</ArtChIdx><ChVIdent>1</ChVIdent></STLBBauID><STLBBauID><ArtChrIdent>2136</ArtChrIdent><ArtChIdx>0</ArtChIdx><ChVIdent>2</ChVIdent></STLBBauID></STLBBau><CompleteText><DetailTxt><Text><p style="text-align:left; "><span>Boden der Gräben, profilgerecht lösen, verfüllen, verdichten, verdrängten Boden direkt laden, Breite der Sohle über 0,4 bis 0,5 m, Abwasserkanäle nach DIN EN 1610, Aushubtiefe bis 0,8 m,</span><br/><span>Homogenbereich 1, mit einer Bodengruppe, Bodengruppe 1 GU DIN 18196 (Kies-Schluff-Gemisch), Tiefe oberer Horizont des Homogenbereiches von 0 m, Tiefe unterer Horizont des Homogenbereiches bis 2 m,</span><br/><span>Baumaßnahme der Geotechnischen Kategorie 1 DIN 4020.</span></p></Text></DetailTxt><OutlineText><OutlTxt><TextOutlTxt><p style="text-align:left; "><span>Boden Graben lösen verfüllen verdichten Sohlen-B 0,4-0,5m T bis 0,8m GU</span></p></TextOutlTxt></OutlTxt></OutlineText></CompleteText></Description></Item><Item ID="APFXUBFWZKCYJQMV" RNoPart="30"><UPBkdn>No</UPBkdn><Qty>10.000</Qty><QU>m</QU><Description><CompleteText><DetailTxt><Text><p style="text-align:left; "><span>Durchlassrohre Beton oder Stahl, Durchmesser 200-400 mm, aufnehmen. Neue Bettung herstellen und wieder einbauen. In die Position sind alle notwendigen Arbeiten wie, Aushub, Lieferung des Bettungsmaterials und deren Einbau mit einzukalkulieren.</span></p></Text></DetailTxt><OutlineText><OutlTxt><TextOutlTxt><p style="text-align:left; "><span style="font-size:9pt; ">Vorhandene Durchlassrohre aufnehmen, reinigen und wieder einbauen</span></p></TextOutlTxt></OutlTxt></OutlineText></CompleteText></Description></Item></Itemlist></BoQBody></BoQCtgy><BoQCtgy ID="APOQVORQMSJWDSXN" RNoPart="7"><LblTx><p style="text-align:left; "><span>Arbeiten auf Anordnung / Stundenlohnarbeiten </span></p></LblTx><BoQBody><Itemlist><Item ID="APTHNPMKHJDGTBAT" RNoPart="10"><UPBkdn>No</UPBkdn><Qty>2.000</Qty><QU>h</QU><Description><STLBBau><STLBBauCtlg><CtlgName>STLB-Bau</CtlgName><VersDate>2023-04</VersDate><WCtg>091</WCtg><Group>1620</Group></STLBBauCtlg><STLBBauID><ArtChrIdent>9088</ArtChrIdent><ArtChIdx>0</ArtChIdx><ChVIdent>21</ChVIdent></STLBBauID><STLBBauID><ArtChrIdent>15954</ArtChrIdent><ArtChIdx>0</ArtChIdx><ChVIdent>8</ChVIdent></STLBBauID><STLBBauID><ArtChrIdent>11100</ArtChrIdent><ArtChIdx>0</ArtChIdx><ChVIdent>1</ChVIdent></STLBBauID><STLBBauID><ArtChrIdent>19225</ArtChrIdent><ArtChIdx>0</ArtChIdx><ChVIdent>1</ChVIdent></STLBBauID><STLBBauID><ArtChrIdent>9093</ArtChrIdent><ArtChIdx>0</ArtChIdx><ChVIdent>1</ChVIdent></STLBBauID><STLBBauID><ArtChrIdent>9094</ArtChrIdent><ArtChIdx>0</ArtChIdx><ChVIdent>11</ChVIdent></STLBBauID><STLBBauID><ArtChrIdent>9096</ArtChrIdent><ArtChIdx>0</ArtChIdx><ChVIdent>1</ChVIdent></STLBBauID><STLBBauID><ArtChrIdent>9113</ArtChrIdent><ArtChIdx>0</ArtChIdx><ChVIdent>7</ChVIdent></STLBBauID><STLBBauID><ArtChrIdent>9104</ArtChrIdent><ArtChIdx>0</ArtChIdx><ChVIdent>3</ChVIdent></STLBBauID><STLBBauID><ArtChrIdent>10164</ArtChrIdent><ArtChIdx>0</ArtChIdx><ChVIdent>1</ChVIdent></STLBBauID><STLBBauID><ArtChrIdent>2136</ArtChrIdent><ArtChIdx>0</ArtChIdx><ChVIdent>39</ChVIdent></STLBBauID></STLBBau><CompleteText><DetailTxt><Text><p style="text-align:left; "><span>Hydraulikbagger, mit Fahrer/-in, einsetzen,</span><br/><span>der Verrechnungssatz für die jeweilige Arbeitskraft umfasst sämtliche Aufwendungen wie Lohn- und Gehaltskosten, Lohn- und Gehaltsnebenkosten, Zuschläge, lohngebundene und lohnabhängige Kosten, sonstige Sozialkosten, Gemeinkosten, Wagnis und Gewinn,</span><br/><span>der Verrechnungssatz für das Gerät umfasst sämtliche Aufwendungen für den Betrieb, Gemeinkosten, Wagnis und Gewinn, Fahrwerk mit Bereifung, Masse im Betriebszustand 2 bis 5 t.</span></p></Text></DetailTxt><OutlineText><OutlTxt><TextOutlTxt><p style="text-align:left; "><span>Hydraulikbagger Fahrer/-in 2-5t</span></p></TextOutlTxt></OutlTxt></OutlineText></CompleteText></Description></Item><Item ID="APRUOHPUCESFEDCO" RNoPart="20"><UPBkdn>No</UPBkdn><Qty>2.000</Qty><QU>h</QU><Description><STLBBau><STLBBauCtlg><CtlgName>STLB-Bau</CtlgName><VersDate>2023-04</VersDate><WCtg>091</WCtg><Group>1620</Group></STLBBauCtlg><STLBBauID><ArtChrIdent>9088</ArtChrIdent><ArtChIdx>0</ArtChIdx><ChVIdent>12</ChVIdent></STLBBauID><STLBBauID><ArtChrIdent>15954</ArtChrIdent><ArtChIdx>0</ArtChIdx><ChVIdent>8</ChVIdent></STLBBauID><STLBBauID><ArtChrIdent>11100</ArtChrIdent><ArtChIdx>0</ArtChIdx><ChVIdent>1</ChVIdent></STLBBauID><STLBBauID><ArtChrIdent>19225</ArtChrIdent><ArtChIdx>0</ArtChIdx><ChVIdent>1</ChVIdent></STLBBauID><STLBBauID><ArtChrIdent>9089</ArtChrIdent><ArtChIdx>0</ArtChIdx><ChVIdent>1</ChVIdent></STLBBauID><STLBBauID><ArtChrIdent>9091</ArtChrIdent><ArtChIdx>0</ArtChIdx><ChVIdent>1</ChVIdent></STLBBauID><STLBBauID><ArtChrIdent>9090</ArtChrIdent><ArtChIdx>0</ArtChIdx><ChVIdent>1</ChVIdent></STLBBauID><STLBBauID><ArtChrIdent>9104</ArtChrIdent><ArtChIdx>0</ArtChIdx><ChVIdent>3</ChVIdent></STLBBauID><STLBBauID><ArtChrIdent>10164</ArtChrIdent><ArtChIdx>0</ArtChIdx><ChVIdent>1</ChVIdent></STLBBauID><STLBBauID><ArtChrIdent>2136</ArtChrIdent><ArtChIdx>0</ArtChIdx><ChVIdent>39</ChVIdent></STLBBauID></STLBBau><CompleteText><DetailTxt><Text><p style="text-align:left; "><span>LKW, mit Fahrer/-in, einsetzen,</span><br/><span>der Verrechnungssatz für die jeweilige Arbeitskraft umfasst sämtliche Aufwendungen wie Lohn- und Gehaltskosten, Lohn- und Gehaltsnebenkosten, Zuschläge, lohngebundene und lohnabhängige Kosten, sonstige Sozialkosten, Gemeinkosten, Wagnis und Gewinn,</span><br/><span>der Verrechnungssatz für das Gerät umfasst sämtliche Aufwendungen für den Betrieb, Gemeinkosten, Wagnis und Gewinn, Nutzlast 1 bis 3,5 t.</span></p></Text></DetailTxt><OutlineText><OutlTxt><TextOutlTxt><p style="text-align:left; "><span>LKW Fahrer/-in 1-3,5t</span></p></TextOutlTxt></OutlTxt></OutlineText></CompleteText></Description></Item><Item ID="APGYPLLYAQVANLHF" RNoPart="30"><UPBkdn>No</UPBkdn><Qty>2.000</Qty><QU>H</QU><Description><CompleteText><DetailTxt><Text><p style="text-align:left; "><span>Poliere oder dgl. auf Anordnung des AG ausführen.</span></p><p style="text-align:left; "><span>Der Verrechnungssatz für die jeweilige Arbeitskraft</span></p><p style="text-align:left; "><span>umfasst sämtliche Aufwendungen, insbesondere den</span></p><p style="text-align:left; "><span>tatsächlichen Lohn einschließlich vermögenswirksamer</span></p><p style="text-align:left; "><span>Leistungen mit den Zuschlägen für Gemeinkosten</span></p><p style="text-align:left; "><span>(Sozialkassenbeiträge, Winterbauumlage und dgl.),</span></p><p style="text-align:left; "><span>sowie Lohn- bzw. Gehaltsnebenkosten und Zuschläge für</span></p><p style="text-align:left; "><span>Überstunden, Zuschläge für Nacht-, Sonntags- und</span></p><p style="text-align:left; "><span>Feiertagsarbeit.</span></p></Text></DetailTxt><OutlineText><OutlTxt><TextOutlTxt><p style="text-align:left; "><span>Verrechnungssatz für Schachtmeister</span></p></TextOutlTxt></OutlTxt></OutlineText></CompleteText></Description></Item><Item ID="APXFKHLUFTHLCBPW" RNoPart="40"><UPBkdn>No</UPBkdn><Qty>2.000</Qty><QU>H</QU><Description><CompleteText><DetailTxt><Text><p style="text-align:left; "><span>Leistung wie zuletzt in vollem Wortlaut beschrieben,</span></p><p style="text-align:left; "><span>jedoch Spezialbaufacharbeiter.</span></p></Text></DetailTxt><OutlineText><OutlTxt><TextOutlTxt><p style="text-align:left; "><span>Wie vor, jedoch Spezialbaufacharbeiter</span></p></TextOutlTxt></OutlTxt></OutlineText></CompleteText></Description></Item><Item ID="APRDUHISKXNKSLKB" RNoPart="50"><UPBkdn>No</UPBkdn><Qty>2.000</Qty><QU>H</QU><Description><CompleteText><DetailTxt><Text><p style="text-align:left; "><span>Leistung wie zuletzt in vollem Wortlaut beschrieben,</span></p><p style="text-align:left; "><span>jedoch Bauwerker.</span></p></Text></DetailTxt><OutlineText><OutlTxt><TextOutlTxt><p style="text-align:left; "><span>Wie vor, jedoch Bauwerker</span></p></TextOutlTxt></OutlTxt></OutlineText></CompleteText></Description></Item></Itemlist></BoQBody></BoQCtgy></BoQBody></BoQCtgy></BoQBody></BoQ></Award></GAEB>
