3.32021-052026-07-0911:54:51/ GXML Toolbox V3.3 R20220330ORCA AVA 27 27.00.00Available23_16FEL KITA Feldmochingerr StraßeEUREuro83OpenProcEUREuro14:00:00Büro Clemens Fauth Landschaftsarchitekten; Wankstraße 6; 823Deckblatt

Bauvorhaben: FEL

Neubau einer Grundschule (IBSM) und eines Kindergartens (IKC) sowie

Umbau/Sanierung einer Stadtvilla als Kinderkrippe (IKC)

Standort: Flurnummer 1039, 1033/3, 1033/5

Feldmochinger Straße 7

80992 München

Bauherr/AG: IBSM - Internat. Bilingual School Munich gGmbH und

IKC GmbH - Internat. Kids Campus GmbH

Fürstenrieder Straße 267

81377 München

vertreten jeweils durch GF Herrn Rainer Eckerl

Entwurfs- und 2_Eck Architekten Leschik und Barnitzki GmbH

Werkplanung Leipziger Straße 13 B

01097 Dresden

Projektleitung/ ISB Ing.- u. SV-Büro Dr. Ebner

Objektüberwachung: Mittermeierweg 26

85399 Hallbergmoos

Tragwerksplanung: Brandl + Eltschig Tragwerksplanung GmbH

Max-Lehner-Straße 18

85354 Freising

Vergabelos: G50 Garten- und Landschaftsbauarbeiten

Vergabenummer FEL G50

Vergabeart: Offenes Verfahren nach VOB/A

Vergabeunterlagen: siehe Aufforderung zur Abgabe eines Angebotes (KFB V 1 EU) und

Verzeichnis der im Vergabeverfahren vorzulegenden Unterlagen (KFB V 1a)

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

Eröffnungstermin: s. Aufforderung zur Abgabe eines Angebotes (KFB V1 EU)

Abgabeort Angebot: elektronisch in Textform über Vergabeplattform (Aumass)

siehe KVB V1 EU Nr. 2 und 8

Angebotssumme

Hauptangebot: € (netto)

Umsatzsteuer: €

Endbetrag inkl. USt.: € (brutto)

Hinweis:

Die Angebotsendsumme des Hauptangebots gemäß Leistungsbeschreibung einschl. Umsatzsteuer, die Anzahl etwaiger Nebenangebote zum Hauptangebot sowie etwaiger Preisnachlass ohne Bedingung sind für eine Angebotsgültigkeit zwingend in das Formular KFB V 3 Angebotsschreiben einzutragen, welches - neben den weiteren Angaben - den Bieter erkennen lassen muss..

Ort, Datum:

Stempel und Unterschrift:

LV-Deckblatt Angebot Seite 2

Inhaltsverzeichnis

0. Inhaltsverzeichnis

1. Allgemeine Vorbemerkungen und Vertragsbedingungen 5

2. Allgemein Technische Vertragsbedingungen (ATV) für die Gewerke 8

3. Zusätzlich Technische Vertragsbedingungen (ZTV) für Landschaftbaua. 15

6. Schnittstellen zu ELT und HLS 20

7. Angebotsunterlagen und Pläne 22

50 Landschaftsbauarbeiten 53 - 341

50.01 Landschaftsbauarbeiten Erdgeschoss 53 - 266

50.02 Landschaftsbauarbeiten Dachterrasse 1.OG 266 - 294

50.03 Landschaftsbauarbeiten Dachterasse 2.OG 295 - 341

Zusammenfassung 342

1. Allgemeine Vorbemerkungen und Vertragsbedingungen

1.1. Vorwort zur Baumaßnahme

Die IBSM gGmbH - International Bilingual School Munich gGmbH und die IKC GmbH - International Kids Campus GmbH (folgend Auftraggeber (AG) genannt) planen gemeinsam in der Feldmochinger Straße 7, 80992 München, eine internationale bilinguale zweizügige Ganztages-Grundschule mit 8 Klassen (IBSM) und eine internationale bilinguale Kindertageseinrichtung mit jeweils 4 Gruppen Kinderkrippe und Kindergarten / Vorschule (IKC). Hierfür sollen der Bestand entlang der Grenze mit den Fabrikgebäuden inkl. Verwaltungsbereich A-C und der Garagenkomplex D nördlich des Fabrikgebäudes abgerissen und durch einen teilunterkellerten Neubau mit Tiefgarage samt Zufahrt für Grundschule und Kindergarten ersetzt werden. Der unterkellerte Bestandsbau E soll belassen und mit Neubau durch einen unterkellerten Zwischenbau verbunden werden. Der Bestandsbau ("Alte Villa") selbst wird im UG, EG und 1.OG zur Kinderkrippe umgebaut, im DG verbleiben die bestehenden zwei Wohnungen.

Das Baugrundstück mit den Flurnummern 1039, 1033/3 und 1033/5 befindet sich in einem Wohngebiet in der Feldmochinger Straße 7 in 80992 München. Es umfasst eine Fläche von 5.290m², davon sind ca. 1.730m² mit dem Neubau und ca. 400m² mit der Villa überbaut.

Nordöstlich des Baugrundstücks grenzt ein Wohngrundstück mit Mehrfamilienhaus und Tiefgarage an (Batzenhoferstr. 8, Flur-Nr. 1039/14).

Das Gesamtkonzept dieses internationalen Kindercampus sieht nach den Abbruchmaßnahmen die Entwicklung:

- eines Neubaukomplexes mit Bauteil A Kindergarten (EG-1.OG) und B Grundschule (UG-2.OG)

- und einer Kinderkrippe in der Stadtvilla Bauteil E (UG-1.OG)

vor, die im UG und EG alle miteinander verbunden werden.

Sowohl die Villa als auch fast der gesamte der Neubaubereich B sind mit einem Geschoss unterkellert, der Baubereich A etwa zur Hälfte teilunterkellert. Im Untergeschoss sollen neben Sanitäreinrichtungen, Hauswirtschaftsräumen, Archiv, Lager und Technikräumen im Bauteil B auch Multifunktionsräume sowie eine Tiefgarage mit Zufahrt und 13 Stellplätzen entstehen. Das Untergeschoss Villa erhält perspektivisch einen Indoor-Spielplatz.

Um die neue TG-Zufahrt des Neubaus (Rampe) besser anfahren zu können, muss die Bestandszufahrt der Tiefgarage des gegenüberliegenden Wohnhauses Flurstück 1039/14 geometrisch angepasst werden. Hierfür wird durch den AG gemäß Vereinbarung mit dem Eigentümer des Wohngrundstücks die obere Hälfte der bestehenden TG-Zufahrtsrampe abgerissen und neu situiert wieder errichtet.

Die Beheizung des Neubaus und des umgebauten Teils des Bestandsgebäudes erfolgt über eine Grundwasser-Wärmepumpe, die Brunnen sind bereits gebohrt. Das Warmwasser wird dezentral durch elektrische Boiler erzeugt. Eine Photovoltaikanlage wird auf dem Hauptdach Bauteil B errichtet. Zudem werden Lüftungsanlagen (im Bauteil A, auf dem Hauptdach Bauteil B für Bauteil B und im Bestandsgebäude Bauteil E) mit Wärmerückgewinnung und teilweise auch Kühlung errichtet.

1.2. Allgemeine technische Vorbemerkungen

1.2.1. Wärmeschutznachweise/EnEV/GEG

Das Ingenieurbüro für angewandte Bauphysik ig-bauphysik in Hohenbrunn hat für den Neubau A+B die Nachweise Mindestwärmeschutz gemäß DIN 4108-2, der Energieeinsparverordnung EnEV2016 und dem Gebäudeenergiegesetz (GEG) geführt.

Der Neubau wird nicht nach dem Passivhaus-Standard errichtet. Durch den AN sind zur Erstellung des Energieausweises Unternehmererklärungen über die nachweiskonforme Ausführung (Konformitätserklärungen) dem AG auszuhändigen.

Der Wärmeschutz für die Stadtvilla Bauteil E wird nach den Vorgaben des Mindestwärmeschutzes gemäß DIN 4108-2, der EnEV2016 eingehalten. Alle wärmeübertragenden Bauteile zwischen beheizten und unbeheizten Bereichen bzw. Außenluft / Erdreich erfüllen diese Anforderungen gemäß Bauteilkatalog.

Das gesamte Dachgeschoß (2 Wohnungen) sowie das Bauteil Dach sollen nach derzeitiger Vorgabe AG von einer Sanierung ausgenommen bleiben.

Die im LV definierten U-Werte sind als Mindestwerte zwingend einzuhalten. Angebotene Baustoffe mit schlechteren U-Werten sind ausdrücklich nicht zulässig.

1.2.2. Deklarationen

Sämtliche zur Verwendung vorgeschlagenen Materialien, Produkte, Neben- und Hilfsprodukte sowie Bauelemente sind unaufgefordert dem AG hinsichtlich ihrer Eigenschaften mit Herstellerangabe, exakter Produktbezeichnung, erforderlichen Prüfbescheiden und technischem Merkblatt zu deklarieren. Diese Deklarationen sind spätestens vor der ersten Anwendung oder bei gesonderter Aufforderung schon im Vergabeprozess durch den Auftragnehmer (AN) vorzulegen.

Für die Deklaration gelten folgende Regeln:

Unkonfektionierte Rohmaterialien wie Sand, Kies, Stahl usw. brauchen nicht deklariert werden, da sie in den Ausschreibungen bereits ausreichend benannt sind.
Bei der Verwendung vorgefertigter Bauelemente (z. B. Sanitärständersysteme, Fenster und Türen usw.) sind diese durch Angaben und Technische Merkblätter des Herstellers zu deklarieren.
Synthetisch hergestellte Bauprodukte wie Beschichtungen, Klebstoffe, Dämmstoffe, Folien und Planen, Dichtungen, Imprägnierungen usw. sind vollständig unter Angabe des Technischen Merkblattes und des Sicherheitsdatenblattes zu deklarieren
Bei bauchemischen Produkten ist ein Sicherheitsdatenblatt der Deklaration beizufügen. Der Bieter hat alle Materialien oder Produkte zur Angebotsabgabe, spätestens vor Beginn der Arbeiten bezüglich ihrer Inhaltsstoffe und Eigenschaften durch die Vorlage - der technischen Datenblätter und (falls erforderlich) der Sicherheitsdatenblätter zu deklarieren.
Ausgenommen von der Deklarationspflicht sind notwendige Produktvorgaben des AG.

Die vom AG im LV bezeichneten Fabrikate sind verbindlich anzuwenden. Ausnahmen sind nur erlaubt, wenn im LV ein eigenes Feld zum Bietereintrag vorhanden ist und der AN den Nachweis der technischen Gleichwertigkeit geforderter Eigenschaften vor Vergabe erbringt. Änderungen auch bei Nebenprodukten während der Ausführung sind rechtzeitig anzukündigen und bedürfen der Zustimmung des AG.

Der AN hat bezogen auf das gesamte Objekt bzw. nach Vorgabe bezogen auf das Einzelobjekt gleichartige Produkte/Erzeugnisse einer Baureihe bzw. eines Systemherstellers einzubauen.

1.2.3. Baustellensicherheit

Seitens des AG ist ein Verantwortlicher für Sicherheits- und Gesundheitsschutz (SiGe-Koordinator) auf die Baustelle bestellt. Dieser übt Kontrollfunktionen aus. Seine Anweisungen hat der AN zwingend (ggf. in der verlangten Frist z. B. bei Mängelbeseitigung) zu befolgen. Siehe auch Ziff. 10.14. der Besondere Vertragsbedingungen (BVB, KFB V 9).

Der AN hat grundsätzlich alle Bestimmungen an die Arbeitssicherheit, Baustellenordnung des SiGeKo sowie den Sicherheits- und Gesundheitsschutzplanes des SiGeKo einzuhalten.

Die Baustellenordnung sowie der SiGe-Plan sind zur Kenntnis zu nehmen und entsprechende Maßnahmen einzuplanen. Die Baustellenordnung ist vor Arbeitsaufnahme zu unterschreiben und der Bauleitung zu übergeben. Auf der Baustelle sind ebenfalls Mitarbeiterunterweisungen und die Ersthelfernachweise zur Einsicht bereit zu halten.

Gesonderte Baustellenausweise für das Personal des AN werden bei Bedarf vom AG bereit gestellt.

1.2.4. Ausführungsunterlagen / Änderungen / Freigaben

Der AN erhält sämtliche Planunterlagen rechtzeitig vor Ausführung. Die Unterlagen werden digital in Datenform, z. B. *.DWG, *.PDF oder *.XLS zur Verfügung gestellt werden. Dem AN überlassene Planunterlagen sind vor der Ausführung hinsichtlich Mengen-, Maß- und Detailangaben eigenverantwortlich zu prüfen, auftretende Unstimmigkeiten oder Bedenken sind dem AG unverzüglich mitzuteilen. Sämtliche Maße sind am Bau zu prüfen.

Sollte der AN nach seiner Auffassung zusätzliche Unterlagen, z. B. statische Nachweise, benötigen, hat er diese umgehend anzufordern.

1.2.5. Koordinierung / Bauausführung

Der AN ist verantwortlich für die Koordination aller erforderlichen Maßnahmen und Bauarbeiten, die seine eigene Leistung betreffen. Er hat eine eigene örtliche Fachbauleitung zu stellen und vorzuhalten.

Seitens des AN sind ein verantwortlicher Fachbauleiter und während des Baubetriebes mindestens ein vor Ort weisungsbefugter, deutschsprechender Mitarbeiter/Vorarbeiter zu benennen.

Die Liste mit Namen, Funktion, Telefon-Nr., Mobilfunk-Nr., E-Mail-Adresse ist dem AG 10 Tage nach Auftragserteilung vorzulegen. Änderung oder Ergänzungen sind ohne Aufforderung umgehend einzureichen.

1.2.6. Bautagebuch

Der Auftragnehmer ist zur Führung eines Bautagebuches verpflichtet. Die Berichte sind mindestens einmal wöchentlich der AG-Bauleitung vorzulegen. Die Form der Bautagebücher und Bautageberichte sind mit dem AG oder der AG-Bauleitung abzustimmen.

1.2.7. Sonstige Hinweise und Bedingungen

Lassen technische Regelwerke oder eine DIN-Vorschrift mehrere Ausführungsarten zu und ist die Ausführungsart nicht in diesem Vertrag festgelegt, so wird der AN unverzüglich, jedoch in jedem Fall vor Ausführung der Leistung, die ihm geeignet erscheinende Ausführungsart im Rahmen von Planungs- oder Baubesprechungen oder schriftlich empfehlen und dem AG zur Entscheidung vorlegen.

Sofern und soweit die DIN-Vorschriften hinter den allgemein anerkannten Regeln der Technik zurückbleiben, sind die betreffenden Leistungen nach dem zum Zeitpunkt der Beauftragung entsprechenden allgemein anerkannten Regeln der Technik zu erbringen.

Firmenwerbungen an Kränen, Gerüsten etc. sind vorher durch den AG genehmigen zu lassen.

1.2.8. Nach-Unternehmer (Unteraufträge/Eignungsleihe)

Der AN darf ohne vorherige Zustimmung des AG für keine weiteren vertraglichen Leistungen sich der Leistungen/Kapazitäten eines anderen Unternehmens bedienen. Der AN hat hierfür vor der beabsichtigten Fremd-Bedienung Art und Umfang der Leistungen sowie Namen und Anschrift des hierfür vorgesehenen anderen Unternehmens dem AG bekanntzugeben. Der AN steht dafür ein, dass alle Leistungen, für die der AN sich der Leistungen/Kapazitäten anderer Unternehmen bedient, nur an besonders erfahrene, leistungsfähige andere Unternehmer vergeben werden und die gleichen Vertragsbedingungen zugrunde liegen.

2. Allgemein Technische Vertragsbedingungen (ATV) für die Gewerke

2. Allgemein Technische Vertragsbedingungen für die Gewerke (ATV)

Der sachliche Geltungsbereich ergibt sich aus der VOB/C, jeweils aktuelle Fassung, entsprechend den jeweiligen Bauleistungen, wie:

1. Gewerk Landschaftsbauarbeiten VOB/C ATV DIN 18320

Weitere Normen und Ausführungsgrundlagen werden in den Zusätzlich Technische Vertragsbedingungen, Systembeschreibungen sowie in den Positionstexten genannt und damit ebenfalls Vertragsgrundlage.

Gemäß der folgenden ATV DIN 18299 "Angaben zur Baustelle" werden gliederungsgleich nur relevante, Punkte beschrieben. Fehlende Angaben sind gemäß Vergabelos nicht zutreffend.

2.1 Angaben zur Baustelle VOB/C DIN 18299

2.1.1 Lage der Baustelle (VOB/C DIN 18299 Punkt 0.1.1)

Das Baugrundstück Feldmochinger Straße 7 befindet sich im Nordwesten von München, unweit des Olympia-Einkaufszentrum und des Mittleren Ringes. Die Feldmochinger Straße (Staatsstraße St 2342) führt in nördlicher Richtung direkt zur Ringautobahn A99 mit der Anschlussstelle Feldmoching.

Eingeschlossen wird das Baugrundstück im Osten durch die Feldmochinger Straße sowie im Norden und Nordosten teilweise durch die Batzenhoferstraße. Die Stadtvilla liegt etwa zentral auf dem Baugrundstück, die Bestandsgebäude bzw. der geplante Neubaukomplex befinden sich an der westlichen Grundstücksgrenze, an die sich westlich in unmittelbarer Nachbarschaft ein Sportplatzgelände (Flur-Nr. 1031) anschließt.

Im Süden grenzt das Baufeld an ein Nachbargrundstück mit alter Wohnvilla (Flur-Nr. 1038) und zum Teil kommuner Anschlussbebauung.

Im Nordosten des Baugrundstücks grenzt ein Wohngrundstück mit Mehrfamilienhaus und TG-Zufahrt. An diesem Gebäude mit anderem Eigentümer sind außer bei der Bestands-TG-Zufahrt (vgl. Vorwort Punkt 1.1.) keine Baumaßnahmen auszuführen.

Bau- bzw. Lieferfahrzeuge können im Osten am Pförtnerhaus Feldmochinger Straße 7 sowie im Nordosten von der Batzenhoferstraße (Bestandszufahrt, auch für TG des Nachbargebäudes) auf das Grundstück gelangen. Zu- und Abfahrten zum/vom Gelände des Baufeldes in seinen verschiedenen Bauphasen werden vom AG bzw. Bauleitung in Abstimmung mit den AN festgelegt.

Das gesamt Gelände weist nur geringfügige Höhenunterschiede aus. Festgelegt wurde eine Bezugshöhe OKFF EG +/-0.00 m = 506,70m üNN, die Geländehöhen liegen zwischen 506,35 und 507,55m üNN.

Eine bis zu 2,50m hohe Mauer grenzt das Grundstück westlich zum Sportplatz hin ab.

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Lageplan Neubauten A+B+E

2.1.3 Art und Lage der baulichen Anlagen

a) Neubau Bauteil A Kindergarten

2-geschossiger Neubau mit begrüntem Flachdach, teilunterkellert, abgewinkelt gemäß Grenzbebauung

höchster Punkt ca. +12,80m, Gründungssohle bis -3,30m bezogen auf +/-0.00m (506.70m)

Gebäudelängen: SW-Seite ca. 30m, Westseite (Sportplatz) ca. 24m

SO-Seite ca. 25m, Ostseite ca. 3,3m, NO-Eingang ca. 2m

Gebäudetiefen: NO-Seiten ca. 11m + 3,5m, West-Ost ca. 10,5m

Gründung: Frostschürze, Sauberkeitsschichten, notwendige Perimeterdämmung, Streifenfundamente

unterkellerter Bereich: Sauberkeitsschicht, Perimeterdämmung, WU-Wanne

Außenwände: Stahlbeton mit WDVS oder Mauerwerk mit Kerndämmung, Innenputz

Innenwände: Stahlbeton (tragend), Mauerwerk (tragend, nicht tragend) oder Trockenbau

Decken: Stahlbetondecken

Fussboden: Wärme- und/oder Trittschalldämmung, Estrich, Bodenbelag

Treppen: Stahlbetontreppen, Belag, ein Treppenhaus mit Überbau und begrüntem Dach 2.OG

Flachdach: Attika, Warmdach mit Gefälledämmung, Bitumenabdichtung, Kies, Dachterrasse mit Belag

b) Neubau Bauteil B Schule

3-geschossiger Neubau mit begrüntem Flachdach, außer Nordspitze unterkellert, an Bauteil A grenzend

höchster Punkt ca. +12,80m, Gründungssohle bis -3,30m bezogen auf +/-0.00m (506.70m)

Gebäudelängen: Westseite (Sportplatz) ab Bauteil A ca. 82m

Ostseite ca. 48m, NO-Seite ca. 15m, NO-Eingang ca. 4m

Gebäudetiefen: West-Ost ca. 15m bzw. 19,5m, an Nordseite gegen Null verlaufend

Gründung: Frostschürze, Sauberkeitsschichten, Perimeterdämmung, Streifenfundamente

unterkellerter Bereich: Sauberkeitsschicht, Perimeterdämmung, WU-Wanne

Außenwände: Stahlbeton mit WDVS oder Mauerwerk mit Kerndämmung, Innenputz

Innenwände: Stahlbeton (tragend), Mauerwerk (tragend, nicht tragend) oder Trockenbau

Decken: Stahlbetondecken

Fussboden: Wärme- und/oder Trittschalldämmung, Estrich, Bodenbelag

Treppen: Stahlbetontreppen, Belag, drei Treppenhäuser

Flachdach: Attika, Warmdach mit Gefälledämmung, Bitumenabdichtung, ext. Begrünung, Photovoltaik

Dachterrasse: 2.OG angrenzender Bereich Bauteil A und 1.OG Ostseite am Lehrer-Sozialraum

Aufzug: UG-2.OG mit Aufzugsunterfahrt Dach über 2.OG

c) Bauteil E Stadtvilla im Bestand

Wohngebäude, Bj. 1922, 1943 Luftschutzbunker (Anteil ca. 40%)

Erweiterungsneubau 1992/1996 (Anteil ca. 60%)

Stahlbetonskelett und Mauerwerk, Zelt- bzw. Satteldach, Unterkellerung.

Daten: Grundfläche ca. 290,00 m² Geschosshöhen

Höhe ab OK Gelände ca. 12,40 m KG ca. 2,30- 2,50 m

Länge ca. 21,00 m EG/OG ca. 2,75 m

Breite ca. 20,00 m DG bis ca. 2,50 m

Im DG sollen zwei Wohnungen im Bestand ohne bauliche Veränderungen erhalten bleiben.

Die Stadtvilla wird im UG, EG und 1.OG komplett entkernt.

Die Wände im Sockelbereich (UG) des Erweiterungsneubaus 1996 sind aus Beton / Stahlbeton, sonst aus Mauerwerk. Die neue Raumaufteilung erfolgt in der Regel mit Trockenbau. Die geputzte Fassade im Altteil wird saniert und erhält ein WDVS, neue Fenster, Türen etc.. Die Fassade des Erweiterungsbaus wird überarbeitet und erhält neben neuen, kleineren Fenstern ein WDVS.

Decken

über UG: Abbruch Altdecke im Bereich Aufzug und neues Treppenhaus, Erweiterungsneubau Beton

über EG/1.OG: Abbruch Altdecke im Altbau, Erweiterungsneubau Betondecke bleibt

Fußboden (Abbruch kompletter Bestand)

Wärme- und/oder Trittschalldämmung, Estrich, Bodenbelag

Dachaufbau Satteldach Neubau, Zeltdach Altbau mit zinküberdeckten Schleppgaupen, Terrassen

Leichtbauweise, Putz, HWL-Platte, vmtl. Dämmung, Sparren/Pfetten, Lattung, Biberschwanzdach

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

Ostansicht Bauteil E vor Abbruch nach Abbruch

2.1.4 Verkehrsverhältnisse auf der Baustelle

vgl. 1. Allgemeine Vertragsbedingungen und BVB, KFB V9, Punkt 10.12 (gilt vorrangig)

Die äußere Erschließung der Baumaßnahme erfolgt gemäß BE-Plan über die Feldmochinger Straße. Baustellenzufahrten mit behördlicher Genehmigung werden durch den AN Baumeister G05 errichtet.

a) Bauzufahrt am Pförtnerhaus Feldmochinger Straße

b) Nutzung Bestandszufahrt Batzenhoferstraße zur TG Wohngebäude

Auf dem Grundstück stehen dem AN nur eingeschränkt Lagerflächen zur Verfügung.

Abstimmungen bezüglich Nutzung sind mit AG und den am Bau beteiligten Gewerken zu führen.

Das Parken von Firmenfahrzeugen des AN ist im Baubereich nicht möglich. Für die Arbeiten sind Lieferfahrzeuge sofort zu entladen und außerhalb des Baustellengeländes zu parken.

Das Parken von privaten KFZ ist im Baubereich untersagt. Parkmöglichkeiten sind daher im begrenzten Angebot des öffentlichen Verkehrsraums zu suchen. Die angrenzenden Straßen und Wege sind durch Auto- und Personenverkehr stark frequentiert.

2.1.5. Für den Verkehr freizuhaltende Flächen

vgl. 1. Allgemeine Vertragsbedingungen

Zuwegungen zum Nachbarwohnhaus Bauteil G sowie Feuerwehrzufahrten und -aufstellflächen sind frei zu halten. Insbesondere wird darauf hingewiesen, dass die Flucht- und Rettungswege aus dem Wohngebäude G auch während der Bauzeit gesichert sein müssen und freizuhalten sind.

Öffentliche Verkehrsflächen dürfen in keiner Weise durch die geplanten Baumaßnahmen beansprucht werden, es sei denn, der AN sichert sich öffentlich-rechtlich und auf eigene Veranlassung und Kosten deren Nutzung.

2.1.7. Anschlüsse für Wasser, Energie und Abwasser

vgl. KFB V9, Punkt 10.10 (gilt vorrangig)

Die allgemeine Baustelleneinrichtung erfolgt gemäß BE-Planung. Anschlüsse für Wasser und Baustrom sind auf dem Baustellengelände vorhanden bzw. gemäß Positionsbeschreibung neu einzurichten und können an den entsprechenden Übergabepunkten (nach Rücksprache mit dem AG) verwendet werden. Die Ertüchtigung ist durch den AN auf seine Kosten zu veranlassen.

Entsprechend seiner gewählten Ausführungstechnologie hat darüber hinaus der AN für seine Leistungen alle notwendigen weiteren Anschlüsse für Wasser, Energie, Abwasser selbst zu planen, mitzubringen oder herzustellen und wieder zu beseitigen. Damit in Verbindung stehende Kosten für Planung, öffentlich-rechtliche Genehmigungen, Ertüchtigung der Leitungen usw. sind ebenso wie die Leistung selbst in die Einheitspreise einzukalkulieren.

2.1.8. Lage und Ausmaß überlassener Flächen

vgl. KFB V9, Punkt 10.12 (gilt vorrangig)

Vom AG werden für den allgemeinen Baustellenbetrieb Flächen innerhalb der im BE-Plan ausgewiesenen Flächen im Außenbereich überlassen.

Der AN hat gemäß seiner Ausführungstechnologie und Leistungen weitere Flächen im Außenbereich nach Zustimmung durch die Bauleitung selbst zu planen, mitzubringen oder herzustellen und zu beseitigen. Eventuelle Drittmaßnahmen (Planung, öffentlich-rechtliche Genehmigung und Prüfung, Ertüchtigung der Unterkonstruktion usw.) sind darin eingeschlossen. Die Kosten für die selbst gewählte Bautechnologie sind im Angebot auf die Einheitspreise der entsprechenden Bauleistungen umzulegen.

Aufgrund der begrenzten Platzverhältnisse sind alle Materialien möglichst einbauorientiert ohne Inanspruchnahme eines Zwischenlagers zu ordern. In begründeten Einzelfällen sind Zwischenlagerungen möglich. Diese Flächen sind mit der Bauleitung abzustimmen, der Flächenbedarf ist mindestens 7 Tage vor Nutzung anzumelden.

2.1.11. Umweltrechtliche Vorschriften

Es sind die geltenden gesetzlichen und berufsgenossenschaftlichen Regelungen sowie die Vorschriften der Landeshauptstadt München einzuhalten.

2.1.12. Vorgaben für die Entsorgung

vgl. KFB VE 15 und KVB V9 Punkt 10.13 (gilt vorrangig)

Es sind die geltenden gesetzlichen und berufsgenossenschaftlichen Regelungen sowie die Vorschriften der Landeshauptstadt München einzuhalten.

Sämtliche anfallende Bauabfälle sind nach Befüllung sofort, ansonsten mindestens wöchentlich von der Baustelle zu beräumen. Anderweitige Zwischenlagerung von Bauabfällen ist untersagt.

2.1.13. Schutzgebiete oder Schutzzeiten

vgl. 1. Allgemeine Vertragsbedingungen

Lärm

Es sind die geltenden gesetzlichen und berufsgenossenschaftlichen Regelungen sowie die betreffenden Vorschriften der Landeshauptstadt München einzuhalten.

Bei der Überschreitung von Lärmgrenzwerten sind zu Lasten des AN lärmmindernde Maßnahmen durchzuführen. Sollten in diesem Zusammenhang messtechnische Untersuchungen oder fachliche Betrachtungen erforderlich sein, so werden diese seitens des AN veranlasst bzw. durchgeführt.

In der Kalkulation entsprechender Leistungspositionen sind Schallschutzmaßnahmen einzupreisen. Bei der Überschreitung von Lärmgrenzwerten sind zu Lasten des AN lärmmindernde Maßnahmen durchzuführen.

2.1.14. Schutzmaßnahmen

Im Gewerk G05 Baustelleneinrichtung/Rohbau werden Leistungen zum allgemeinen Schutz der Baustelle erbracht. Das sind solche wie Baumschutz, Bauzaun, Zugangstore, Bauschilder und ggfs. Objektschutz.

Weitere Schutzmaßnahmen im Zuge des Baufortschrittes eigenes Gewerk sind durch den AN zu planen. Insbesondere die Sicherung im Bereich Kommunwand während der Ausführung, die Unversehrtheit angrenzender Bereiche sowie der Schutz der Bewohner bzw. Nutzer ist zu beachten.

Entsprechend seiner gewählten Ausführungstechnologie hat darüber hinaus jeder AN alle für die eigene Leistung notwendige weitere Schutzmaßnahme selbst zu planen, mitzubringen, herzustellen und zu beseitigen. Eventuelle Drittmaßnahmen (Planung, öffentlich- rechtliche Genehmigung und Prüfung, Ertüchtigung der Unterkonstruktion usw.) sind darin eingeschlossen.

2.1.16. Medienleitungen

Im Baubereich sind aktive Medien anzutreffen.

Soweit weitere aktive Medien angetroffen werden, ist die Objektüberwachung beziehungsweise der verantwortliche Fachingenieur zu verständigen

2.1.23 Arbeiten anderer Unternehmer auf der Baustelle.

Während der Arbeiten des AN werden parallel Leistungen anderer Gewerke auf der Baustelle ausgeführt. Die Bauzeit ist dem Bauablaufplan zu entnehmen. Insbesondere Bauleistungen von AN der Gewerke G05 Baustelleneinrichtung/Rohbau (Baumeister) G10 Dacharbeiten/Klempner, G35 Schlosser, G15 Fenster und Sonnenschutz, G17 Pfosten-Riegelfassade, G18 Trockenbauarbeiten, G23 Innenputzarbeiten, G24 Fassadenputz, WDVS, G08 Gerüstbau sowie technische Ausbaugewerke (TGA) sind zu berücksichtigen.

Abstimmungen zur Nutzung von Flächen zum Baustellenbetrieb und ständige Koordinierungsleistungen mit allen am Bau beteiligten Gewerken sind zu berücksichtigen und in die Einheitspreise einzukalkulieren.

2.2. Angaben zur Ausführung VOB/C DIN 18299

2.2.1. Vorgesehene Arbeitsabschnitte

Seitens des AG sind keine detaillierten Bauabschnitte für die Malerarbeiten geplant. Der AN wird aber aufgefordert, umgehend nach der Beauftragung einen Bauablaufplan seiner Leistungen vorzulegen. Diese Leistungen sind mit den AN gemäß Punkt 2.1.23 zu koordinieren. In Abstimmung mit AG oder dessen Beauftragten, z. B. Sigeko, werden diese Pläne zur Ausführung frei gegeben. Darin sind die geplanten Ausführungszeiten enthalten, die entsprechend vertragswirksam werden.

Der Ablauf richtet sich nach dem übergeordneten Terminrahmenplan. Die Leistungen werden ohne geplante Unterbrechungen innerhalb des Bauablaufes ausgeführt.

Es ist jedoch mit mehrmaligem Wechsel (bis zu 5 Wechsel) der Ausführungsorte innerhalb des Bauvorhabens zu rechnen. Dies ist in die EP einzurechnen und wird nicht separat vergütet.

Die Malerarbeiten an Decken erfolgen zum Teil während oder nach dem Stellen der Trockenbauwände und -schächte und die Innenputz- Spachtelarbeiten an Wänden.

Die sich daraus ergebenden zeitlichen Abhängigkeiten werden nicht gesondert vergütet.

Eine Beschreibung der Hauptleistungen erfolgt im Punkt 3.1.

2.2.2. Besondere Erschwernisse

Gemäß der einleitenden Beschreibungen sind das Wohngebäude G auf dem Grundstück sowie die bleibende Kommunwand/Brandwand am Bauteil A zu berücksichtigen.

Grundsätzlich sind deshalb Verfahren und Geräte so einzusetzen, dass jegliche Emissionen minimiert werden. Darüber hinaus erforderliche Arbeiten sind im Vorfeld im Rahmen des Bauablaufplans und wöchentlich anzumelden. Zur Bewertung einzelner Arbeiten sind im Zweifelsfall im Vorfeld probeweise Messungen bzw. Abstimmungen mit den Nachbarn zu Auswirkungen vorzunehmen.

Die in der Ausschreibung beschriebene Forderung "lärmarm" bezieht sich im Sinne der Bauarbeiten auf folgende Maßnahmen:

Schallschutz

- Einsatz von schallgedämpften Geräten gemäß Maschinenbaurichtlinie

- Maximale Lärmreduzierung beim Einsatz der Maschinentechnik

Die Einhaltung der vorgeschriebenen Emissionswerte ist neben der Gerätewahl durch geeignete Maßnahmen wie Standortwahl oder Einsatz von schallschluckenden Maßnahmen zu gewährleisten.

Der AN ist für die eingesetzten Geräteparameter nachweispflichtig.

Erschütterungsschutz

Hinsichtlich Schutz vor Erschütterung werden die Gebäude nach DIN 4150-3 entsprechend Tabellen 1 und 3, Zeilen 3, als Bauten eingestuft mit besonderer Erschütterungsempfindlichkeit. Die daraus resultierenden Anforderungen der DIN 4150-3 sind durch den Einsatz erschütterungsarmer Bauverfahren einzuhalten.

Staubemission

Arbeitsverfahren sind so auszuwählen und durchzuführen, dass möglichst wenig Staub freigesetzt wird. Bei Tätigkeiten mit Staubexposition ist eine Ausbreitung des Staubes auf unbelastete Arbeitsbereiche zu vermeiden, soweit dies nach dem Stand der Technik möglich ist. (Staubwände, Abplanungen, Absaugung, geeignete Transportmittel). Im Außenbereich sind Befeuchtung durch Wasser als feiner Sprühnebel einzusetzen. Schuttrutschen sind nur in dichter Ausführung mit Staubschutzhüllen einsetzbar.

2.2.6. Besondere Anforderungen an Baustellen- und Entsorgungseinrichtungen

Entsprechend seiner gewählten Ausführungstechnologie hat der AN alle für seine eigene Leistung notwendigen Baustelleneinrichtungen selbst zu planen, mitzubringen oder herzustellen und wieder zu beseitigen. Damit in Verbindung stehende Kosten für Planung, öffentlich-rechtliche Genehmigungen, Ertüchtigung der Baustelleneinrichtung usw. sind in die Einheitspreise einzukalkulieren.

Nicht mehr benötigte Teile der Baustelleneinrichtung sind unverzüglich zu entfernen.

Nach Abbau der Baustelleneinrichtung sind das dafür benötigte Gelände bzw. die genutzten baulichen Anlagen und Gebäude in den ursprünglichen Zustand zu versetzen, falls nichts anderes vereinbart worden ist.

2.2.7. Gerüste

Entsprechend seiner gewählten Ausführungstechnologie hat jeder AN alle für seine eigene Leistung notwendigen Baubehelfe selbst zu planen, mitzubringen oder herzustellen und wieder zu beseitigen. Damit in Verbindung stehende Kosten für Planung, öffentlich-rechtliche Genehmigungen, Ertüchtigung der Gerüste und Baubehelfe usw. sind ebenso wie die Leistung selbst in die Einheitspreise einzukalkulieren.

2.2.8. Mitbenutzung von Gerüsten

Die Fassadengerüste vom AN Gerüstarbeiten werden für alle am Bau beteiligten Firmen zur Nutzung überlassen. Das sind Fassadengerüste für die Dach- (AN Abdichtung, Klempner) und Fassadengewerke (AN Außenputz, WDVS, Fenster, Pfosten-Riegelfassade, Schlosser, Sonnenschutz).

2.2.9. Abrechnung nach bestimmten Zeichnungen oder Tabellen.

Das Aufmaß hat anhand von Plänen zu erfolgen. Das Aufmaß ist in Papierfom und elektronisch zu übergeben. Die bevorzugte Schnittstellenkonfiguration ist dabei das Format DA 11 oder Excellisten.

Aufmaße sind in Positionsreihenfolge und positionsweise kumulativ zu erfassen.

Zu jedem Einzelaufmaß ist ein Aufmaßdeckblatt zu erstellen, auf dem die Positionsmenge Soll gesamt, Positionsmenge Ist gesamt und der Positionsmengenzuwachs zum jeweiligen Aufmaß ablesbar gelistet ist.

3. Zusätzlich Technische Vertragsbedingungen (ZTV) für Garten und Landschaftsbauarbeiten

3. Zusätzlich Technische Vertragsbedingungen (ZTV) für Landschaftsbauarbeiten

3.1. Art und Umfang der Leistung

Gegenstand dieser Ausschreibung sind Leistungen gemäß VOB/C ATV DIN 18320 Landschaftsbauarbeiten, sowie die projektspezifischen Leistungen gemäß Beschreibung der Baumaßnahme. Alle Kosten, die durch Leistungsdefinitionen dieser ZTV entstehen, sind vom Bieter in die Einheitspreise des Angebotes einzurechnen.

Die beschriebenen Arbeiten verstehen sich, sofern nicht anders angegeben, einschl. aller erforderlichen Materiallieferungen frei Verwendungsstelle sowie aller Vor- und Nebenarbeiten,

Mehraufwendungen bei zeitlich getrennten Arbeitsgängen bzw. Arbeitsunterbrechungen, die zu den betreffenden Arbeiten gehören und ohne die eine fachgerechte Fertigstellung der Arbeiten nicht möglich ist.

Die Leistung umfasst die fachgerechte mängelfreie Ausführung sämtlicher Malerarbeiten einschließlich aller dazu notwendigen Hilfsmittel.

3.2. Nebenangebote

Nebenangebote werden zugelassen.

3.3. Qualifikation AN

Die fachliche und wirtschaftliche Qualifikation des Bieters ist durch Präqualifikationsnachweis gemäß Angabe unter Punkt 3. im Angebotsschreiben (KFB V 3) oder durch Eigenerklärung zur Eignung (KFB V 7) nachzuweisen. Subunternehmer sind bei Angebotsabgabe zu benennen (KFB VE 5 EU, Eignungsleihe).

3.4. Unterlagen für Behörden, öffentl. Stellen sowie Versorgungsunternehmen

Die für die Baugenehmigungsbehörde, für andere öffentliche Stellen und Versorgungsunternehmen erforderlichen Unterlagen stellt der AN für seinen Leistungsbereich rechtzeitig auf und holt etwa erforderliche Genehmigungen im Einvernehmen mit dem AG ein.

Dafür anfallende Kosten sind mit den Angebotspreisen abgegolten. Entstehen dem AG Kosten durch Verzögerungen, fehlerhafte oder mangelhafte Unterlagen, die zusätzliche Untersuchungen oder Prüfungen erfordern, so trägt der AN die entstehenden Kosten.

3.5. Anzeigen gegenüber Behörden und Versorgern

Die Baubeginnsanzeige erfolgt durch den AG eine Woche vor Beginn der Arbeiten.

Die Abmeldung und Abtrennung der Medien/Sparten erfolgt ebenfalls durch den AG. Der AN erhält vor Baubeginn hierzu eine schriftliche Bestätigung.

3.6. Baubegleitende Beprobungen

Die Beprobung und Analytik von Bausubstanz- und Bodenproben erfolgen ausschließlich durch die Fachbauleitung des AG. Geeignetes Gerät zur Beprobung ist durch den AN ohne gesonderte Vergütung bereitzustellen. Es gilt ausschließlich die von der AG-Bauleitung vorgelegte Deklarationsanalytik.

3.7. Entsorgung und Verwertung

vgl. BVB, KFB V9, Punkt 10.13 und ergänzend KFB VE 15

Es sind sämtlich anfallende Abfälle gemäß der Baustellenabfallentsorgungssatzung der LH München zu trennen und den jeweiligen Entsorgungsstellen zuzuführen.

Für die gesetzlichen, insbesondere die abfallrechtlichen Bestimmungen besteht eine elektronische Nachweis- und Dokumentationspflicht. Der AN stellt sicher, dass er bzw. von ihm beauftragte Spediteure für die Aufstellung, Vorhaltung sowie den Transport von Containern, Lieferungen, etc., über die notwendigen behördlichen Genehmigungen verfügen und gesetzliche Auflagen eingehalten werden und diese dem AG gegenüber nachgewiesen werden.

3.8. Toleranzen

Für diesen Leistungsbereich gilt DIN 18201 und DIN 18202, für vorgefertigte Teile DIN 18203-2.

Toleranzen werden nach DIN 18202, aktuelle Fassung bewertet.

Grenzmaße Tabelle 1

Winkeltoleranzen Tabelle 2

Ebenheitstoleranzen Tabelle 3, hier jeweils erhöhte Anforderungen gem. Zeile 4 und 7.

Stellt der AN im Rahmen der Ausführung seiner Leistungen hiervon abweichende Toleranzen fest, so ist der AG hierüber inkl. der daraus resultierenden Konsequenzen unverzüglich schriftlich zu informieren.

Höhere Anforderungen werden in gesonderten Leistungspositionen vergütet.

3.9. Baumaße

Das Aufmass ist vom AN grundsätzlich eigenverantwortlich am Bau zu nehmen.

Fordert der AG, dass die Konstruktionen schon zu einem Zeitpunkt zur Montage bereitstehen müssen, der ein vorheriges Aufmass unmöglich macht, so sind unter Berücksichtigung der Bautoleranzen nach DIN die Fertigungsmaße mit dem AG zu vereinbaren.

3.10. Untergrund

3.11. Ausführung

Die Verarbeitungsrichtlinien der Hersteller- und Zulieferfirmen sind zu beachten.

Die in den Leistungsbeschreibungen aufgeführten Stoffe und Materialien sind vom AN hinsichtlich

der geforderten Güte und Qualität auf ihre Richtigkeit zu überprüfen.

Auf Verlangen des AG ist vom AN der Nachweis vorzulegen, daß die Stoffe den gestellten Anforderungen

entsprechen.

Für die geeignete Beschaffenheit des Untergrundes trägt der AN die Verantwortung, eventuelle Bedenken sind

vor Ausführungsbeginn geltend zu machen.

3.12. Schutz der Bauteile

Alle zu schützenden Bauteile wie z.B. endbehandelte Tür- und Fensterelemente, Geländer sowie

Leitungen und Geräte der Technischen Gebäudeausrüstung(TGA) usw. sind mit geeigneten Maßnahmen, wie mit geeigneter Folie abzudecken und/oder staubdicht abzukleben, zu schützen und nach Beendingung der Malerarbeiten wieder zu entfernen und fachgerecht zu entsorgen.

Evtl. Kleberückstände oder sonstige Verschmutzungen sind sofort zu entfernen.

Erforderliche Markierungen dürfen nur nach vorheriger Abstimmung mit der Bauleitung und ggf. den Architekten sowie entsprechender Freigabe ausgeführt werden und sind

anschließend rückstandsfrei zu entfernen.

3.13. Anschlüsse, Fugen

Die Anschlüsse an den Baukörper müssen den bauphysikalischen Anforderungen an Wärme-, Schall- und Brandschutz sowie Fugenbewegungen entsprechen (s. ff).

Dehnfugen am Baukörper sind an gleicher Stelle in den Konstruktionen vorzusehen bzw. zu übernehmen.

3.14. Wartung und Pflege

Vom AN sind alle von ihm gelieferten Produkte, die zur Sicherstellung einer dauerhaften Funktionstüchtigkeit und Lebensdauer einer regelmäßigen Wartung bedürfen, Benutzerinformationen für den AG zu erstellen, die aus Produktinformation, Bedienungsanleitung und Wartungsanleitung bestehen müssen. Insbesondere müssen die Benutzerinformationen Angaben zu folgenden Themen beinhalten:

- Produktinformationen

- Bedienungsanleitung (Angaben zu bestimmungsgemäßer Verwendung und Fehlgebrauch)

- Wartungsanleitung

- Reinigung und Pflege

- Instandhaltung

Die Benutzerinformationen sind dem AG in schriftlicher und digitaler Form nach Abschluss der vertraglichen Leistungen zu übergeben.

3.15. Blitzschutz

Vor Ausführung der Arbeiten ist eine Abstimmung mit der beauftragten Blitzschutzfirma bezüglich Blitzschutzverbindungen sowie der Art und Anzahl der Anschlusspunkte an den Übergabestellen durch den AN herbeizuführen.

Ergänzend zur VOB und DIN-Vorschriften gelten die nachstehenden Ausführungen:

In ihrer jeweils gültigen Fassung (zum Zeitpunkt der Vergabe) Gem. § 4 Nr.2 und § 13 Nr.1 VOB/B sind DIN und EN Normen als anerkannte Regeln der Technik zu beachten.

Die Kenntnis der existierenden Regelwerke entbindet nicht von der Pflicht, sich über aktuelle Entwicklungen innerhalb der Branche durch Studium der Fachliteratur und Fachvorträge auf dem Laufenden zu halten (Fortbildungspflicht).

Forschungsgesellschaft Landschaftsentwicklung Landschaftsbau e. V. (FLL): Dachbegrünungsrichtlinien: Richtlinien für Planung, Bau und Instandhaltungen von Dachbegrünungen
Forschungsgesellschaft Landschaftsentwicklung Landschaftsbau e. V. (FLL): Empfehlungen für Planung, Bau und Instandhaltungen von Verkehrsflächen auf Bauwerken
Sicherheitsregeln für gärtnerische Arbeiten auf Bauwerken der Gartenbau-Berufsgenossenschaft (aktuellster Stand)
Zentralverband des Deutschen Dachdeckerhandwerks e. V. (ZVDH): Fachregel für Abdichtungen ("Flachdachrichtlinien")
DIN 18915 Vegetationstechnik im Landschaftsbau, Bodenarbeiten
DIN 18916 Pflanzen und Pflanzarbeiten
DIN 18917 Rasen- und Saatarbeiten
DIN 18920 Vegetationstechnik im Landschaftsbau, Schutz von Bäumen, Pflanzenbeständen und Vegetationsflächen bei Baumaßnahmen
LBO: Landesbauordnung der Bundesländer mit Begleitverordnungen: BayBO
MHHR: Muster-Hochhaus-Richtlinie
ZTV Baumpflege
ZTV Großbaumverpflanzung
Gütebestimmungen für Stauden (FLL)
Gütebestimmungen für Baumschulpflanzen (FLL)
Regel-Saatgut-Mischungen Rasen, RSM (FLL)
Qualitätsanforderung und Anwendungsempfehlung für organische Mulchstoffe und Komposte im Landschaftsbau (FLL)
WU-Beton Richtlinie
BauGB: Baugesetzbuch
RAS LP 4 Richtlinien für die Anlage von Straßen, Teil: Landschaftspflege, Abschnitt 4: Schutz von Bäumen, Vegetationsbeständen und Tieren bei Baumaßnahmen
ZTV P StB 06 Zusätzliche Technische Vertragsbedingungen und Richtlinien für den Bau von Pflasterdecken und Plattenbelägen
Regel-Saatgut-Mischungen Rasen, RSM (FLL)
Empfehlungen zu Planung und Bau von Verkehrsflächen auf Bauwerken (FLL)
Merkblatt für Flächenbefestigungen mit Pflasterdecken und Plattenbelägen Teil 1
ZTV SoB-StB Schichten ohne Bindemittel im Straßenbau
Technische Lieferbedingungen für Bauprodukte zur Herstellung von Pflasterdecken, Plattenbelägen und Einfassungen
Zusätzliche technische Vertragsbedingungen und Richtlinien zur Herstellung Plattenbelägen und Einfassungen
Qualitätsanforderung und Anwendungsempfehlung für organische Mulchstoffe und Komposte im Landschaftsbau (FLL)
Richtlinien für die Planung, Ausführung und Pflege von Fassadenbegrünungen (FLL)
Richtlinien für die Planung und Ausführung von Dächern mit Abdichtungen Flachdachrichtlinien
Richtlinien für die fachgerechte Planung und Ausführung des Fassadensockelputzes sowie des Anschlusses der Außenanlagen.

ZTV E StB 09 Zusätzliche Technische Vorschriften und Richtlinien für Erdarbeiten im Straßenbau
Technische Lieferbedingungen für Böden und Baustoffe im Erdbau des Straßenbau TL BuB E-StB 09 - Ausgabe 2009
ZTVT StB Zusätzliche Technische Vorschriften und Richtlinien für Tragschichten
ZTV La StB Zusätzliche Technische Vertragsbedingungen und Richtlinien für Landschaftsbauarbeiten im Straßenbau
RAS LG 3 Richtlinien für die Anlage von Straßen Teil: Landschaftsgestaltung, Abschnitt 3: Lebendverbau.
RAS LP 4 Richtlinien für die Anlage von Straßen, Teil: Landschaftspflege, Abschnitt 4: Schutz von Bäumen, Vegetationsbeständen und Tieren bei Baumaßnahmen.
RAS Ew Richtlinie für die Anlage von Straßen, Teil: Entwässerung
ZTV P StB 06 Zusätzliche Technische Vertragsbedingungen und Richtlinien für den Bau von Pflasterdecken und Plattenbelägen
ZTV Asphalt StB 01 Zusätzliche Technische Vertragsbedingungen und Richtlinien für den Bau von Fahrbahndecken aus Asphalt
Empfehlungen zu Planung und Bau von Verkehrsflächen auf Bauwerken (FLL)
Merkblatt für Flächenbefestigungen mit Pflasterdecken und Plattenbelägen Teil 1 Regelbauweise
ZTV SoB-StB - Zusätzliche Technische Vertragsbedingungen und Richtlinien für den Bau von Schichten ohne Bindemittel im Straßenbau
Technische Lieferbedingungen für Bauprodukte zur Herstellung von Pflasterdecken, Plattenbelägen und Einfassungen - TL Pflaster-StB 06/15 - Ausgabe 2015
Zusätzliche technische Vertragsbedingungen und Richtlinien zur Herstellung von Pflasterdecken, Plattenbelägen und Einfassungen - ZTV

Technische Lieferbedingungen/ Prüfvorschriften für Fugenfüllstoffe in Verkehrsflächen TL / TP Fug-StB 24 (Technische Lieferbedingungen, Ausgabe 2024)

DIN EN 1991-4 Eurocode 1: Einwirkungen auf Tragwerke
DIN EN 12 056-3 und DIN 1986-100: "Schwerkraftentwässerungsanlagen innerhalb von Gebäuden- Dachentwässerung" und
"Entwässerungsanlagen für Gebäude und Grundstücke - zusätzliche Bestimmungen zu DIN EN 12 056"
DIN 4102: Brandverhalten von Baustoffen und Bauteilen
DIN EN 13948: Abdichtungsbahnen - Bestimmung des Widerstandes gegen Durchwurzelung
DIN EN 13707: Abdichtungsbahnen - Bitumenbahnen mit Trägereinlage für Dachabdichtungen
DIN EN 13956: Abdichtungsbahnen - Kunststoff und Elastomerbahnen für Dachabdichtungen
DIN EN 13967: Abdichtungsbahnen - Kunststoff und Elastomerbahnen für die Bauwerksabdichtung gegen Bodenfeuchte und Wasser (z. B. im Bereich intensiver Begrünungen mit Anstaubewässerung > 100 mm)
DIN EN 13969: Abdichtungsbahnen - Bitumenbahnen für die Bauwerksabdichtung gegen Bodenfeuchte und Wasser - Definitionen und Eigenschaften
ETAG 005: Flüssig aufzubringende Dachabdichtungen Teile 1 - 8
DIN 18195: Abdichtung von Bauwerken - Begriffe
DIN 18531: Abdichtungen von Dächern sowie von Balkonen, Loggien und Laubengängen, Teile 1 - 4
DIN EN 18533: Abdichtung von erdberührten Bauteilen
DIN/TS 20000-201: Anwendung von Bauprodukten in Bauwerken
DIN/TS 20000-202: Anwendung von Bauprodukten in Bauwerken (Abdichtung von erdberührten Bauteilen)
DIN 4108: Wärmeschutz und Energieeinsparung in Gebäuden
DIN EN 13162 bis DIN 13171: Wärmedämmstoffe für Gebäude
ASR A2.1: Schutz vor Absturz und herabfallenden Gegenständen, Betreten von Gefahrenbereichen (Verringerung der Absturzhöhe auf 2 m)
DIN 4420: Arbeits- und Schutzgerüste
DIN 4426: Einrichtungen zur Instandhaltung baulicher Anlage

VOB/A: Allgemeine Bestimmungen für die Vergabe von Bauleistungen
VOB/B: Allgemeine Vertragsbedingungen für die Ausführung von Bauleistungen
VOB/C: Allgemeine technische Vertragsbedingungen für Bauleistungen, insbesondere:
ATV DIN 18 336: Abdichtungsarbeiten
ATV DIN 18 338: Dachdeckungs- und Dachabdichtungsarbeiten
DIN 4426 Einrichtung zur Instandhaltung baulicher Anlagen - Sicherheitstechnische Anforderungen an Arbeitsplätze und Verkehrswege - Planung und Ausführung
- BGV CV 22 - Unfallverhütungsvorschrift Bauarbeiten § 12 "Absturzsicherung"

4. Schnittstelle zu den Gewerken Elektro und HLS

Auf den zeitlichen Ablauf der Bauausführung wird besonders verwiesen. Die Landschaftsbauarbeiten sind

mit mehreren Baugewerken abzustimmen.

Sämtliche Elektro- und HLS- Installationen sind Leistungen der Gewerke Elektro und HLS.

ebenso Kanal

5. Angebotsunterlagen und Angebotspläne AG

Angebotsunterlagen und Angebotspläne

Übersicht der Anlagen zum Leistungsverzeichnis

LV mit Deckblatt, Vorbemerkungen und Leistungspositionen als GAEB-Datei

A 1 Straßenkarte A4, unmaßstäblich (2 Seiten)

A 2 Luftbilder A4, unmaßstäblich (2 Seiten)

A 3 entfällt

A 4 Freiflächengestaltungsplan (Baugenehmigung) A3, unmaßstäblich

A 5 Baumbestandsplan und Schutzbereiche (Baugenehmigung) A3, unmaßstäblich

A 6 BZP Terminrahmenplan V1.13 A3, unmaßstäblich (2 Seiten)

A 7 Ansichten Neubau Ost-West und Bestandsgebäude A3, unmaßstäblich (2 Seiten)

A 8 Grundrisse Neubau UG bis 2.OG A0, M1:100 (4 Pläne)

A 9 Grundrisse Villa E Umbauplanung UG bis 1.OG A1, M1:50 (3 Pläne)

A 10 Schnitte A, B, H, K Neubau A+B A1, M1:50 (4 Pläne)

A 11 Schnitte A und C Villa E A1, M1:50 (2 Pläne)

A 12 Ansichten SW/SO und NO/NW Villa E A1, M1:50 (2 Pläne)

A13 Schnitte Abwicklungen Regenwasser A0, M 1:100 (1 Plan)

A14 Grundriss EG Freiflächen A0, M 1:100 (1 Plan)

A15 Grundriss 1.OG Dachterrasse Lehrer- Sozialraum A1, M 1:50 (1 Plan)

A16 Grundriss 2.OG Dachterrasse Sonnensegel A1, M 1:50 (1 Plan)

A17 Grundriss/Ansicht Ballfangzaun A2, M 1:50 (1 Plan)

A18 Grundriss/Ansicht/Schnitt Geländerdetail A2, M 1:50 (1 Plan)

LEISTUNGSVERZEICHNIS

LANDSCHAFTSBAUARBEITEN

Inhaltsverzeichnis

A Baubeschreibung

0 Allgemeine Beschreibung

1 Wesentliche Leistungen

2 Örtliche Verhältnisse

3 Sparteneinholung

4 Ausführungsunterlagen

B Weitere Zusätzliche Vertragsbedingungen

C Zusätzliche Technische Vertragsbedingungen Schlosserarbeiten

0.1 Allgemeine Baustellenbestimmungen

Arbeitszeit

Die Arbeitszeit richtet sich nach den Bestimmungen des Arbeitszeitgesetzes sowie den Auflagen aus der Baugenehmigung. Als Regelarbeitszeit wird von Montag bis Freitag jeweils von 07.00 Uhr bis 18.00 Uhr festgelegt. Arbeitsende meint in diesem Zusammenhang Ruhe auf dem Baufeld sowie das Ausschalten der Beleuchtung.

Sollten längere Arbeitszeiten und Arbeiten an Samstagen erforderlich werden, ist dies nur nach Abstimmung mit der Objektüberwachung und vorheriger Genehmigung durch den AG grundsätzlich möglich. Die Anträge hierfür sind mit mind. einer Woche Vorlaufzeit schriftlich einzureichen.

Schlechtwetterregelung

Auf die der Ausschreibung beiliegende Schlechtwetterregelung wird verwiesen.

Einfriedung

Die Baustelle sowie die angrenzenden Flächen werden zur Sicherung gegen den Zutritt Unbefugter mit einem offenen Bauzaun umgeben.

Lagerflächen außerhalb dieses Bereiches werden vom Auftraggeber nicht zur Verfügung gestellt. Der Zugang hat nur über die vorgesehenen Türen / Tore zu erfolgen. Das Verschließen der Zugänge ist Sache des Auftragnehmers, dessen Beschäftigte als letzte die

Baustelle verlassen.

Aufenthaltsräume, Sanitäranlagen, Lagerräume

Der AN hat für seine Belange die Arbeitsstättenverordnung für Tagesunterkünfte und sonstige Einrichtungen umzusetzen. Das Erstellen eines Wohnlagers auf der Baustelle ist untersagt. Für alle am Bau Beteiligten steht bis zum Bauende eine Sanitär- und WC-Anlage zur Verfügung. Auf den pfleglichen Umgang mit den sanitären Einrichtungen wird besonders hingewiesen. Bei mutwilliger Verschmutzung oder Beschädigung der

Einrichtungen werden die Kosten gegebenenfalls auf die dafür verantwortlichen Unternehmen umgelegt.

Wasser- und Kanalanschluss / Verbrauchskosten

Der Bauherr hat Baustrom und Bauwasser vorab bereits auf die Baustelle leiten lassen. Für Baustrom steht ein Anschlussschrank zur Verfügung. Bauwasser steht in frostsicheres Einhausen an Entnahmestellen zur Verfügung.

Die Anlagen für bauzeitliche Abwasserentsorgung werden für die gesamte Bauphase zur Verfügung gestellt. Innerhalb des Gebäudes steht kein Wasseranschluss zur Verfügung.

Die Verbrauchskosten des Wasserbezugs werden während der Bauphase vom AN übernommen.

Frisch- und Abwasser dürfen nicht unkontrolliert entweichen. Abwasser muss ordnungsgemäß eingeleitet werden und darf keine größere Verunreinigung aufweisen als es die einschlägigen gesetzlichen Bestimmungen vorschreiben.

Stromanschluss / Verbrauchskosten

Die Überprüfung der elektrischen Betriebsmittel auf ihren ordnungsgemäßen Zustand gemäß BGV A3 Tabelle 1B erfolgt regelmäßig durch den AN.

Der ordnungsgemäße Zustand der eingesetzten elektrischen Betriebsmittel muss durch eine Prüfplakette oder einen anderen anerkannten Nachweis alle 3 Monate dem SiGeKo bzw. der Objektüberwachung vorgelegt werden.

Der Auftragnehmer hat für seine elektrischen Betriebsmittel, ausschließlich die Steckvorrichtungen in den Baustromverteilern zu nutzen. Die Benutzung anderer Steckvorrichtungen, wie zum Beispiel Steckdosen im Gebäude ist untersagt. Der SiGeKo behält sich zudem das Recht vor, bei äußerer erkennbarer Beeinträchtigung oder Beschädigung der Betriebsmittel, diese außer Betrieb zu nehmen (die Verantwortung des Auftragnehmers bleibt hiervon unberührt).

Analog zu der Regelung der Verbrauchskosten der Wasserversorgung übernimmt der AN die Verbrauchskosten für seine eigenen Arbeiten und nach Abschluss seiner Arbeiten und Rückzug von der Baustelle.

Beleuchtung

Durch den AN der Baumeisterarbeiten wird für die Dauer der Bauzeit eine Grundbeleuchtung für die allgemeinen Baustelleneinrichtungsflächen

sowie für die Verkehrswege bzw. Verkehrsflächen innerhalb und außerhalb des Gebäudes erstellt.

Maschinen und Geräte - Lärmschutz

Für die Ausführung der gesamten Arbeiten dürfen ausschließlich nur Maschinen und Geräte verwendet werden, die dem neuesten Stand der Technik sowie der Richtlinie 89/392 EWG entsprechen, nach §39 der VBG 1 geprüft sind und die gemäß den einschlägigen Vorschriften die Lärm- und Erschütterungsbelästigungen der Anlieger auf ein Minimum reduzieren.

Das heißt insbesondere, dass hinsichtlich der Anforderungen zur sicherheitsgerechten Bereitstellung und Benutzung von Arbeitsmitteln eine Gefährdungsbeurteilung zu erstellen ist, dass Prüfungen und Prüffristen von Arbeitsmitteln festgelegt und befähigte Personen benannt werden.

Der Auftragnehmer hat den Nachweis gem. Betriebssicherheitsverordnung (BetrSichV) zu erbringen, dass sich seine Maschinen und Geräte in einem arbeitssicheren Zustand befinden.

Auf der Baustelle dürfen nur schallgedämmte Baumaschinen eingesetzt werden. Der Geräuschpegel der Maschinen darf bei Vollbelastung den Wert von tagsüber, d.h. zwischen und 7:00 und 22:00 Uhr, 65 dB (A) nicht überschreiten. Es wird insbesondere darauf hingewiesen, dass, sollte der geforderte Immissionswert (65 dB (A)) nur mit zusätzlichen geeigneten Maßnahmen erreicht werden können, diese Aufwendungen in die Einheitspreise einzukalkulieren sind und nicht gesondert vergütet werden. Die Verwendung von Luftkompressoren und druckluftbetriebenen Geräten ist prinzipiell untersagt, außer es sind keine anderen Arbeitsverfahren möglich - hierfür ist jedoch eine vorherige Abstimmung mit der Objektüberwachung zwingend erforderlich.

Im Besonderen sind die Auflagen und Anforderungen des "Merkblatt für Maßnahmen zum Schutz gegen Baulärm" - aktuellster Stand, herausgegeben von der Stadt Erding - Immissionsschutz, zu beachten und einzuhalten. Wegen des gleichzeitigen Betriebes in den umliegenden Nachbargebäuden dürfen außerhalb der zulässigen Regelarbeitszeiten keine lärmintensiven Arbeiten durchgeführt werden. Eine

unnötige Beeinträchtigung der Nachbarn ist möglichst zu vermeiden. Nach Bedarf werden vom AG ggf. Lärmmessungen durchgeführt, um die Einhaltung der gesetzlichen Vorschriften zu überprüfen. Werden bei den Lärmmessungen Überschreitungen der Immissionswerte festgestellt, ist der AN verpflichtet, durch geeignete Maßnahmen die Einhaltung der o.g. Werte unverzüglich zu gewährleisten.

Brandschutz

Hier ist die Verordnung über die Verhütung von Bränden (VVB) vom 29.04.1981 (Bayer. Gesetzes - und Verordnungsblatt Nr. 8/81) zu beachten.

Der Auftragnehmer hat sich vor Arbeitsbeginn selbständig über den Rettungswegeplan bei der Objektüberwachung zu informieren und den damit verbundenen entsprechenden Anordnungen Folge zu leisten.

Leicht entzündliche oder selbstentzündliche Stoffe dürfen nur in Mengen, die für den Fortschritt der Arbeiten erforderlich sind, am Arbeitsplatz vorgehalten werden. An Arbeitsstellen mit Feuerarbeiten hat der Auftragnehmer je nach Brandgefährlichkeit in Abstimmung mit den SiGeKo geeignete Schutzmaßnahmen zu ergreifen und Feuerlöscheinrichtungen bereitzustellen.

Die Arbeiten sind in der Regel bis spätestens 14:00 Uhr zu beenden. Nach Beendigung der Arbeiten sind ohne gesonderte Vergütung Brandwachen für einen ausreichenden Zeitraum (mind. 2 Stunden) zu stellen, bis eine Brandgefahr gesichert ausgeschlossen werden kann.

Bei Schneide- und Schweißarbeiten ist vor Ausführungsbeginn eine schriftliche Schweißerlaubnis bei der Objektüberwachung einzuholen.

Brandgefährdete Bereiche sind zu kennzeichnen. Erforderlichenfalls (siehe Arbeitsstättenverordnung) ist ein Flucht- und Rettungswegeplanaufzustellen, Arbeitnehmer sind entsprechend zu unterweisen (siehe §12 Arbeitsschutzgesetz) und die Maßnahmen mit den anderen Gewerken

abzustimmen.

Gefahrstoffe

Der Umgang mit Gefahrstoffen einschließlich ihrer Lagerung, hat nach der Gefahrstoffverordnung zu erfolgen. Er ist u.a. nur zulässig, wenn eine ausreichende Betriebsanweisung auf der Baustelle vorliegt und erforderlichenfalls der Gewerbeaufsicht und der zuständigen Berufsgenossenschaft die Tätigkeit angezeigt wurde.

Wassergefährdende Stoffe

Die Lagerung von bzw. der Umgang mit wassergefährdenden Stoffen ist der Objektüberwachung und dem durch den Auftraggeber beauftragten SiGeKo anzuzeigen. Darüber hinaus sind alle Böden (Grundflächen), auf denen mit wassergefährdenden Stoffen gearbeitet bzw. hantiert wird, flüssigkeitsdicht und medienbeständig auszuführen.

Sicherheits- und Gesundheitsschutz

Nach Auftragsvergabe wird durch den Sicherheits- und Gesundheitsschutzkoordinator (SiGeKo) die allgemeine Baustellenordnung mit Sicherheits- und Gesundheitsplan übergeben.

Die einschlägigen Arbeitsschutz- und Unfallverhütungsvorschriften sind auf der Baustelle vorzuhalten. Diesen Anordnungen und Vorschriften ist strikt Folge zu leisten.

Auftragnehmer und Nachunternehmer benennen dem Auftraggeber vor Aufnahme der Bauarbeiten schriftlich die zuständigen Vorgesetzten und Aufsichtsführenden, die Fachkraft für Arbeitssicherheit, seine Arbeitsverfahren sowie die vorgesehenen Maßnahmen zur Sicherheit und zum Gesundheitsschutz seiner auf der Baustelle Beschäftigten. Für eine regelmäßige Unterweisung des Personals nach Arbeitsschutzgesetz ist zu sorgen. Nachweise darüber sind auf der Baustelle vorzuhalten.

Der Auftragnehmer gewährleistet, dass die im Sinne § 4 Unfallverhütungsvorschrift "Allgemeine Vorschriften" notwendige persönliche Schutzausrüstung entsprechend PSA-Benutzungsverordnung zur Verfügung gestellt und benutzt wird. Der Auftragnehmer hat beim Einsatz von Nachunternehmern die Freigabe des Auftraggebers einzuholen sowie seiner Abstimmungspflicht nach §8 Arbeitsschutzgesetz sowie § 6 Abs. 1 der VBG 1 nachzukommen.

Die Auftragnehmer haben sich im Sinne §8 Arbeitsschutzgesetz zur Gewährleistung der Sicherheits- und Gesundheitsschutz-Bestimmungen auch untereinander abzustimmen. Jeder Auftragnehmer ist dabei verpflichtet, seine Arbeiten so zu gestalten, dass eine Gefährdung von Leben und Gesundheit vermieden wird.

Sollte beabsichtigt sein, von vorgesehenen Arbeits-, Fertigungs- oder Montageverfahren, Arbeitsabläufen und Arbeitszeiten abzuweichen, ist der Auftraggeber unverzüglich zu informieren.

Das Personal des Auftragnehmers muss für die ihm übertragene Arbeit geeignet und in Sicherheit und Gesundheitsschutz nachweislich

unterwiesen sein. Beim Einsatz von Personal ohne ausreichende Kenntnis der deutschen Sprache muss ständig eine der deutschen Sprache

mächtige und fachlich geeignete Person vor Ort anwesend sein. Den Hinweisen des vom Auftraggeber bestellten Koordinators zur Beseitigung von

Mängeln bei Sicherheit und Gesundheitsschutz ist umgehend nachzukommen. Personen, die gegen Arbeitsschutz- und Unfallverhütungsvorschriften verstoßen, keine vorschriftsgemäße Arbeitskleidung / Schutzausrüstung tragen oder den Anweisungen des SiGeKo oder anderen Beauftragten des Auftraggebers nicht Folge leisten, sind abzuberufen und müssen vom Auftragnehmer durch geeignetes Personal

ersetzt werden.

Alkohol-, Ess-, Rauch- und Drogenverbot

Auf der Baustelle herrscht innerhalb des Bauzauns grundsätzlich striktes Alkohol-, Ess-, Rauch- und Drogenverbot. Der Auftragnehmer hat Personen, bei denen der begründete Verdacht auf Alkohol- und Drogeneinfluss besteht, unverzüglich von der Baustelle zu entfernen. Der Auftraggeber behält sich vor, solchen Personen dauerhaft Baustellenverbot zu erteilen. Das Einnehmen von Mahlzeiten ist nur in den jeweiligen Tagesunterkünften gestattet.

Vorkehrungen für Erste-Hilfe-Maßnahmen

Zur Ersten Hilfe hat jeder Auftragnehmer nach der Arbeitsstättenverordnung und der Unfallverhütungsvorschrift "Erste Hilfe" die notwendigen Vorkehrungen selbst zu treffen.

Der AN ist verpflichtet, seine Mitarbeiter entsprechend einzuweisen. Der AN hat vor Beginn der Arbeiten den Nachweis zu führen, dass er - bezogen auf die Besetzung der Baustelle - die geforderte Anzahl an Mitarbeitern beschäftigt, die eine gültige Ausbildung als Ersthelfer besitzen. Die vorgesehenen Mitarbeiter sind dem Auftraggeber bzw. dem SiGeKo zu benennen.

Baustellenabsicherung

Aufgrund insgesamt beengter Platzverhältnisse stehen für Lager- und Personalcontainer für das Bauvorhaben nur die im vorläufigen BE-Pan ausgewiesenen Flächen zu Verfügung.

Die BE-Flächen werden jedoch auch durch andere am Bauvorhaben beteiligte Firmen genutzt, daher hat der AN, zur Sicherstellung eines geregelten Bauablaufs, eine Koordinationspflicht mit allen am Bau beteiligten Firmen (vgl. § 8 ArbSchG und BGV A 1 § 6). Jegliche Lagertätigkeit ist bei der örtlichen Objektüberwachung anzumelden und mit ihr abzustimmen. Die im BE-Plan gekennzeichneten Anliefer- und Verkehrsflächen

sind jederzeit durch den AN freizuhalten. Arbeitstäglich nach Arbeitsende ist die Baustelle zu verschließen.

Materiallieferungen

Materialien, Maschinen und Geräte sind dem Arbeitsfortschritt entsprechend auf die Baustelle zu bringen. Lagerflächen, über die dem Auftragnehmer zugewiesenen Flächen hinaus, stehen nicht zur Verfügung. Anlieferungsort, Standort sowie Be- und Entladung sind vorab mit der Objektüberwachung abzustimmen. Die Objektüberwachung ist nicht verpflichtet, Materiallieferungen für den Auftragnehmer anzunehmen.

Der Auftragnehmer hat Materiallieferungen so zu disponieren, dass eine Abnahme durch den Auftragnehmer erfolgen kann. Bei Materiallieferungen, insbesondere durch Drittfirmen, ist dafür Sorge zu tragen, dass in den Lieferpapieren, über die Bezeichnung der Baumaßnahme hinaus, immer die Empfängerfirma (= Auftragnehmer) angegeben ist.

Reinigungsmaßnahmen

Gemäß VOB/C hat jeder Auftragnehmer sämtliche von seinen Arbeiten herrührenden Verunreinigungen, Abfälle, Bauschutt usw. täglich zu beseitigen und vorschriftsgemäß zu entsorgen.

Diese sind auf eigene Kosten arbeitstäglich aus dem Gebäude zu transportieren, selbst zu den vorh. Containern zu transportieren.

Das Verbrennen von Abfällen ist verboten.

Neben der täglichen Reinigung der Arbeitsplätze ist die gesamte Baustelle, einschließlich der Außenbereiche, jeweils am vorletzten Arbeitstag (Donnerstag) einer Arbeitswoche zu reinigen. Hierfür stellt der Auftragnehmer eine entsprechende Anzahl von Arbeitskräften einschließlich Arbeitsmittel zur Verfügung, soweit seine Arbeiten zur Verschmutzung der Baustellen beigetragen haben. Eine gesonderte Vergütung für diese Leistung erhält der Auftragnehmer nicht.

Kommt der Auftragnehmer dieser Regelung trotz Aufforderung nicht nach, wird die Beseitigung der Verunreinigung durch die Objektüberwachung auf Kosten des Auftragnehmers veranlasst.

Die Baustellenabfallentsorgung ist entsprechend der zum Ausführungszeitpunkt gültigen Baustellenabfallentsorgungssatzung der Stadt Erding sowie den Vorgaben der Zertifizierungsstelle durchzuführen.

0.2 Zusätzliche Technische Vertragsbedingungen

Zusätzliche Technische Vertragsbedingungen

Allgemein

Bei der Ausführung sind folgende Punkte zu beachten:

die Vorschriften der Bayerischen Bauordnung und alle sonstigen einschlägigen öffentlich-rechtlichen Bestimmungen;
die allgemein anerkannten Regeln der Technik und Baukunst;
alle einschlägigen technischen Vorschriften, insbesondere sämtliche relevanten EURO-Normen (EN) und DIN-Vorschriften einschließlich der Gelbdrucke der DIN-Normen in ihrer neuesten geltenden Fassung. Bei Widersprüchen zu den derzeit geltenden DIN-Vorschriften legt der Auftragnehmer dies dem Auftraggeber zur Klärung vor;
alle besonderen örtlichen Bestimmungen, technischen Vorschriften, Auflagen und Bestimmungen der allgemein anerkannten Fach-, Sicherheits- und Aufsichtsbehörde und Gütegemeinschaften, Verbände und Innungen, der Berufs- und Baugenossenschaften, der Arbeitsstättenverordnung und Arbeitsstätten-Richtlinien;
die Bestimmungen der Technischen Richtlinien für Gefahrenstoffe, die Bestimmungen der Bauaufsicht sowie der städtischen Versorgungsbetriebe und des Tiefbauamtes;
die Verdingungsordnung für Bauleistungen (VOB), Teil B und C, in der zum Zeitpunkt des Vertragsabschlusses gültigen Fassung. Grundlage für die Durchführung der Arbeiten sind die Allgemeinen technischen Vertragsbedingungen (ATV) der VOB Teil C, die in den Titeln zusätzlich formulierten Zusätzlichen technischen Vertragsbedingungen (ZTV) gelten ergänzend bzw. in Änderung hierzu;
die Verarbeitungsvorschriften der Hersteller- bzw. Lieferfirmen;
die EU-ESG-Taxonomie.

Die o.g. Aufstellung erhebt nicht den Anspruch auf Vollständigkeit. Sollten sich Normen und Richtlinien geändert haben, insbesondere DIN EN, so gilt die jeweils letzte gültige Fassung.

Allgemeine Ausführungshinweise

Der Auftragnehmer ist verpflichtet, für die gesamte Dauer seiner Tätigkeit auf der Baustelle eine der Art und dem Umfang des Bauvorhabens entsprechende sachverständige, deutschsprachige technische Aufsicht (Bauleiter, Montageleiter, Polier, Vorarbeiter) zu stellen, die mit allen erforderlichen Vollmachten ausgestattet sein muss und an den vom Auftraggeber angesetzten Baubesprechungen teilnimmt. Nach Auftragserteilung ist die verantwortliche Person innerhalb von einer Woche schriftlich zu benennen. Das für die termin- und fachgerechte Ausführung des Auftrages erforderliche, gut geschulte Fach- und Hilfspersonal ist in genügender Anzahl zu stellen.

Ungeeignetes Personal ist nach Aufforderung des Baumanagements von der Baustelle zu entfernen und unverzüglich durch anderes Personal zu ersetzen. Einrichtungen, welche die Arbeiten anderer Gewerke am Bau behindern, sind in Absprache mit der Projektleitung sofort zu entfernen. Alle Maße am Bau sind nach den Bauzeichnungen zu kontrollieren. Bedenken, die nach Angebotsabgabe und vor Ausführung entstehen, sind dem Auftraggeber rechtzeitig vor Ausführung schriftlich mitzuteilen, so dass möglichst genügend Zeit besteht, eine Alternativlösung zu erarbeiten. Im Übrigen wird klargestellt, dass der Auftragnehmer auch Bedenken, die während der Ausführung entstehen, unverzüglich schriftlich dem Auftraggeber mitzuteilen hat. Der Auftragnehmer hat die erforderlichen technischen und statischen Maßnahmen für Zwischenbauzustände, z.B. Absteifungen, eigenverantwortlich zu erstellen und die entsprechende Dimensionierung festzulegen. Die Kosten sind einzukalkulieren. Bauteile, Unter- und Hilfskonstruktionen dürfen nicht mittels Schussbolzen befestigt werden. Bei witterungsbedingten Arbeitsunterbrechungen sind die bis dahin erbrachten Leistungen gegen Wind, Regen- und Frostschäden zu sichern. Dem AN werden i.d.R. seitens der Planung Abschnitte zur Erstellung der einzelnen Bauteile vorgegeben. Zusätzlich technologisch bedingte Maßnahmen, die aus weiteren Abschnitten aufgrund z.B. des Arbeitsablaufes des Auftragnehmers resultieren, wie Schalungsausschnitte, Bewehrungsanschlüsse, Abstellungen, gelten als Nebenleistungen.

Die Wahl technologischer Vorgänge bleibt dem Auftragnehmer überlassen. Dabei sind die Arbeiten so auszuführen, dass Beeinträchtigungen anderer Arbeiten, Belästigungen durch Lärm (unter Beachtung der Richtlinien und Auflagen der "Allgemeine Verwaltungsvorschrift zum Schutz gegen Baulärm" sowie der Örtlichkeit entsprechenden Emissionsschutzvorgaben) und Staub auf das unvermeidbare Maß reduziert werden. Die bauaufsichtlichen Zulassungen müssen zum Zeitpunkt der Abnahme der Leistung gültig sein. Sofern die Art einer Konstruktion oder eines Bauteils eine "Zustimmung im Einzelfall" erforderlich macht, ist diese rechtzeitig durch den Auftragnehmer einzuholen, sofern diese nicht vom Bauherrn beigebracht wird. Dabei hat der AN sich bereits während der Angebotsphase bei der Genehmigungsbehörde zu informieren und den notwendigen Zeitaufwand und die mit der Einholung der Zustimmung verbundenen Kosten einzukalkulieren.

Das Abladen, die Beförderung, die Lagerung und Wartung der Baustoffe sowie alle sonstigen Nebenleistungen und bauseitigen Zulieferungen, welche zur vollständigen Fertigstellung der Arbeiten erforderlich sind, hat der Auftragnehmer auf eigene Kosten zu übernehmen. Gebäude und Baugelände sind stets aufzuräumen und zu reinigen. Das bedeutet insbesondere, dass der angefallene Bauschutt regelmäßig beseitigt wird. Alle benutzten öffentlichen Zu- und Abfahrtsstraßen sind bei Erfordernis mehrmals täglich von Verschmutzungen durch die Baufahrzeuge zu reinigen.

Dem Auftragnehmer obliegen die Beantragung und Beschaffung aller Dokumente / Bescheinigungen, die für die Durchführung und Abnahme seiner Bauleistungen erforderlich sind. Jede Änderung und Ergänzung, zu dem mit dem Auftraggeber abzuschließenden Vertrag, bedarf zu ihrer Wirksamkeit der Schriftform. Soweit Teilbereiche der Untergeschossdecken überfahren werden müssen, sind diese vom AN in ausreichendem

Maße zu unterstützen.

Nachweise, Materialprüfung und Überwachung

Die im Leistungsverzeichnis aufgeführten Materialien sind vom AN hinsichtlich der geforderten Güte und Qualität auf ihre Richtigkeit zu überprüfen. Sämtliche Materialprüfungen und Probeentnahmen nach den Bestimmungen der DIN 1045, 1048 und 4227 sind vom AN zeitgerecht durchzuführen und deren Ergebnis dem AG vorzulegen.

Die Nachweise, sind auf Verlangen in einem nur dem AG zugänglichen Raum zu lagern, zu beschriften und nach Aufforderung durch den AG vom AN abzufahren und zu entsorgen.

Lückenlose Dokumentation der gesamten am Bauwerk zum Einsatz kommender Materialien sowie Übergabe aller Dokumente schriftlich in 3-facher Form an das Baumanagement zum Zeitpunkt der Abnahme nach Vorgaben des AG.

1 WESENTLICHE LEISTUNGEN

Die wesentlichen zu erbringenden Leistungen

vom EG, 1.OG , 2.OG sind:

Pflanzung von ca. 34 Bäumen

Rasenansaat ca. 500 qm

Pflanzfläche ca. 700 qm

Tragschichten der nachfolgenden Positionen

Pflaster ca. 865 qm

EPDM Belag Basketball ca. 170 qm

EPDM Belag Spielgeräte ca. 725 qm

Einfassung Pallisaden ca. 24 lfm

Diverse Spielgeräte mit Fundamenten

Ballfangzaun

Stabgitterzaun

1.OG

Plattenbelag auf Stelzlager 134 qm

Rinnen und Kontrollschächte

5 Pflanztröge

2.OG

Holzbelag 450 qm mit Alu Unterkonstruktion

und Stelzlager

Rinnen und Kontrollschächte

8 Pflanztröge rechteckig

9 Pflanztröge rund

Boulderwand

Fallschutzmatte

2 ÖRTLICHE VERHÄLTNISSE

Baustellenzufahrten

Die Zufahrt und Anlieferung zum Baugelände erfolgt grundsätzlich über die angrenzenden öffentlichen Straße

Die Zufahrt kreuzt z.T. den öffentlichen Gehweg.

Vor Beginn der Arbeiten ist der Zustand des Gehweg gemeinsam mit dem Vertreter des AG zu protokollieren und eine Fotodokumentation mit mind. 25 Stück Lichtbildern - Auflösung mindestens 3.0 Mio. Pixel, 16bit Farbentiefe herzustellen und dem AG vor Beginn der Arbeiten auf USB- Datenträger zu übergeben.

Diese Dokumentation wird nicht gesondert vergütet und ist in die nachfolgenden Einheitspreise einzukalkulieren.

Die Zufahrt darf ausschließlich zum Be- und Entladen genutzt werden.

Das Abstellen von Fahrzeugen ist hier untersagt.

Verkehrssicherung / Zugänglichkeit

Bei der Durchführung der Gesamtbaumaßnahme ist jederzeit sicherzustellen, dass der laufende Betrieb die Nachbarschaft nicht stört.

Auf die Nachbarn/Anwohner ist in besonderer Weise Rücksicht zu nehmen.

Arbeiten am Wochenende sind nur in Ausnahmefällen und nur nach vorheriger Absprache mit der Bauleitung erlaubt.

Behinderungen der benachbarten Zufahrten während der Sonn- und Feiertagen sind unzulässig.

Insbesondere sind alle Bereiche der Feuerwehrzufahrten ständig freizuhalten.

Vorhandener Blitzschutzeinrichtungen sind funktionsfähig zu halten.

Insbesondere die Rettungswege für Krankentransporte, Feuerwehr als auch die Zuwegungen für die Müllabfuhr sind zugänglich zu halten. Ist durch

die Landschaftsbauarbeiten die Müllentsorgung behindert, hat der AN dafür zu sorgen, dass die Behälter jederzeit zugänglich bleiben.

Bauzäune, Baumschutzzäune, Einfriedungen von Lagerflächen sind gegen Öffnen zu sichern bzw. arbeitstäglich abends zu verschließen.

Die Verkehrssicherung der angrenzenden öffentlichen Fuß- und Radwege ist Sache des AN.

Erforderliche verkehrsrechtliche Genehmigungen sind vom AN eigenverantwortlich zu beantragen.

Befahrbarkeit der unterbauten Bereiche:

Der Ausschreibung ist der Werkplan zur Ausschreibung M 1:100 beigefügt auf dem der Bereich der unterbauten Fläche zu erkennen ist.

Bauabwicklung / Ausbau in Bauabschnitten

Bauabwicklung / Ausbau in Bauabschnitten

Die Bearbeitung der Außenanlagen ist geplant ab Anfang/Mitte September 2026

Der AG behält sich vor den Ausbau in Bauabschnitten z.B. Tiefbau + Belagsflächen Pflaster durchzuführen

Alle Leistungen sind in enger Abstimmung mit den durch den AG beauftragten Hochbauarchitekten/Objektüberwachung abzustimmen und fristgerecht zu koordinieren.

Alle Aufwendungen zum Schutz sämtlicher neu erstellten Fassaden sind in die nachfolgenden Einheitspreise einzukalkulieren und werden nicht gesondert vergütet.

Ein Detail-Bauzeitplan / Teilterminplan ist der Bauleitung 10 Werktage vor Baubeginn vorzulegen und mit dem AG und der örtlichen Bauleitung abzustimmen.

Die Bepflanzung und Ansaat erfolgt vorr. erst im Frühjahr 2027, Ziel wäre noch in 2026

Baustelleneinrichtung

Für alle im Leistungsverzeichnis beschriebenen Arbeiten sind die notwendigen Aufwendungen zur Einrichtung, Vorhaltung und Räumung der Baustelle, einschließlich z.B. Betriebsstoffe, Maschinen, Kräne, Werkzeuge während der gesamten Bauzeit in einer eigenen Positionen beschrieben.

Lager- und Arbeitsplätze

Lagermöglichkeiten sind im Baugebiet nur in geringem Umfang vorhanden.

Baustelleneinrichtungsflächen und Materiallagerplätze sind vor Baubeginn zusammen mit der Bauleitung festzulegen.

Entsprechend ist die Abwicklung in Teilabschnitten einzukalkulieren.

Siehe auch "0 ALLGEMEINE BESCHREIBUNG" Lagerfläche

Zusätzliche erforderliche Stellflächen auf öffentlichem Grund, sind bei der Stadt München auf eigene Kosten zu beantragen.

Die Kosten hierfür trägt der Arbeitnehmer und sind in die Einheitspreise mit einzurechnen und wird nicht gesondert ausgeschrieben.

Aufenthalts- und Lagerräume können vom Auftraggeber nicht zur Verfügung gestellt werden.

Tagesberichte

Die Führung von Tagesberichten ist vom AN gefordert, das Original ist dem AG spätestens wöchentlich zu übergeben.

Baustellenbesprechung

Der Auftragnehmer hat zu den Baustellenbesprechungen, die der Auftraggeber mindestens 1x wöchentlich durchführt, einen qualifizierten, bevollmächtigen Vertreter zu entsenden.

Der bevollmächtigter Vertreter ist dem AG vor Baubeginn zu benennen.

Fahrzeug-/ Geräteeinsatz

Die zum Einsatz kommenden Fahrzeuge müssen auf die spezielle Baustelle abgestimmt sein. Insbesondere sind Maschinen für die eingeschränkte

Befahrbarkeit der unterbauten Bereiche in geeigneter Ausstattung vorzuhalten.

Sämtliche Geräte die zur Ausführung der angebotenen Bauarbeiten erforderlich sind, müssen entweder für den Ausführungszeitraum auf der

Baustelle vorgehalten oder mehrmals antransportiert werden.

Eine gesonderte Vergütung für mehrfachen An- bzw. Abtransport erfolgt hierfür nicht.

Steinschneidearbeiten dürfen nur mit Nassschneidemaschine und als Diamantsägeschnitt ausgeführt werden.

Da die Baustelle im Bereich von Wohnbebauung liegt, dürfen nur moderne, schallgedämpfte Geräte zum Einsatz kommen.

Lärmschutz

Für Bauarbeiten sind die die folgenden Zeiten verbindlich einzuhalten:

werktags 07.00- 18.00 Uhr.

Auf die Anwohner ist in besonderer Weise Rücksicht zu nehmen.

Arbeiten am Wochenende sind nur in Ausnahmefällen und nur nach vorheriger Absprache mit der Bauleitung erlaubt.

Es gelten die Regelungen der Landeshauptstadt München

Für den Zeitraum der Bauarbeiten ist die Allgemeine Verwaltungsvorschrift zum Schutz gegen

Baulärm und Geräuschimmission von 19.08.70 (Beilage zum BAnz. Nr. 160 von 1.9.70) zu beachten.

Die von der Baustelle einschließlich des zugehörigen Fahrverkehrs ausgehenden Geräusche dürfen die

nachstehenden Immissionsschutzrichtwerte von:

tagsüber50dB(A) (7-20.00 h) und

nachts 35 dB(A) (20.00-7.00 h)

an den am stärksten Betroffenen zum Aufenthalt von Menschen bestimmte Gebäuden nicht überschreiten.

Auf der Baustelle dürfen ausschließlich Geräte betrieben werden die dem aktuellstem Stand der Technik entsprechen. Die Vorgaben der Geräte-

und Maschinenlärmverordnung (32.BImSchV) hinsichtlich der Beschaffenheit soweit der Betriebszeiten der Baumaschinen in Wohngebieten zu

beachten.

Während der Baumaßnahme werden Baustrom und Bauwasser zur Verfügung gestellt. Die Kosten trägt der Auftraggeber. Für die Entnahmen von Strom und Wasser hat der AN Zwischenzähler unentgeltlich an den Entnahmestellen für die Dauer der Bauzeit einzubauen.

Für die anschließende Fertigstellungs- und Entwicklungspflege steht Gartenwasser auf den Dächern zur Verfügung.

Sicherheit

Der Auftragnehmer verpflichtet sich, die zur Regelung des Arbeitsschutzes auf der Baustelle

geltenden Gesetze, Verordnungen sowie die Berufsgenossenschaftlichen Vorschriften und Regeln zu

beachten.

Der Auftragnehmer hat vor Beginn der Arbeiten eine Gefährdungsbeurteilung und deren

Dokumentation (§§ 5,6 Arbeitsschutzgesetz) dem Bauherrn vorzulegen. Weiterhin hat der Auftragnehmer

den von ihm bestellten Betriebsarzt und die Fachkraft für Arbeitssicherheit bzw. den mit diesen Leistungen

beauftragten externen Dienst dem Auftraggeber schriftlich mitzuteilen.

Entsprechend der Verordnung über Sicherheit und Gesundheitsschutz auf Baustellen (BauStellV

vom 10.06.98) ist für die Planung der Ausführung und die Ausführungsphase vom Bauherrn ein

SiGeKo bestellt. Dieser erstellt den gemäß BauStellV für o.g. Bauvorhaben erforderlichen Sicherheits-

und Gesundheitsschutzplan, koordiniert dessen Umsetzung während der Ausführung und veranlaßt die

ordnungsgemäße Anwendung der Arbeitsverfahren. Den Anweisungen des Koordinators zu Sicherheits-

und Gesundheitsschutzmaßnahmen ist Folge zu leisten.

Vom Auftragnehmer ist ein für den Arbeitschutz in seinem Bereich verantwortlicher Bauleiter zu benennen.

Dieser ist für die Einhaltung der Arbeitschutzvorschriften durch die ihm unterstellten Arbeitskräfte (einschließlich der Arbeitskräfte seiner

Nachunternehmer) zuständig. Er steht weiterhin dem Koordinator (nach BauStellV) als Ansprechpartner zur Verfügung, setzt dessen Forderungen

nach Verbesserung von Sicherheit und Gesundheit der Beschäftigten um. Für den Verhinderungsfall muß ein Vertreter benannt werden.

Sanitärräume

Sanitärräume werden vom Auftraggeber zur Verfügung gestellt bis ca. Ende September 2026, danach durch AN zu stellen.

3 SPARTEN

Der Auftragnehmer hat sich vor Ausführung der Arbeiten über die Lage von Leitungen, Kabeln, Drainagen und Kanälen einschl. der oberirdischen technischen Anlagen bei den zuständigen Versorgungsträgern zu unterrichten und für deren Schutz während der Durchführung der Leistung Sorge zu tragen.

Die einschlägigen Bestimmungen der einzelnen Versorgungsträger sind zu beachten sowie Maßnahmen und Anforderungen einzelner Versorgungsträger zur Trassensicherung und dem hierzu vorgeschriebenen Einsatz von Maschinen abzustimmen.

Der AN hat für deren Schutz während der Außenanlagenarbeiten zu sorgen.

Er haftet für sämtliche durch die Unterlassung evtl. entstehenden Schäden.

Im Baugebiet sind Versorgungsleitungen der Stadt München bekannt.

Der Baubeginn ist dem Versorger rechtzeitig anzuzeigen.

Sämtliche Maßnahmen im Bereich der Leitungen sind im Einvernehmen mit der Aufgrabungskontrolle der Stadt München vorzunehmen.

4 AUSFÜHRUNGSUNTERLAGEN - PLANANLAGE

Nachfolgende Anlagen liegen den Verdingungsunterlagen bei.

Freiflächengestaltungspläne, Hochbaupläne

Die beigelegten Planunterlagen dienen der Kalkulation und nicht der Ausführung.

Pläne werden digital zur Verfügung gestellt.

Die Massen des LV sind für Materialbestellungen nicht verbindlich.

Durch die besonders beengte Örtlichkeit ist ein Ortsbesichtigung dringend geraten.

Der Bieter hat:

sich vor Abgabe des Angebotes über die Lage der Baustelle, der vorhandenen Baulichkeiten,die Grundstücksverhältnisse, über Transport Baustelleneinrichtung und Arbeitsverhältnisse sowie Abbruch- und Umbauarbeiten unbedingt zu informieren. Eventuelle Mehrkosten und Unkenntnisse können nicht anerkannt werden.
die Verdingungsunterlagen auf Vollständigkeit zu überprüfen.
sich von den Verdingungsunterlagen insbesondere der Vertragsbestandteile umfassend Kenntnis zu verschaffen.
den AG vor Angebotsabgabe schriftlich darauf hinzuweisen, dass die Verdingungsunterlagen nach Auffassung des Bieters Unklarheit oder Widersprüche aufweisen oder gegen die Art der vorgesehenen Ausführungen von Seiten des Bieters Bedenken bestehen. Glaubt der Bieter, Leistungen vornehmen zu müssen, die im Text des Leistungsverzeichnisses nicht enthalten sind, so sind diese Leistungen bei der Abgabe des Angebotes geltend zu machen.
Der AN hat Nachtragspreise vor der Ausführung von entsprechenden Leistungen zu vereinbaren.

sämtliche Massen auf der Baustelle eigenverantwortlich zu prüfen.

Der AN ist verpflichtet, alle Vorleistungen, auf denen seine Arbeit aufbaut - auch die Pläne -, mit ihm zur Verfügung stehenden Mitteln zu überprüfen.

B Weitere Zusätzliche Vertragsbedingungen

Schutz bestehender Flächen

Zufahrtswege, Nebenflächen und Einrichtungen sind vor Verschmutzung oder Beschädigung zu schützen und in einem verkehrssicheren Zustand zu halten. Durch den Baubetrieb verursachte Schäden an Straßen, Wegen und sonstige Flächen, Einrichtungen und Bauwerke sind vom AN auf seine Kosten zu beheben. Die arbeitstägliche, mindestens besenreine Reinigung der Zufahrtsflächen und Zugänge zu den Häusern ist Sache des AN und wird nicht gesondert vergütet. Vor Verlassen der Baustelle ist die Reinigung täglich durchzuführen und wird nicht gesondert vergütet.

Abrechnung und einzureichende Abrechnungsunterlagen

Lt. VOB/ B § 14 (1) hat der AN seine Leistung prüfbar abzurechnen. Der Schlußrechnung sind zu allen flächenrelevanten Positionen, insbesondere von allen befestigten Flächen und Vegetationsflächen, farbig angelegte Flächennachweispläne in 2-facher Ausfertigung beizufügen. Die Zahlung der Schlußrechnung wird von der Erfüllung dieser Leistung abhängig gemacht. Als Abrechnungsunterlagen sind maßstäbliche Abrechnungszeichnungen vorzulegen. Aufmaße sind gemeinsam von den Vertretern des AG und des AN auf der Baustelle zu schreiben bzw. müssen vom AG als gemeinsames Aufmass anerkannt sein.

Die Abrechnungsunterlagen sind einschl. Mengenberechnungen im DA11- oder X31 Datei-Format zu übergeben Alle Aufmaße sind zeichnerisch zu belegen und nach REB 23.003-Formeln abzurechnen.

Änderungen an der GAEB-Struktur des Ausschreibung-LV sind nicht zulässig.

Fallen zusätzliche Leistungen im Zuge der Landschaftsbauarbeiten zur Abrechnung an, sind diese in hierarchischen Nachträgen in der Struktur des Leistungsverzeichnisse anzulegen.

Die Gliederung ist GAEB-konform "11.22.PPPP.I" anzulegen

Abrechnung nach Zeitaufwand

Für die mögliche Abrechnung nach Zeitaufwand gilt § 15 VOB/B vollumfänglich.

Urkalkulation

Die Urkalkulation ist im Auftragsfall vom AN im verschlossenen Umschlag beim Bauherren zu hinterlegen.

Ferner behält sich der Bauherr im Falle von Nachtragsangeboten vor, die Übereinstimmung mit der hinterlegten Preisermittlung zu prüfen bzw. durch einen Sachverständigen überprüfen zu lassen.

Des Weiteren wird ausdrücklich darauf hingewiesen, dass alle angebotenen Einheitspreise für die gesamte Ausführungsdauer / Bauzeit bis zur Übergabe des Objektes gelten. Lohn- und Stoffpreisgleitklauseln kommen nicht zur Anwendung.

Weiterhin wird ausdrücklich auf alle dem LV beigefügten Anlagen und Unterlagen verwiesen, die bei der Angebotsbearbeitung zu berücksichtigen sind.

Arbeitskräfte:

Die jeweiligen Verrechnungssätze für Arbeitskräfte sind unter Beachtung der preisrechtlichen Vorschriften zu ermitteln und gelten unabhängig von der Anzahl der abgerechneten Stunden. Sie müssen den tatsächlichen Lohn, die Zuschläge für Gemeinkosten, Sozialkassenbeiträge, vermögenswirksame Leistungen und dergleichen sowie Lohn- und Gehaltsnebenkosten enthalten. Zuschläge für Nacht-, Sonn- und

Feiertagsarbeiten sowie für Überstunden werden gesondert vergütet.

Geräte und Fahrzeuge:

Die jeweiligen Verrechnungssätze für Geräte und Fahrzeuge müssen sämtliche Aufwendungen für den Einsatz, insbesondere für Vorhalten und

Betriebsstoffe sowie sämtliche Zuschläge und Kosten für das Bedienungspersonal enthalten. Vorausgesetzt wird der Einsatz eines hierfür

geschulten und zahlenmäßig erforderlichen Personals. Eine Vergütung für höher qualifizierte Arbeitskräfte, als erforderlich, wird nicht gewährt.

Mengenermittlung für Abrechnung Schüttgüter/Substrate:

Zur Abrechnung von Erdmassen ist vom AN ein prüffähiger, nachvollziehbarer Abrechnungsplan mit Berechnungsschnitten zur Ermittlung von Bodenauf- und Bodenabtrag vorlegen.

Fuhrscheine werden nur zum Plausibilitätsabgleich verwendet.

Für alle gelieferten Schüttgüter/Substrate sind Original-Wiegekarten mit Angabe des Datum, pol. KFZ-Kennzeichen und Angabe der Baustelle der Abrechnung beizufügen.

Gemäß VOB C DIN 18300 werden alle Bodenmengen in festem Zustand abgerechnet.

Werden Bodenmengen abweichend nach loser Menge erfasst, so gilt gemäß ZTV-Stra-Mü 2.14.2 als Auflockerungsfaktor 0,8 (= 125 %) für alle Bodenarten.

Bauschutt wird entsprechend den Positionen nach loser Menge bzw. Gewicht gemäß Wiegeschein abgerechnet.

Abrechnungsgewichte

Für Umrechnungen (m³/to), soweit nicht in der Leistungsbeschreibung aufgeführt, gelten

nachfolgend genannte Umrechnungswerte:

lose (geschüttet) to verdichtet (gewachsen) to

Sand 0/2, 0/8 m3 1,60 1,92

Kies 0/32 m3 1,68 2,08

Kies 8/16,16/32 m3 1,78 2,08

Filterkies 0/56 m3 1,75 2,05

Mineralbeton 0/32, 0/45, 0/56 m3 1,70 2,05

Splitt 2/5, 2/8 m3 1,56 2,05

Schroppen 56/120 m3 1,55 1,85

Schotter 0/45 m3 1,80 2,08

Schotter 22/32, 32/45, 45/56 m3 1,52 1,75

Bitu-Kies m3 2,40

Asphalt-Binder m3 2,40

Gussasphalt m3 2,40

Zement, Zementtraßörtel m3 2,10

Frischbeton m3 2,40

Festbeton m3 2,30

Stahlbeton (abgebunden) m3 2,40

Wasserbausteine m3 2,00

Oberboden m3 1,28 1,60

Gesiebter Oberboden m3 1,40 1,60

Kompost m3 1,00

Boden Bkl. 3-4 m3 1,84

Beton- und Zementaufbruch m3 1,50 1,50

Ziegelaufbruch m3 1,60 1,60

Restschutt/Unrat m3 1,60 1,60

Stahl m3 7,85

Eiche lufttrocken m3 0,80

Fichte, Tanne lufttrocken m3 0,55

Gehölzschnitt m3 0,11

Weitere Gewichtsumrechnungen erfolgen gemäß den Angaben der DIN 1055 Teil 1 und 2.

Lieferung von Baustoffen

Lieferung von Baustoffen

Sind in den einzelnen Positionen des Leistungsverzeichnisses keine Angaben über die Lieferung von Bauteilen und Materialien angegeben, sind für sämtliche auf der Baustelle verwendeten Bauteile und Materialien die Fracht- bzw. Lieferkosten frei Baustelle einschließlich des Transports zur Verwendungsstelle und dem Abladen in den Einheitspreisen zu berücksichtigen.

Prüfungen

Die erforderlichen Prüfungen (Eignungs- und Eigenüberwachungsprüfungen) hat der AN unaufgefordert gemäß den geltenden ZTV zu erbringen bzw. auszuführen, sofern in der Leistungsbeschreibung keine anderen Festlegungen getroffen sind. Die Ergebnisse sind dem AG vorzulegen.

Hierfür erfolgt keine gesonderte Vergütung, insofern dies nicht ausdrücklich beschrieben ist. Kontrollprüfungen werden nur auf Anordnung des AGs´ausgeführt. Bei einem negativen Ergebnis gehen die entstehenden Kosten und Prüfgebühren zu Lasten des AN.

Güteüberwachung

Der AN hat dem AG den Nachweis der Überwachung (Güteüberwachung) der zu liefernden Stoffe und Bauteile entsprechend den betreffenden DIN Normen zu erbringen.

Produktfestlegung

Im Leistungsverzeichnis angegebene Erzeugnisse gelten als angeboten, wenn der Bieter die Punktfolgen (Freistellen) nicht ausfüllt. Bemerkungen nach Anforderung des AG von Materialien, Wirtschaftsgegenständen sind in die Einheitspreise einzukalkulieren, sofern bei größeren Umfängen

nicht eigene Positionen ausgewiesen sind.

Pflanzenlieferung und Pflanzentransport

Pflanzenlieferung und Pflanzentransport

Die Lieferung der Stauden erfolgt nach DIN 18 916.

Alle Pflanzen sind in 1. Qualität entsprechend den Gütebestimmungen für Stauden der FLL Angabe (Broschüre) 2025 zu liefern. Das Angebot muss vollständig sein. Können einzelnen Pflanzen (Anzahl, Gattung, Art, Sorte, Sortierung, Güteklasse) nicht beschafft und angeboten werden, ist dies im Angebot anzugeben. Es sind hierfür ersatzweise gleichwertige, beschaffbare Arten und Sorten mit Angabe der Farbe, Höhe und Blütezeit in einem Nebenangebot anzubieten. Die Beurteilung der Gleichwertigkeit obliegt allein dem Auftraggeber. Nach Auftragserteilung sind die Pflanzen verbindlich zu reservieren und bis zur Anforderung in der Baumschule vorzuhalten.

Sollten die angebotenen Pflanzen nicht den ausgeschriebenen Qualitäten entsprechen, ohne vorherigen Hinweis auf evtl. Qualitätsmängel, behält sich der AG vor, die Kosten der Besichtigung als Schadenersatz geltend zu machen.

Bei nicht den Anforderungen entsprechender Qualität der angebotenen Pflanzen behält sich der Auftraggeber vor Ersatz zu Lasten des AN zu veranlassen.

Stauden dürfen nicht aus Wildbeständen stammen. Alle Pflanzen mindestens im 9er Topf. Es werden nur gesunde Pflanzen, frei von Schädlingsbefall, mit Ballen angenommen.

Der AN garantiert die Arten und Sortenechtheit der Pflanzen. Auf Verlangen sind Herkunftsnachweise zu liefern. Sicherstellungs- und Standortnachweise sind zu erbringen.

Abnahme der Pflanzen:

Der AN hat die Objektüberwachung mind. 1 Kalenderwoche vor dem Eintreffen der Pflanzen auf der Baustelle zu benachrichtigen.

Die 1. Pflanzenkontrolle findet im Beisein des AG und der Bauleitung unter Vorlage der Pflanzenlieferscheine bei der Lieferung statt. Die Stauden sind bei Lieferung kistenweise eindeutig nach Arten und Sorten getrennt zu kennzeichnen.

Nicht eindeutig gekennzeichnete, nicht zuzuordnende, daher nicht prüfbare Pflanzen werden nicht abgenommen.

Stauden mit Transportschäden und nicht fachgerechter Verpackung werden nicht angenommen.

Nicht abgenommene Pflanzen sind unverzüglich innerhalb 8 Tagen nachzuliefern.

Verpackungsmaterial und Kulturgefäße bleiben Eigentum des AN und sind wieder abzuholen und einer Wiederverwertung zuzuführen.

Eine gegebenenfalls erforderliche Vorhaltung der Stauden hat gemäß DIN 18916 zu erfolgen.

Der Einschlag ist Nebenleistung und wird nicht gesondert vergütet.

Ein Vorhalten auf der Baustelle ist nicht möglich.

Pflanzarbeiten

Die nachfolgend beschriebenen Pflanzarbeiten erfolgen nach DIN 18916.

Notwendig werdende Wässerungen, Schutzmaßnahmen, etc. sind vom AN in Absprache mit der Bauleitung selbstständig zu veranlassen und zu betreuen.

Im Rahmen der Pflege ist ein eventueller Schädlingsbefall der Pflanzen eigenverantwortlich zu überwachen und eigenständig nach Rücksprache mit dem AG entsprechende Maßnahmen zu treffen.

Ergänzend zu den allgemeinen Vorgaben der DIN 18916 wie bereits zuvor beschrieben, ist für die Pflanzarbeiten die Abfolge der Pflanzung so vorzunehmen, dass keine Pflanzlöcher nach dem Pflanzvorgang durch Betreten o.ä. in Mitleidenschaft gezogen werden.

Sicherung-/Schutzmaßnahmen unter Beachtung der Exposition sind in den Pflanzvorgang einzukalkulieren.

Insbesondere die neu Wegedecken sind in ausreichendem Maße vollflächig zu schützen und sofort von Verunreinigungen durch Boden, Dünger,

Pflanzenreste o.ä restlos zu säubern.

Nebenleistungen

Die nachfolgend aufgeführten Leistungen gehören soweit notwendig zur vertraglichen Leistung und sind in die Einheitspreise einzurechnen:

1. das Abstecken und Kennzeichnen der Pflanzstellen

2. das Herstellen von Pflanzscheiben bzw. Gießmulden (Innendurchmesser so groß wie das Pflanzloch)

3. das umgehende Entfernen von Steinen (Durchmesser größer = 3 cm), Erdbrocken und Unrat von Flächen außerhalb der Pflanzflächen,

soweit sie beim Pflanzvorgang angefallen sind

4. das Entfernen aller Etiketten, Schnüre und Bänder von den Pflanzen,

5. der fachgerechte Pflanz- und Rückschnitt dem Habitus der Pflanze entsprechend

6. das umgehende Wässern der Gehölze und Stauden nach der Pflanzung.

All diese Leistungen sind in die Einheitspreise einzurechnen und werden nicht gesondert vergütet.

Regelwerke und Normen zur Beachtung für Pflanzenlieferungen und Pflanzarbeiten

DIN 18915; Vegetationstechnik im Landschaftsbau - Bodenarbeiten, Ausgabe 2018

DIN 18916; Vegetationstechnik im Landschaftsbau - Pflanzen- und Pflanzarbeiten, Ausgabe 2016

DIN 18919; Vegetationstechnik im Landschaftsbau - Instandhaltungsleistungen für die Entwicklung und Unterhaltung von Vegetation (Entwicklung- und Unterhaltungspflege), Ausgabe 2016

DIN 18920 Vegetationstechnik im Landschaftsbau - Schutz von Bäumen, Pflanzenbeständen und

Vegetationsmaßnahmen bei Baumaßnahmen, Ausgabe 2026

Anlieferung, Transport und Pflanzung

Nachfolgend beschriebene Aufwendungen sind in der Einheitspreise der Pflanzarbeiten einzukalkulieren und werden nicht gesondert vergütet.

Die für den Transport und den Pflanzvorgang erforderlichen Ballen-Hebe und Transportvorrichtungen gem. "Empfehlungen für Baumpflanzungen - Teil 1" sind sowohl in die nachfolgenden Lieferpositionen frei Verwendungsstelle als auch für das Anheben der Bäume und Sträucher sowie den ggf. erforderlichen Kranhub zu den Pflanzenstandorten/Baumgruben einzukalkulieren.

Ballen-Hebe und Transportvorrichtungen sind für den Pflanzvorgang so zu wählen, dass diese wiederverwendet werden

können. Der Verbrauch und/oder Verlust von Ballen-Hebe und Transportvorrichtungen wird nicht vergütet und ist in die

nachfolgend erforderlichen Transporte und den jeweiligen Pflanzvorgang je Pflanzen einzukalkulieren.

Sämtliche An- und Ablieferungen sind frühzeitig durch die Auftragnehmer, mindestens jedoch 2 volle Werktage vor dem

Wunschliefertermin anzumelden.

Kurzfristig benötigte Aufstellflächen für z.B. Mobilkrane sind mindestens 1 Woche vor dem geplanten Einsatzzeitraum mit der Bauleitung des Bauherrn abzustimmen.

Für die Abwicklung der Pflanzung hat der AN eigenverantwortlich um die termingerechte Beschaffung und Koordination aller erforderlichen Transportmaschinen und Kräne selbst zu organisieren. Krangestellung nebst aller Ballen-Hebe und Transportvorrichtungen sind alleinige Sache des AN.

Alle bereits befestigt gebauten Flächen sind in ausreichendem Maße vollflächig zu schützen und sofort von

Verunreinigungen durch Boden, Dünger, Pflanzenreste o.ä restlos zu säubern.

Werden Pflanzen ohne Abstimmung mit der örtlichen Hochbaubauleitung zur Baustelle transportiert und können nicht unmittelbar gepflanzt werden, sind die Pflanzen auf Weisung des AG abzutransportieren. Abtransport, Einschlag und anfallende Vorhaltekosten sowie wiederholter Antransport gehen zu Lasten des AN.

Können angelieferte Pflanzen wegen unterbliebener Abstimmung mit der örtlichen Hochbaubauleitung nicht unverzüglich nach der Anlieferung transportiert und gepflanzt werden, sind die Schutzmaßnahmen gemäß DIN 18916 sofort zu veranlassen.

Schutzmaßnahmen gehen zu Lasten des AN.

Schutzmaßnahmen für Pflanzen, die die Lagerungszeit von 48 Stunden ab Eintreffen auf der Baustelle überschreiten sind vom AN eigenverantwortlich gemäß DIN 18916 sofort fachgerecht zu versorgen.

Reichen die Schutzmaßnahmen nicht aus, sind die Pflanzen fachgerecht gem. DIN 18916 einzuschlagen.

Schutzmaßnahmen und Einschlag gehen zu Lasten des AN.

Stillstandzeiten die aus mangelnder termingerechter Verfügbarkeit von Pflanzen auf der Baustelle entstehen, gehen zu Lasten des AN.

Fertigstellungspflege

Fertigstellungspflege

Die Fertigstellungspflege umfasst die Pflegemaßnahmen für 1 Jahr bis zur Abnahme

Sind witterungsbedingt weniger oder mehr Arbeitsgänge erforderlich, werden die jeweils vereinbarten und ausgeführten Arbeitsgänge vergütet. Die erforderlichen Arbeitsgänge sind jeweils ohne besondere Anordnung rechtzeitig auszuführen.

Die Ausführung jedes Arbeitsganges ist immer 2 Werktage vor ihrem Beginn dem AG bzw. der örtlichen Bauleitung anzuzeigen.

Die Pflegeberichte sind unmittelbar - spätestens nach 5 Werktagen - nach Beendigung des Arbeitsgangs an die Bauleitung des AG zu übermitteln.

Entwicklungspflege wird nach Bedarf separat beauftragt

Die Entwicklungspflege umfasst die Pflegemaßnahmen für 2 Vegetationsperioden ab der Abnahme.

Die Entwicklungspflege wird für die Saat- und Staudenpflanzungen fortgeführt.

Hinweise zur Pflegeleistung (für 2 Jahre): Die vorgesehenen Pflegeleistungen sind durchschnittliche Regelannahmen und geben an, wie viel Arbeitsgänge voraussichtlich erforderlich werden.

Sind witterungsbedingt weniger oder mehr Arbeitsgänge erforderlich, werden die jeweils vereinbarten und

ausgeführten Arbeitsgänge vergütet.

Die erforderlichen Arbeitsgänge sind jeweils ohne besondere Anordnung rechtzeitig auszuführen.

Die Ausführung jedes Arbeitsganges ist immer 2 Werktage vor ihrem Beginn dem AG bzw. der örtlichen Bauleitung anzuzeigen. Die Pflegeberichte sind unmittelbar - spätestens nach 5 Werktagen - nach Beendigung des Arbeitsgangs an die Bauleitung des AG zu übermitteln.

Schadstofffreiheit gelieferter Stoffe

Schadstofffreiheit gelieferter Stoffe

Substrate, Kompost und Rindenmaterial aller Art muss der Einbauklasse bzw. dem Zuordnungswert Z0 (= uneingeschränkter Einbau) der LAGA (Anforderungen an die stoffliche Verwertung von mineralischen Reststoffen und Abfällen der Länderarbeitsgemeinschaft Abfall) entsprechen.

Das für den Einbau vorgesehene Material ist in Chargen von jeweils 250 m3 im Original auf die Parameter Mineralölkohlenwasserstoffe, Schwermetalle (gemäß KVO; einschließlich Arsen und Thallium), Cyanide (gesamt) und polyzyklische aromatische Kohlenwasserstoffe (gemäß EPA; einzeln und gesamt) zu untersuchen. Für die Analyseverfahren und Bestimmungsgrenzen sind die entsprechenden DIN-Normen und Einheitsverfahren anzuwenden. Der Auftragnehmer hat rechtzeitig vor Einbau entsprechend den technischen Regeln der LAGA die Untersuchungsergebnisse mit Angabe der Art und Herkunft des Bodens, Zeitpunkt der Probenentnahme und des anerkannten Prüfinstitutes zur Freigabe der Lieferung vorzulegen. In begründeten Einzelfällen ist außer einer Untersuchung der Feststoffe auch die Eluatuntersuchung durchzuführen. Wird von mehr als einer Herkunftsstelle Boden angeliefert, so ist je Herkunftsstelle mengenabhängig mindestens eine Untersuchung vorzulegen.

Der Auftragnehmer hat sicherzustellen, dass nur beprobte Böden angeliefert werden. Die Kosten der Untersuchungen sind in die Einheitspreise einzurechnen.

Der Auftraggeber behält sich Kontrollprüfungen nach den Kriterien der LAGA vor. Bei negativem Ergebnis hat der Auftragnehmer die beanstandeten Böden kostenfrei auszubauen und entsprechend den Richtlinien zu entsorgen. Er trägt dann auch die Kosten der Kontrolluntersuchung.

Es sind grundsätzlich nur FCKW-freie und nicht krebserregende Baustoffe zu verwenden.

Leitbeschreibung Natursteinmaterial

Leitbeschreibung Natursteinmaterial

Pflastersteine und Platten aus Naturstein müssen die Anforderungen der DIN EN 1342 bzw. DIN EN 1341 Grundlage für die Anforderungen an die zu liefernden Naturwerksteine als Platten und Pflastersteine sowie für die Prüfverfahren sind die DIN EN 1341 und 1342 bzw. die darin berücksichtigten, weiterführenden Normen sowie die DIN EN 12059 und auch die darin beschriebenen Forderungen

an die Bewertung der Konformität, die Annahmekriterien sowie die Kennzeichnung, Beschilderung und Verpackung erfüllen.

Soweit für Produkteigenschaften die DIN EN 1342 bzw. DIN EN 1341 eine Auswahl einer bestimmten Klasse

zulässt, ist nachfolgend jeweils eine Klasse als Mindestforderung festgelegt.

Zusätzliche Anforderungen, die sich nicht auf die DIN EN 1342 bzw. DIN EN 1341 beziehen, sind ebenfalls einzuhalten.

Für die Lieferung der Pflastersteine / der Platten gelten die Festlegungen der Abschnitte 4 und 5 der TL Pflaster-StB vereinbart.

Für alle in den nachstehenden Positionen und zur Ausführung vorgesehenen Pflastersteinen und Platten sind mit dem Angebot Eignungsprüfungen und Konformitätsbescheinigungen / CE-Kennzeichnungen vorzulegen.

Diese Eignungsprüfungen müssen den Nachweis des Herstellers enthalten, dass die Bauprodukte aus Naturstein mit den Anforderungen der TL

Pflaster-StB, Abschnitte 4.3, 5.3 bzw. 6.3 übereinstimmen und für die vorgesehene Verwendung nach den Abschnitten 1.5.6, 1.5.7 bzw. 1.5.10 der ZTV Pflaster-StB geeignet sind.

Diese Prüfzeugnisse, die nicht älter als 2 Jahre sein dürfen, haben mindestens folgende Angaben zu enthalten

und sind in Schriftform mit dem Angebot vorzulegen:

- Name und Datum der DIN EN 1342 bzw. DIN EN 1341

- Handelsname des Steins

- petrographischer Name des Steins gemäß DIN EN 12407

- Name und Adresse des Lieferanten (Herstellers)

- Name, Ort und Herkunftsland der Gewinnungsstätte

- Form und Nennmaße

- Nachweis der Widerstandsfähigkeit gegen Frost-Tau-Wechsel mit Tausalz

- Nachweis der Mindestdruckfestigkeit > 140 N/mm² (> 140 MPa) nach Frost-Tausalz-Beanspruchung (nach DIN EN 1367)

- Nachweis des Abriebwiderstands (max. 12 cm³/50cm² bei einer Prüfung nach DIN 52108)

- Erklärung der Wasseraufnahme (max. 0,6 Gew.-%)

- Erklärung der Biegefestigkeit (Platten) (> 10 MPa)

- Erklärung der Bruchlast (Platten)

- Rüttelfestigkeit nach DIN EN 1341 bei ebenen Oberflächen

Bei Lieferungen aus Ländern, die nicht der Europäischen Gemeinschaft angehören, sind zur Wertung des Angebotes Gütezeugnisse vorzulegen, welche zusätzlich zu den Nachweisen und Herstellererklärungen gem. DIN EN 1341 'Platten aus Naturstein' / DIN EN 1342 'Pflaster aus Naturstein' auch die Einhaltung der Anforderungen der TL Pflaster-StB 06 'Technische Lieferbedingungen für Bauprodukte zur Herstellung von Pflasterdecken, Plattenbelägen und Einfassungen' - nachweisen.

Die Prüfzeugnisse zum Pflaster- und Plattenmaterial sind von vom Lieferanten unabhängigen Labor- und Prüfanstalten aus dem EU-Raum (inkl. Schweiz) in deutscher Sprache vorzulegen.

Diese Mustersteine/Musterplatten müssen im bearbeiteten Zustand entsprechend den Vorgaben der Leistungspositionen das Farbspiel der Lieferung, die Oberflächenbeschaffenheit und die Strukturcharakteristik des Materials festlegen und begrenzen (Grenzbemusterung) und mit dem später zu verlegenden Material identisch sein. Sie sind dauerhaft zu kennzeichnen.

Vom AN ist vor Vertragsabschluss ein vom Herstellers/Importeurs bestätigter Rahmenterminplan als Nachweis zu erbringen, dass dieser die benötigte Menge an Natursteinen zur termingerechten (einschließlich Zwischenterminen) zur Erbringung der Leistung liefern kann, bzw. diese vorrätig hat oder in einem zu vereinbarenden Zeitrahmen beschaffen kann.

Es wird darauf hingewiesen, dass der Auftragnehmer für sämtliche Folge-/ Mehrkosten aufkommt, sofern durch Lieferschwierigkeiten oder durch qualitativ mangelhafte Materialien der diese zu verantworten hat. Dies gilt auch bei anderen beteiligten, sofern diese dadurch Mehraufwand, Behinderung, Stillstand etc. nachweisen können.

Die gelieferten Naturwerksteine müssen absolut frei von Verwitterungsbildungen sein. Hierzu zählen u.a. rostbraune Limonitverfärbungen aller Art (flecken- bis schlierenförmige Verfärbungen, Lösungsfronten, Limonitgänge) etc. Beschädigtes oder unbrauchbares Steinmaterial (Kantenausbrüche etc.) ist vom AN kostenneutral und unverzüglich zu ersetzen.

Kinderarbeit bei Natur- und Pflasterarbeiten bzw. Lieferungen

Berücksichtigung finden nur Produkte, die ohne ausbeuterische Kinderarbeit im Sinne der ILO-Konvention 182 über die schlimmsten Folgen der Kinderarbeit hergestellt sind. Die Bieter werden daher aufgefordert, darauf zu achten, dass die von ihnen angebotenen Produkte nicht aus ausbeuterischer Kinderarbeit stammen. Der Auftraggeber ist berechtigt, von den Bietern Auskünfte über die Herkunft ihrer Produkte und ihrer Erfahrungen insbesondere mit Produkten aus China und Indien zu verlangen; die Bieter haben den Auftraggeber auch darüber zu informieren, wie

sie mit dem Problem der ausbeuterischen Kinderarbeit umgehen bzw. was sie dagegen tun oder tun können.

Schlosser- und Metallbauarbeiten

3. Zusätzliche Technische Vertragsbedingungen (ZTV) für Schlosserarbeiten

Die Maßangaben in den folgenden Positionen sind Vorabbemessungen und dienen der Kalkulation.

Exakte Maße sind zu prüfen.

Das Anfertigen von Werkstatt- und Detailzeichnungen und Montageplänen ist in die Einheitspreise der nachfolgenden Positionen einzukalkulieren und wird nicht gesondert vergütet. Die Werkstattzeichnungen sind vor Fertigung der Objektüberwachung und dem Statiker zur Freigabe vorzulegen.

Soweit nicht anders angegeben werden alle Stahlteile Stahl S 235, feuerverzinkt, ausgeführt.

Sämtlichen Befestigungsmaterialien und Schrauben in Edelstahl.

Die Einpassung der Handläufe/Geländer hat am Einbauort vor dem Verzinken zu erfolgen.

Sämtliche Bohrungen sowie Nachbehandlungen von Schweißnähten sind vor dem Verzinken auszuführen. Löcher die z.B. vor dem Verzinken technisch erforderlich sind, müssen nach dem Einbau auf der Baustelle mit geeigneten Stopfen aus farbig passenden Stopfen dauerhaft wieder verschlossen werden.

Baustellenschweißungen sind grundsätzlich zu vermeiden. Sollten Baustellenschweißungen unumgänglich werden sind diese mit der Bauleitung abzustimmen und abnehmen zu lassen.

Alle sichtbaren Schweißnähte müssen verzogen und sauber verschaffen werden sowie einen absolut regelmäßigen Verlauf und Querschnitt aufweisen.

Für den Unfall- und Verletzungsschutz sind alle Kanten entgratet und mit Fase 2 x 2 mm auszuführen.

Die Stirnseiten von Handlauf , Querstreben und Trägern sind zusätzlich im Kantenradius 3 mm auszurunden.

3.1. Art und Umfang der Leistung

Gegenstand dieser Ausschreibung sind Leistungen gemäß VOB/C ATV DIN 18360 Metallbauarbeiten, sowie die projektspezifischen Leistungen gemäß Beschreibung der Baumaßnahme. Alle Kosten, die durch Leistungsdefinitionen dieser ZTV entstehen, sind vom Bieter in die Einheitspreise des Angebotes einzurechnen.

Die beschriebenen Arbeiten verstehen sich, sofern nicht anders angegeben, einschl. aller erforderlichen Materiallieferungen frei Verwendungsstelle sowie aller Vor- und Nebenarbeiten,

Die Leistung umfasst unter anderem Treppenabsturzsicherungen, Handläufe, Dachterrassenabsturzsicherungen, Vordächer, Balkon- und Hofpodestkonstruktionen sowie Gitterroste.

3.2. Nebenangebote

Nebenangebote werden zugelassen.

3.3. Qualifikation AN

3.4. Unterlagen für Behörden, öffentl. Stellen sowie Versorgungsunternehmen

3.5. Anzeigen gegenüber Behörden und Versorgern

Die Baubeginnsanzeige erfolgt durch den AG eine Woche vor Beginn der Arbeiten.

Die Abmeldung und Abtrennung der Medien/Sparten erfolgt ebenfalls durch den AG. Der AN erhält vor Baubeginn hierzu eine schriftliche Bestätigung.

3.6. Baubegleitende Beprobungen

3.7. Entsorgung und Verwertung

vgl. BVB, KFB V9, Punkt 10.13 und ergänzend KFB VE 15

Es sind sämtlich anfallende Abfälle gemäß der Baustellenabfallentsorgungssatzung der LH München zu trennen und den jeweiligen Entsorgungsstellen zuzuführen.

3.8. Toleranzen

Für diesen Leistungsbereich gilt DIN 18201 und DIN 18202, für vorgefertigte Teile DIN 18203-2.

Toleranzen werden nach DIN 18202, aktuelle Fassung bewertet.

Grenzmaße Tabelle 1

Winkeltoleranzen Tabelle 2

Ebenheitstoleranzen Tabelle 3, hier jeweils erhöhte Anforderungen gem. Zeile 4 und 7.

Höhere Anforderungen werden in gesonderten Leistungspositionen vergütet.

3.9. Baumaße

Das Aufmass ist vom AN grundsätzlich eigenverantwortlich am Bau zu nehmen.

3.10. Ausführung

3.10.1 Statik

Der Bieter hat während der Angebotsfrist die gewählten Profile und Glasstärken hinsichtlich ihrer statischen Belastbarkeit und ausreichenden Dimensionierung zu überprüfen; bei abweichenden Ergebnissen ist das Profil bzw. die Glasstärke zu berechnen und in die EP's einzurechnen.

Der AN hat die stat. Berechnungen der zum Einbau kommenden Teile alleinverantwortlich durchzuführen. Dies gilt auch für alle Anschlüsse ans Bauwerk.

Die Dimensionierung, Art und Anzahl der Verbindungsmittel sind nach stat. Erfordernissen auszuführen..

3.10.2 Vorgezogene Leistungen

Als vorgezogene Leistungen sind in geringem Umfang Unterkonstruktionen, Befestigungskonsolen etc. vor Montage des WDVS erforderlich.
Dies ist bei der Ausführung zu berücksichtigen.

3.10.2 Planungsunterlagen des AN

Sämtliche Werkstattzeichnungen sind vom AN zu fertigen. Als Grundlage für die Anfertigung der Pläne dient, falls in der Leistungsbeschreibung nicht besonders erwähnt:

a) Architektenpläne

b) Lastannahmen des Ing-Büros

c) Übersichts- und Konstruktionszeichnungen des Ing-Büros

Die Erstellung der Werkstattpläne schließt den statischen Nachweis aller Stoßausbildungen, Schweiß- und Knotenpunkte ein.

Die Werkstattpläne sind unaufgefordert zusammen mit den erforderl. statischen Nachweisen für Stöße usw. zur Prüfung und Freigabe bei den Architekten einzureichen.

Detailänderungen sind nicht auszuschließen und in die Werkstattpläne einzuarbeiten. Korrekturen sind

sinngemäß auf andere Details zu übertragen.

Von den Konstruktionszeichnungen abweichende Details oder Ausführungsvarianten müssen von den

Architekten und den Tragwerksplanern genehmigt werden.

Die vorgegebenen Konstruktionen und Details sind grundsätzlich in statischer, konstruktiver und gestalterischer Hinsicht für die Ausführung verbindlich. Abweichungen sind nur in Ausnahmefällen

möglich u. bedürfen der ausdrücklichen schriftlichen Genehmigung.

3.10.3 Materialgüten

Grundsätzlich S235 JR nach DIN EN, soweit nicht gesondert angegeben.

Edelstahl: Zur Anwendung kommen nur austenitische Chrom-Nickel- Molybdänstähle entsprechend DIN.

3.10.4 MaterialgütenVerbindungsmittel

- In galvanisch verzinkter, chromatierter Ausführung für folgende Funktionen:

für Befestigungen innen ohne besondere Korrosionsanforderungen.

- In Aluminium eloxiert oder chromatiert für statisch untergeordnete Befestigungen innen und außen.

- In Edelstahl nach DIN, Werkstoff 1.4571 bzw. 1.4401, für Befestigungen im Witterungsbereich auch bei wassergeschütztem Einbau.

3.10.5 Feuerverzinkung

Alle Bauelemente, die in feuerverzinkter Ausführung verlangt werden, sind so zu konstruieren, dass nach dem Verzinken keine Schweißverbindungen ausgeführt werden müssen.

3.10.6 Schweißnachweis

Der AN muß vor Beauftragung einen gültigen Eignungsnachweis zum Schweißen zur Einsicht vorlegen.

3.10.7 Oberflächenbehandlung und Korrosionsschutz

Der AN übernimmt die Oberflächenbehandlung sämtlicher Stahlteile. Der AG fordert für die Schlosserarbeiten

den besten technisch und praktisch herzustellenden Korrosionsschutz. Hierbei ist zu beachten, daß nicht nur

die Stahlkonstruktion selbst, sondern auch alle Verbindungsteile wie Schrauben und Baustellenschweißfugen

etc. denselben Korrosionsschutz aufweisen.

Notwendiger Korrosionsschutz nach DIN 18364:

- Entrosten aller Stahlteile gemäß Entrostungsgrad Sa 2 1/2 nach DIN 55928, Teil 4t.

- direkt nach Entrosten überschweißbarer Werksgrundanstrich mit Primer auf Zinkphosphat-/Kunstharzbasis oder gleichw., Schichtdicke 20 µ, kein weißer Farbton

Bei Schweißnähten sind die Rückstände mit dem Pickhammer und rotierender Drahtbürste oder Schleifscheibe zu entfernen, Voranstrich 50 - 60 µ.

- Grundanstrich, Schichtdicke 80 µ in weißem Farbton ebenfalls als Werksanstrich.

Bei mechan. Beschädigung ist der Untergrund je nach Verrostungsgrad mit einer Drahtbürste oder einer rotierenden Drahtbürste vorzubehandeln und mit den Grundanstrichen wie vor auszubessern.

Hohlräume in Rundrohren etc. sind dichtzuschweißen.

Der endgültige Deckanstrich erfolgt bauseits, wenn nicht anders

angegeben.

Kommt anstelle des o.g. Korrosionsschutzes eine Feuerverzinkung der Konstruktionsteile mit nachfolgenden Deckanstrichen (Duplexbeschichtung) zur Ausführung, gilt folgendes:

a) Feuerverzinkung der Konstruktion bei gut gefiltertem Zinkbad, so dass keine Schlackeneinflüsse erfolgen.

Das Zinkbad soll so geführt werden, dass ein gleichmäßiger Verlauf der Verzinkung erfolgen kann, ohne Bildung von Zinknasen und -blumen. Zinkauftrag nach DIN 50976.

b) Eventuell notwendige Schweißverbindungen im Werk oder auf der Baustelle sowie Beschädigungen oder Fehlstellen sind umgehend kalt nachzuverzinken. Kontaktstellen, welche beim Zusammentreffen verschiedener Metalle entstehen, sind durch geeignete Beschichtung, Zwischenlagen o. ä. Verfahren zu isolieren.

3.10.8 Schweißnahtqualität

Alle Schweißnähte sind, wenn nicht ausdrücklich angegeben, durchlaufend als V-Naht auszuführen.

Alle Schweißnähte bei Rohren und Profilen sind einwandfrei glatt zu verschleifen, alle Schweißnähte beim Anschluss an die Knoten und bei Verbindungs- und Aussteifungsblechen sind so sauber auszuführen, dass eine Nachbearbeitung nicht mehr notwendig ist. Unsaubere Nähte sind auf Verlangen der Bauüberwachung nachzu arbeiten. Außerplanmäßige Stumpfstöße bedürfen der Zustimmung. Nicht sichtbare Schweißnähte genügen üblicher, ordentlicher Ausführung, für die sichtbaren Schweißnähte gelten o.g. Bedingungen

3.10.9 Rohrenden

In alle Rohrenden (z. B. auch Handlaufenden) sind Rohrkappen einzuschweißen, soweit nicht anders angegeben.

3.10.10 Edelstahlhandlauf

Schweißnähte sind so sauber auszuführen, dass eine Nachbearbeitung nicht mehr notwendig ist.

Alle Krümmlinge und Übergänge sind kontinuierlich auszuführen; Oberflächen gebürstet, 320er Korn.

3.10.11 Edelstahloberflächen

Sollten in den Positionen keine anderslautenden Angaben gemacht werden, so sind sämtliche sichtbaren Edelstahl-Oberflächen gebürstet, 320er Korn, auszuführen.

3.10.12 Montage

Sichtbeton- und Sichtmauerwerksflächen, sowie Glasflächen, etc. sind bei Schweißarbeiten vor Verbrennungen mit Blechen zu schützen.

Alle durch Schlosserarbeiten erfolgten Beschädigungen und Verschmutzungen an anderen Bauteilen sind unverzüglich und kostenlos zu beseitigen. Beschädigungen werden auf Kosten des AN instandgesetzt.

Die Dimensionierung, Art und Anzahl der Verbindungsmittel sind

nach stat. Erfordernissen auszuführen und in die EP einzurechnen.

Blindnieten sind nicht zugelassen.

Sichtbare Schrauben sind grundsätzlich aus Edelstahl, Innensechskant- bzw. Kreuzschlitzköpfe sind zu verwenden.

Der Anschluss der Konstruktionen erfolgt größtenteils an Stahlbetonflächen.

Stemmarbeiten sind nicht zugelassen. Befestigung an Betondeckenstirnen dürfen ausschließlich nur mit

zugel. Klebeankern ausgeführt werden.

3.11. Anschlüsse, Fugen

Die Anschlüsse an den Baukörper müssen den bauphysikalischen Anforderungen an Wärme-, Schall- und Brandschutz sowie Fugenbewegungen entsprechen (s. ff).

Dehnfugen am Baukörper sind an gleicher Stelle in den Konstruktionen vorzusehen bzw. zu übernehmen.

3.12. Wartung und Pflege

- Produktinformationen

- Bedienungsanleitung (Angaben zu bestimmungsgemäßer Verwendung und Fehlgebrauch)

- Wartungsanleitung

- Reinigung und Pflege

- Instandhaltung

Die Benutzerinformationen sind dem AG in schriftlicher und digitaler Form nach Abschluss der vertraglichen Leistungen zu übergeben.

3.13. Blitzschutz

Baustelleneinrichtung

Baustelleneinrichtung

Für alle im Leistungsverzeichnis beschriebenen Arbeiten sind die notwendigen Aufwendungen zur Einrichtung, Vorhaltung und Räumung der Baustelle, einschließlich z.B. Betriebsstoffe, Maschinen, Werkzeuge, sowie Sicherungseinrichtungen in die Einheitspreise mit einzurechnen, sofern hierfür keine eigenen Positionen vorgesehen sind.

50G50 LandschaftsbauarbeitenAllTxtBoQLevelTitel2YesBoQLevelUntertitel2YesBoQLevelAbschnitt2YesItem4YesIndex1No3MaterialLohnSonstigesStunden

ERDGESCHOSS

Baustelleneinrichtung

BAUSTELLENSICHERUNG

3.000St

Einholen verkehrsrechtliche Anordnungen
Einholen der verkehrsrechtliche Anordnungen
für alle Haupt- und Zwischenphasen für
den vorgegebenen Bauablauf während der
ausgeschriebenen Bauzeit.
Zusätzliche verkehrsrechtlichen Anordnungen,
welche aus vom AN zu vertretenden, geänderten
Bauabläufen resultieren, gehen zu Lasten des AN
Einzukalkulieren sind alle Aufwendungen für die
Beantragung und Genehmigung der verkehrsrechtlichen
Anordnung (vgl. BVB) einschließlich notwendiger
Ortstermine.
Die Vergütung erfolgt je verkehrsrechtlicher Anordnung

VRAo einh.

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Container in Einzelgrößen bis 40 m³
An- und Abfahrten und Vorhalten.

Containergestellung für Bauschutt

Der vorh. Baumbestand ist durch einen Baumschutzzaun lt.. genehmigten Baumbestandsplan und Freiflächengestaltungsplan gesichert .

Die Auflagen der Baugenehmigung sind zu beachten.

Sämtliche Arbeiten im Kronenbereich der vorh, verbleibenden Bäume sind nach ZTV -Baum-RAS-LP4 DIN 18920 und evtl. in Abstimmung mit der ökologischen Baubegleitung durchzuführen.

Grabarbeiten dürfen deshalb nur immer mit größter Sorgfalt durchgeführt werden.

BAUMSCHUTZ

Ref50.000m

auf unbefestigtem Untergrund,

aus Einzelelementen mit verzinktem Stahlrohrrahmen und

Vergitterung, mit Standfüßen aus Betonfertigteilen,

EINZELELEMENTE UNTEREINANDER MIT

VERSCHRAUBTEN

STAHLKLAMMERN VERBUNDEN!!

Zaunoberkante über Oberfläche Gelände 2,00 m,

einrichten, vorhalten und räumen,

Vorhaltedauer 8 Monate

Bauzaun

Rep100.000m

Vorhaltung über eine Dauer von 8 Monaten hinaus.

Vorhaltedauer 1 Monat.

Bauzaun Vorhaltung 1 Monat

10.000Stk

Schutzzaun, versetzbar, auf unbefestigtem Untergrund, aus Einzelelementen mit verzinktem Stahlrohrrahmen und Vergitterung, Elementlänge 3,5m, Zaunoberkante über Oberfläche Gelände 2 m, umsetzen nach besonderer Anordnung des AG.

Schutzzaun umsetzen

10.000m

Schutzzaun, versetzbar, auf befestigtem und unbefestigtem Untergrund, aus Einzelelementen mit verzinktem Stahlrohrrahmen und Vergitterung, mit verschraubbaren Verbindungsschellen incl. Bodenbefestigung mit Eisen, Elementlänge 3,5m, Zaunoberkante über Oberfläche Gelände 2 m, aufstellen und räumen.

Schutzzaun versetzbar aufstellen räumen

162.000m*Wo

Schutzzaun der Vorposition vorhalten und unterhalten,

Abrechnung nach m x Woche.

Schutzzaun versetzbar vorhalten

162.000m

Schutzzaun, versetzbar, auf befestigtem und unbefestigtem Untergrund, aus Einzelelementen mit verzinktem Stahlrohrrahmen und Vergitterung, mit verschraubbaren Verbindungsschellen, Elementlänge 3,5m, Zaunoberkante über Oberfläche Gelände 2 m, räumen und bauseits lagern.

Schutzzaun bauseits vorhanden räumen

10.000m1890211821142121Wurzelvorhang herstellen
Wurzelbehandlung durchführen, freiliegende Wurzeln von
Hand schräg nach innen schneiden und glätten.
Schnittflächen Durchmesser größer 2 cm mit
Wurzelbehandlungsstoffen verstreichen, Schnittflächen
Durchmesser kleiner 2 cm mit wachstumsfördernden
Mitteln behandeln.
Aushub mit Grabenfräse
anfallender Boden wird Eigentum des AN
und ist einer Wiederverwertung zuzuführen
Grabentiefe ca. 60 cm
Grabenbreite 30 cm
Bodenklasse 3,4, DIN 18300
Schalung aus Maschendraht mit eingelegter Sackleinwand
auf der dem Baum abgewandten Grabenseite einbauen
Sicherung der Schalung durch auf der
Außenseite eingeschlagene Holzpfähle mit
einem Abstand von 1,0 m
Auffüllen des Grabens mit einem Gemisch
aus Oberboden, Kompost, Sand und Ziegelsplitt im MV
von 60:20:10:10 Raumteilen und Beigabe 3 kg Agrosil/m3

Wurzelvorh.herst. Tiefe 60 cm Maschdr.Sackleinw

Ref10.000m

Boden für Suchgraben in Handarbeit ausheben zur

Freilegung von Baumwurzeln,

Boden seitlich lagern und nach Dokumentation wieder

verfüllen.

Beschädigungen an Wurzeln ab einem Durchmesser von 1,0

cm sind zu vermeiden. Dennoch aufgetretene Beschädigungen sind gemäß ZTV Baumpflege (3.5) zu behandeln.

Verfüllung

Der Graben ist in unmittelbarer Abfolge mit der Dokumentation der Wurzeln (gemäß Position 2) wieder zu verfüllen.

Der Graben ist bis etwa 40 cm unter Bodenoberfläche vegetationsgerecht setzungssicher mit dem vorhandenen Unterboden zu verfüllen

Lagerdichte nicht über DPr 92%.

Unterboden ohne organische Stoffe

Oberboden profilgerecht auftragen.

Aushubtiefe: bis 75 cm

Sohlenbreite: bis 50 cm

Sohlenlänge: über 1,00 m bis 4,00 m

Bodenklasse: 3 und 4

Entfernung zum Stammfuß min. 1,50 m ab

Sohlenrand

Incl. aller Nebenarbeiten wie Wurzelbehandlung,

Abstützung o.ä. sowie der dafür benötigten Materialien.

Bereich

Suchgraben für Baumwurzeln

Rep10.000m

jedoch Aushubtiefe: bis 1,25 m

Sohlenbreite: bis 0,6-0,7 m

Suchgraben für Baumwurzeln

10.000m3STLB-Bau2026-0400253637010136320270370202038270153696090369701037670251170301161620278301161600252430302211220121082012108302216680121084012108507227120122711012271001211020921779012110401010164012136033631020Boden für Suchgraben ab Geländeoberfläche zur Freilegung von Leitungen profilgerecht lösen, seitlich lagern, verfüllen, verdichten, Abfall ist nicht gefährlich, Werte gemäß Ersatzbaustoffverordnung 2023 sind eingehalten, Charakterisierung Bodenmaterial Klasse BM-0 Lehm, Schluff nach EBV 2023, Anlage 1, Tabelle 3, Sohlenbreite über 0,5 bis 0,6 m, Aushubtiefe bis 0,8 m,
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,
Baumaßnahme der Geotechnischen Kategorie 1 DIN 4020,
- Konsistenz DIN EN ISO 14688-1 fest, Mengenermittlung nach Aufmaß an der Entnahmestelle.

Boden Suchgraben lösen lagern verfüllen verdichten Sohlen-B

0,5-0,6m T bis 0,8m GU

Vorarbeiten

Sämtliche aktuell vorhandene Sparten sind vor Beginn

der Grabarbeiten vom Auftragnehmer eigenverantwortlich

einzuholen und zu überprüfen.

Die eingezeichneten Sparten wurden nachrichtlich aus

den vorh. Spartenplänen und den Fachplänen übernommen

und müssen nicht den tatsächlichen Gegebenheiten

entsprechen.

Weitere Sparten können im Untergrund vorgefunden

werden. Grabarbeiten dürfen deshalb nur immer mit

größter Sorgfalt durchgeführt werden.

Sämtliche aktuell vorhandene Sparten sind vor Beginn

Sämtliche vorhandene Sparten sind vor Beginn der Grabarbeiten vom Auftragnehmer eigenverantwortlich einzuholen und zu überprüfen.

Die eingezeichneten Sparten wurden nachrichtlich aus den vorh. Spartenplänen übernommen und müssen nicht den tatsächlichen Gegebenheiten entsprechen.

Weitere Sparten können im Untergrund vorgefunden werden, da es sich um einen Altbau handelt.

Grabarbeiten dürfen dehalb nur immer mit größter Sorgfalt durchgeführt werden.

SPARTENEINHOLUNG

Yes1.000psch

Einrichten und Räumen, Vorhalten der

Baustelleneinrichtung; für sämtliche in der

Leistungsbeschreibung aufgeführten Leistungen

Baustelleneinrichtung

1.000StSTLB-Bau2026-04000661518003022739012274001577701236110310030032274102432007181201405804010164012136015Mobile Toilette mit Toilettenpapierhalter, mit Frostwächter, aufstellen und räumen.

Toilette aufstellen räumen

30.000StWoSTLB-Bau2026-040006615180030227390122740015777012361103100300122741014320071812014058020105660110164012136029-6476-6477YesMobile Toilette vorhalten,
Positionsmenge = Produkt aus '
1'(Vorhaltemenge)
mal '
Woche'(Vorhaltedauer).

Toilette vorhalten

STLB-Bau2026-0408718879457051035701Der Entsorgungsnachweis ist vom AN vorzubereiten.

Standardbesch Entsorgungsnachweis

30.000m3STLB-Bau2026-040035273594010360527036050103605110775801377405232650130123020133470201016403213603-484YesBaugelände abräumen, von Steinen, Mauerresten, Zäunen, Schutt und Unrat, in Teilflächen, anfallende Stoffe trennen und laden, fördern und lagern, Förderweg bis 1 km, Ausführung gemäß Einzelbeschreibung,
Einzelbeschreibungs-Nr '
in vorh. Mulden/Container getrennt nach Material füllen, zeitversetztes entsorgen, Entsorgung wird sep. vergütet'.

Baugelände abräumen Steine Mauerreste Zäune Schutt Unrat getrennt laden fördern lagern 1km

30.000m3STLB-Bau2026-0400352735940103605280360503036051107750047758011757001377405232650418123020133470201016401213603Baugelände abräumen, von Astwerk gefällter Bäume, von Aufwuchs einschl. Wurzelwerk, in Teilflächen, Bewuchshöhe über 100 bis 200 cm, anfallende Stoffe trennen und laden, fördern und lagern.

Baugelände abräumen Astwerk Aufwuchs Wurzelwerk H 100-200cm getrennt laden fördern lagern

10.000tSTLB-Bau2026-040876106799808815681059191810310285012785088788101878602116160010161620278302218301610164012136053631010-43YesBau- und Abbruchabfälle, Beton, Ziegel, Fliesen und Keramik,
nicht gefährlich, Abfallschlüssel nach AVV (Abfallverzeichnis-Verordnung) 170102 Ziegel,
nicht schadstoffbelastet, Zuordnung LAGA Z 0 (uneingeschränkter Einbau),
auf Baustelle lagernd, laden, mit LKW des AN transportieren, entsorgen, max. Gesamtgewicht ohne Beschränkung, zum zugelassenem Lager oder zur Anlage nach Wahl des AN,
Anlage (Bezeichnung/Ort) '
....................................................'vom Bieter einzutragen,
Vergütung der Entsorgung übernimmt AN.

Abfall nicht gefährlich AVV170102 nicht schadstoffbelastet Z0 LKW AN transp. entsorgen Vergüt.Entsorg. AN

10.000tSTLB-Bau2026-0408761067998095156810231918103102850127850887881018786021161620278302218301610164012136053631010-43YesSonstige Bau- und Abbruchabfälle,
nicht gefährlich, Abfallschlüssel nach AVV (Abfallverzeichnis-Verordnung) 170904 gemischte Bau- und Abbruchabfälle,
nicht schadstoffbelastet,
auf Baustelle lagernd, laden, mit LKW des AN transportieren, entsorgen, max. Gesamtgewicht ohne Beschränkung, zum zugelassenem Lager oder zur Anlage nach Wahl des AN,
Anlage (Bezeichnung/Ort) '
....................................................'vom Bieter einzutragen,
Vergütung der Entsorgung übernimmt AN.

Abfall nicht gefährlich AVV170904 nicht schadstoffbelastet LKW AN transp. entsorgen Vergüt.Entsorg. AN

10.000tSTLB-Bau2026-04087648079980112156810101918103102850127850887881018786021161620278302218301810164012136053631010Siedlungsabfälle, Garten- und Parkabfälle,
nicht gefährlich, Abfallschlüssel nach AVV (Abfallverzeichnis-Verordnung) 200201 biologisch abbaubare Abfälle,
nicht schadstoffbelastet,
auf Baustelle lagernd, laden, mit LKW des AN transportieren, entsorgen, max. Gesamtgewicht ohne Beschränkung, zum zugelassenem Lager oder zur Anlage nach Wahl des AN gemäß beigefügtem Formblatt zu Entsorgungsanlagen-Nr, Vergütung der Entsorgung übernimmt AN.

Abfall nicht gefährlich AVV200201 nicht schadstoffbelastet LKW AN transp. entsorgen Vergüt.Entsorg. AN

3.000tSTLB-Bau2026-0408761067998089156810551938601191810510285012785088788101878602116162027830382010831497001218301810164012136053631010Bau- und Abbruchabfälle, Holz, Glas und Kunststoff,
nicht gefährlich, Abfallschlüssel nach AVV (Abfallverzeichnis-Verordnung) 170201 Bau-/Abbruchabfall Holz,
schadstoffbelastet, Altholzkategorie A I, Schadstoff Antimon, auf Gelände/Fläche des AG lagernd, laden, mit LKW des AN transportieren, entsorgen, max. Gesamtgewicht ohne Beschränkung, zum zugelassenem Lager oder zur Anlage nach Wahl des AN gemäß beigefügtem Formblatt zu Entsorgungsanlagen-Nr, Vergütung der Entsorgung übernimmt AN.

Abfall nicht gefährlich AVV170201 schadstoffbelastet LKW AN transp. entsorgen Vergüt.Entsorg. AN

10.000tSTLB-Bau2026-04087610679980901568105019181051028504785088788101878602116160026161620278303820108314970012183018773603010164012136053631010Bau- und Abbruchabfälle, Bitumengemische, Kohlenteer und teerhaltige Produkte,
nicht gefährlich, Abfallschlüssel nach AVV (Abfallverzeichnis-Verordnung) 170302 Bitumengemische,
schadstoffbelastet, ohne Festlegung eines Zuordnungskriteriums LAGA/DepVO/EBV/RuVA, Schadstoff Antimon, auf Gelände/Fläche des AG lagernd, in Behälter AG laden, mit LKW des AN transportieren, entsorgen, max. Gesamtgewicht ohne Beschränkung, Behältergröße über 5 bis 7 m3, zum zugelassenem Lager oder zur Anlage nach Wahl des AN gemäß beigefügtem Formblatt zu Entsorgungsanlagen-Nr, Vergütung der Entsorgung übernimmt AN.

Abfall nicht gefährlich AVV170302 schadstoffbelastet LKW AN transp. entsorgen Vergüt.Entsorg. AN

10.000tSTLB-Bau2026-040876106799809115681044191810510285047850887881018786021161620278303820108314970012183018773603010164012136053631010Bau- und Abbruchabfälle, Metalle,
nicht gefährlich, Abfallschlüssel nach AVV (Abfallverzeichnis-Verordnung) 170405 Eisen/Stahl,
schadstoffbelastet, Schadstoff Antimon, auf Gelände/Fläche des AG lagernd, in Behälter AG laden, mit LKW des AN transportieren, entsorgen, max. Gesamtgewicht ohne Beschränkung, Behältergröße über 5 bis 7 m3, zum zugelassenem Lager oder zur Anlage nach Wahl des AN gemäß beigefügtem Formblatt zu Entsorgungsanlagen-Nr, Vergütung der Entsorgung übernimmt AN.

Abfall nicht gefährlich AVV170405 schadstoffbelastet LKW AN transp. entsorgen Vergüt.Entsorg. AN

150.000m2

Pflanzliche Bodendecke abräumen, aufnehmen, fördern und auf LKW AN laden, incl. Entsorgung, Schichtdicke über 5 cm bis 10 cm, Bewuchs Gras-Kraut-Aufwuchs, Wuchshöhe bis 8 cm.

Pflanzl.Bodendecke abräumen aufnehmen fördern auf LKW AN laden D 5-10cm entsorgen Gras-Kraut-Aufwuchs Wuchs-H bis 8cm

AUSBAU SCHACHT

4.000Stk

Konus eines vorh. Revisionschachtes/

Sickerschachtes im Wegebelag incl. aller Nebenarbeiten

Konus drehen

5.000StSTLB-Bau2026-040802886122902024390902754044246840113970112353051139906116301310164012136015139602Schachtabdeckung anpassen, aus Gusseisen, höher setzen, mit Beton C 12/15 einschl. Schalung, verlegen in Mörtel M 10, Höhenänderung über 25 bis 30 cm, Fugen werden gesondert vergütet.

Schachtabdeck. anpassen höher setzen Beton C12/15 Schalung 25-30cm

1.000StSTLB-Bau2026-04080288612290202439090275404424684011397072353028139905116301310164012136015139601Schachtabdeckung anpassen, aus Gusseisen, tiefer setzen, einschl. erforderlicher Stemmarbeiten an Beton, Höhenänderung über 20 bis 25 cm, Fugen werden gesondert vergütet.

Schachtabdeck. anpassen tiefer setzen Stemmarbeiten 20-25cm

VORARBEITEN

2000.000m2STLB-Bau2026-040036747774404397807087740207806018360509431820208775801213601Baugrund auflockern, durch Untergrundlockerung, Tiefe 20 cm, Bodengruppe 3b DIN 18915 (schwach bindig, kiesig), Steine ab 5 cm Durchmesser, Fremdkörper und schwer verrottbare Pflanzenteile ablesen, nach Stoffen getrennt auf der Baustelle lagern.

Baugrund auflockern Untergrundlockerung T 20cm

7.500m3STLB-Bau2026-0408463862899014676074027830216162021616001032620721906803027540442294020788101117370619064011049004627100231820365785069786021156810352183052689010101640321360319955013631010-44YesTotalabbruch der Befestigung ohne Bindemittel, aus Schotter, nicht schadstoffbelastet,
Abfall ist nicht gefährlich, Zuordnung LAGA Z 0 (uneingeschränkter Einbau), Wichte des Abbruchstoffes DIN EN 1991-1-1 19 kN/m3, Dicke bis 10 cm,
Geräteeinsatz ist möglich, max. Gesamtgewicht bis 10 t,
aufgenommene Stoffe sammeln, auf LKW des AN laden, transportieren, entsorgen, zur Beseitigungsanlage, Transportweg bis 10 km,
Anlage (Bezeichnung/Ort) '
Glück, Gräfelfing o. a.'
Abfallschlüssel nach AVV (Abfallverzeichnis-Verordnung) 170506 Baggergut,
Vergütung der Entsorgung übernimmt AN, Ausführung gemäß Einzelbeschreibung.

abbrechen Befestigung ohne Bindemittel Schotter nicht schadstoffbelastet 19kN/m3 D bis 10cm Geräteeinsatz mgl. Stoffe laden transp. LKW AN entsorgen bis 10km AVV170506 Vergüt.Entsorg. AN

10.000St

Vorhb. Zaunsäulen Beton abbrechen

Höhe c.a 200 cm

15/15 cm

aufgenommene Stoffe sammeln, auf LKW des AN laden,
der Abbruch der Stahlelemente wird gesondert vergütet,
die Entsorgung wird nicht gesondert vergütet.

Zaunsäulen Beton abbrechen

8.000St

Vorh. Zaunelemente Stahl lackiert ausbauen

und entsorgen

aufgenommene Stoffe sammeln, auf LKW des AN laden,
der Abbruch der Pfosten wird gesondert vergütet,
die Entsorgung wird nicht gesondert vergütet.

Zaunelemente Stahl ausbauen und seitlich lagern

20.000mSTLB-Bau2026-0408462562899010976074027830216162021616002524302025904911524060262001219068040229402078810917370119064011049004727100231820365785069786021156810602183010268901010164012136023631010Totalabbruch des Bordsteins aus Beton, nicht schadstoffbelastet,
Abfall ist nicht gefährlich, Werte gemäß Ersatzbaustoffverordnung 2023 sind eingehalten, Charakterisierung sortenreiner Bauschutt, Klasse RC-2 nach EBV 2023, Anlage 1, Tabelle 1, reines Betonmaterial, Form FB 12/20, einschl. Fundament aus Beton, Bettungsdicke 10 cm, Wichte des Abbruchstoffes DIN EN 1991-1-1 24 kN/m3, Erschwernis gemäß Abbruchplan, Geräteeinsatz ist möglich, max. Gesamtgewicht bis 5 t, Ausführung staubarm TRGS 559,
aufgenommene Stoffe sammeln, auf LKW des AN laden, transportieren, entsorgen, zur Verwertungsanlage, Transportweg bis 10 km, Abfallschlüssel nach AVV (Abfallverzeichnis-Verordnung) 170101 Beton,
Vergütung der Entsorgung übernimmt AN.

abbrechen Bordstein Beton nicht schadstoffbelastet FB12/20 Fundament Beton 24kN/m3 Geräteeinsatz mgl. Stoffe laden transp. LKW AN entsorgen bis 10km AVV170101 Vergüt.Entsorg. AN

1.000m3STLB-Bau2026-0400253338530138540101016403213603-484YesHindernis im Boden aus Beton, abbrechen, Ausführung gemäß Einzelbeschreibung,
Einzelbeschreibungs-Nr '
Reststück der vorh. Grundstücksmauer an der Nordwestecke'.

Bodenhindernis Beton abbrechen

Abbruch- und Aufbrucharbeiten

1.000St

Baum fällen,

Baumart Laubbaum,

als Einzelbaum,

Wurzelstock roden,

Astwerk, Abfallholz und Wurzelstock

laden und einer Wiederverwertung zuführen, einschl.

Deponiegebühren.

Durchmesser über 20 bis 30 cm.

Baumhöhe bis 15 m.

Baum fällen,

D=20-30 cm, H bis 10 m

3.000St

Wurzelstock roden, Rodungstiefe über 40 bis 50 cm, Durchmesser der Schnittfläche über

50 bis 75 cm, anfallende Stoffe laden, fördern und

entsorgen einschl. Entsorgungsgebühr.

Wurzelstock roden Durchm. 50-75cm

500.000m2

Pflanzliche Bodendecke abräumen

in nicht zusammenhängenden Flächen

Bewuchs: Wiesenfläche,

Schichtdicke über 10 bis 15 cm

abschälen

Material aufnehmen, es wird Eigentum des AN und ist

einer Wiederverwertung zuzuführen, einschl.

Deponiegebühren.

Pflanzliche Bodendecke abräumen

80.000m

Zaun abbrechen,

Maschendrahtzaun, incl. Stahlelemente, Stacheldraht

Höhe bis 3,00 m

Befestigt an vorh. Mauer

Anfallende Stoffe sind zu entsorgen, einschl.

Entsorgungsgebühren.

Zaun abbrechen, Maschendraht, H bis 4 m Pfosten

15.000m

Zaun abbrechen,

Stabgitterzaun

Höhe bis 2,50 m über OK Gel.

Pfostenabstand ca. 2,50 m,

Pfosten-D ca. 78 mm,

einschl. Posten und Fundamenten.

Anfallende Stoffe sind zu entsorgen, einschl.

Entsorgungsgebühren.

Zaun abbrechen, Maschendraht, H bis 2,5 m Pfosten

20.000m

Zaun abbrechen,

Stahlemente

Höhe bis 2,50 m

Pfostenabstand ca. 2,50 m,

Pfosten-ca. 100/100/3000 mm,

einschl. Posten und Fundamenten.

Anfallende Stoffe sind getrennt zu entsorgen, einschl.

Entsorgungsgebühren.

Zaun abbrechen, Stahlelemente , H bis 2,5 m incl. Pfosten, Borde

20.000mSTLB-Bau2026-04080919293902036064093274050606602606504117202134201786061016401213602Asphaltoberbau schneiden, Dicke der Befestigung über 15 bis 20 cm, Ausführung mit Fugenschneidgerät, Tiefe bis 100 mm, Restdicke trennen, Entsorgung wird gesondert vergütet.

Asphaltoberbau schneiden D 15-20cm T 100mm

10.000m3

Abbruch der bitumenhaltigen Befestigung in Fahrbahnen,

im Rahmen einer Komplettabbruchmaßnahme,

Dicke über 8 bis 15 cm,

aufgenommene Stoffe sammeln, zerkleinern, max.

Kantenlänge bis 60 cm, auf LKW des AN laden,

transportieren zum Lager/zur Anlage nach Wahl des AN,

die Entsorgungsgebühren werden vom AN übernommen,

Abfallschlüssel nach AVV (Abfallverzeichnis-Verordnung)

170302 Bitumengemische,

Einschneiden oder Abkanten wird gesondert vergütet,

Mengenermittlung nach Wiegekarte.

Abbruch der bitumenhaltigen Befestigung, D 8 - 15 cm

Ref2.000m3

Hindernis im Boden

aus Stahlbeton,

bis zu einer Einzelgröße von L/B/H ca. 1,5/1,00/0,80 m,

abbrechen und aufnehmen,

anfallendes Material (EAK-Nr. 170101) entsorgen

einschl. Entsorgungsgebühr,

Ausführung in Teilbereichen.

Hindernis im Boden, Beton, bewehrt

Rep2.000m3

jedoch Hindernisse aus Beton (EAK-Nr. 170101),

unbewehrt.

Hindernis im Boden, unbewehrt

30.000m2STLB-Bau2026-04084626028990109660740224390332783021616202161600102622044349209611524091183201190680422754012229401173706190640110490046271002318201577850697860211568106021830167736030101640321360136310139-484YesTotalabbruch des Plattenbelages außen, aus Betonplatten, in Reihen, Breite über 30 bis 40 cm, Dicke 10 cm, ohne Bettung/Fundament, auf Plätzen, nicht schadstoffbelastet,
Abfall ist nicht gefährlich, Zuordnung LAGA Z 0 (uneingeschränkter Einbau), Wichte des Abbruchstoffes DIN EN 1991-1-1 25 kN/m3,
Abbruch von Hand/mit handgeführten Kleingeräten,
aufgenommene Stoffe sammeln, in vom AG gestellten Behälter lagern, Behältergröße über 5 bis 7 m3, auf LKW des AN laden, transportieren, entsorgen, zum Lager oder zur Anlage nach Wahl des AN, Abfallschlüssel nach AVV (Abfallverzeichnis-Verordnung) 170101 Beton, Mengenermittlung nach Aufmaß,
Vergütung der Entsorgung übernimmt AN, Ausführung gemäß Einzelbeschreibung,
Einzelbeschreibungs-Nr '
Münchner Gehwegplatte im Einfahrtsbereich'.

abbrechen Plattenbelag Betonpl. Reihen B 30-40cm D 10cm Platz nicht schadstoffbelastet 25kN/m3 v.Hand Stoffe laden transp. LKW AN entsorgen AVV170101 Vergüt.Entsorg. AN

Erdarbeiten

Das Refarat für Klima- und Umweltschutz, Sachgebiet Altlasten (RKU-IV-11), Bayerstr. 28a, 80335 München ist über die Aushubarbeitenzu informieren (E-mail: altlastenauskunft.rku@muenchen.de)

Das Refarat für Klima- und Umweltschutz, Sachgebiet Altlasten

100.000m3STLB-Bau2026-0400352637010253628015732650270123020233470309493047806018210840121085072271201227110156500177550436310201016403213603-484YesOberboden, profilgerecht abtragen, laden, fördern und geordnet lagern, Förderweg bis 10 km, Transport über öffentliche Straßen, Bodengruppe 3b DIN 18915 (schwach bindig, kiesig), eine Bodengruppe, Bodengruppe 1 GU DIN 18196 (Kies-Schluff-Gemisch), Abtragshöhe über 20 bis 30 cm, Mengenermittlung nach Aufmaß an der Entnahmestelle, Ausführung gemäß Einzelbeschreibung,
Einzelbeschreibungs-Nr '
Abrechnung nach Aufmaß zzgl. Originallieferschein. Datiert und mit Angabe der Baustelle'.

Oberboden abtragen laden fördern lagern 10km BG3b GU Abtrag-H 20-30cm

100.000m3STLB-Bau2026-040035263701026362801573265027012302023347067119610119493047806018210840121085072271201227110156500177550436310201016403213603-484YesUnterboden, profilgerecht abtragen, laden, fördern und geordnet lagern, Förderweg bis 10 km, Transport über öffentliche Straßen, Bodengruppe 3b DIN 18915 (schwach bindig, kiesig), eine Bodengruppe, Bodengruppe 1 GU DIN 18196 (Kies-Schluff-Gemisch), in Einzelflächen, 5 bis 10 Einzelflächen, Abtragshöhe über 20 bis 30 cm, Mengenermittlung nach Aufmaß an der Entnahmestelle, Ausführung gemäß Einzelbeschreibung,
Einzelbeschreibungs-Nr '
Abrechnung nach Aufmaß zzgl. Originallieferschein. Datiert und mit Angabe der Baustelle'.

Unterboden abtragen laden fördern lagern 10km BG3b GU in Einzelflächen Abtrag-H 20-30cm

200.000m3STLB-Bau2026-04002529370901036980403704020371101037010137120202108401210850724500013705045334109732650501230201101640121360337060251293203Boden, auf der Baustelle gelagert, profilgerecht einbauen und verdichten, in Baugruben, unter Versorgungs- und Entsorgungsleitungen, Förderweg bis 0,1 km, mit einer Bodengruppe, Bodengruppe 1 GU DIN 18196 (Kies-Schluff-Gemisch), Verformungsmodul mind. EV2 45 MPa, Verdichtungsgrad mind. DPr 0,97, Schichtdicke über 20 bis 25 cm, Arbeiten mit Gerät.

Boden auf Baustelle gelagert einbauen verdichten 0,1km GU DPr0,97 D 20-25cm mit Gerät

200.000m2STLB-Bau2026-040031724774402973709014991090147767021949301949404318201617860676060107821037806018664606136000501016401213601Boden austauschen in Teilfächen des Wurzelbereichs, gemäß ZTV-Baumpflege, Bodengruppe 5a DIN 18915 (stark bindig, sandig/kiesig), durch Absaugen, Tiefe über 30 bis 50 cm, anfallende Stoffe seitlich lagern, Entsorgung wird gesondert vergütet, verfüllen mit Oberboden, Boden liefern, Bodengruppe 3b DIN 18915 (schwach bindig, kiesig), Stammdurchmesser über 50 bis 60 cm.

Boden austauschen Teilfächen Wurzelbereich absaugen T

30-50cm Oberboden Boden liefern

20.000m3

Boden Bodenklassen 3 bis 5 DIN 18300,

wie vor, jedoch
Arbeiten von Hand.

Boden BK3-5 lösen lagern Handarbeit T bis 0,8m

ENTSORGUNG NACH LAGA

100.000m3STLB-Bau2026-04002530370101363201037020203759098375803078506978602116162027830116160010156810372183016773602621122012108201210830221668022108401210850797390792109121092210932109421095210962109721098227120122711012271001216690122147012167007221410222139221402214402221422214321104010211070210164012136033631060YesBoden ab Geländeoberfläche,
profilgerecht lösen und im Behälter des AN sammeln, auf LKW des AN laden, transportieren, entsorgen,
Vergütung der Entsorgung übernimmt AN, Abfall ist nicht gefährlich, Zuordnung LAGA Z 0 (uneingeschränkter Einbau), Abfallschlüssel nach AVV (Abfallverzeichnis-Verordnung) 170504 Boden/Stein, zum Lager oder zur Anlage nach Wahl des AN, Behältergröße nach Wahl des AN, Abtragtiefe bis 3 m,
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,
Baumaßnahme der Geotechnischen Kategorie 2 DIN 4020, Kornverteilungsbereich DIN EN ISO 17892-4:
- Massenanteile Ton unterer Wert '5' %,
- Massenanteile Ton oberer Wert '20' %,
- Massenanteile Schluff unterer Wert '15' %,
- Massenanteile Schluff oberer Wert '25' %,
- Massenanteile Sand unterer Wert '40' %,
- Massenanteile Sand oberer Wert '35' %,
- Massenanteile Kies unterer Wert '40' %,
- Massenanteile Kies oberer Wert '20' %,
- Feuchtdichte Boden DIN EN ISO 17892-2 oder DIN 18125-2 über 1200 bis 1400 kg/m3,
- Konsistenzzahl DIN EN ISO 17892-12 Ic von '0.5',
- Konsistenzzahl DIN EN ISO 17892-12 Ic bis '0.7',
- Plastizitätszahl DIN EN ISO 17892-12 Ip von '15' %,
- Plastizitätszahl DIN EN ISO 17892-12 Ip bis '20' %,
- Organischer Masseanteil DIN 18128 bis 3 %, Mengenermittlung nach Aufmaß an Abtragprofilen.

Boden lösen im Behälter AN sammeln laden transp. LKW AN entsorgen Vergüt.Entsorg. AN AVV170504 Abtrag-T 3m GU

100.000m3STLB-Bau2026-04002530370101363201037020203759098375803078506978602116162027830116160011156810372183016773602621122012108201210830221668022108401210850797390792109121092210932109421095210962109721098227120122711012271001216690122147012167007221410222139221402214402221422214321104010211070210164012136033631060YesBoden ab Geländeoberfläche,
profilgerecht lösen und im Behälter des AN sammeln, auf LKW des AN laden, transportieren, entsorgen,
Vergütung der Entsorgung übernimmt AN, Abfall ist nicht gefährlich, Zuordnung LAGA Z 1.1 (eingeschränkter offener Einbau, auch in hydrogeologisch ungünstigen Gebieten), Abfallschlüssel nach AVV (Abfallverzeichnis-Verordnung) 170504 Boden/Stein, zum Lager oder zur Anlage nach Wahl des AN, Behältergröße nach Wahl des AN, Abtragtiefe bis 3 m,
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,
Baumaßnahme der Geotechnischen Kategorie 2 DIN 4020, Kornverteilungsbereich DIN EN ISO 17892-4:
- Massenanteile Ton unterer Wert '5' %,
- Massenanteile Ton oberer Wert '20' %,
- Massenanteile Schluff unterer Wert '15' %,
- Massenanteile Schluff oberer Wert '25' %,
- Massenanteile Sand unterer Wert '40' %,
- Massenanteile Sand oberer Wert '35' %,
- Massenanteile Kies unterer Wert '40' %,
- Massenanteile Kies oberer Wert '20' %,
- Feuchtdichte Boden DIN EN ISO 17892-2 oder DIN 18125-2 über 1200 bis 1400 kg/m3,
- Konsistenzzahl DIN EN ISO 17892-12 Ic von '0.5',
- Konsistenzzahl DIN EN ISO 17892-12 Ic bis '0.7',
- Plastizitätszahl DIN EN ISO 17892-12 Ip von '15' %,
- Plastizitätszahl DIN EN ISO 17892-12 Ip bis '20' %,
- Organischer Masseanteil DIN 18128 bis 3 %, Mengenermittlung nach Aufmaß an Abtragprofilen.

Boden lösen im Behälter AN sammeln laden transp. LKW AN entsorgen Vergüt.Entsorg. AN AVV170504 Abtrag-T 3m GU

100.000m3STLB-Bau2026-04002530370101363201037020203759098375803078506978602116162027830116160012156810372183016773602621122012108201210830221668022108401210850797390792109121092210932109421095210962109721098227120122711012271001216690122147012167007221410222139221402214402221422214321104010211070210164012136033631060YesBoden ab Geländeoberfläche,
profilgerecht lösen und im Behälter des AN sammeln, auf LKW des AN laden, transportieren, entsorgen,
Vergütung der Entsorgung übernimmt AN, Abfall ist nicht gefährlich, Zuordnung LAGA Z 1.2 (eingeschränkter offener Einbau, in hydrogeologisch günstigen Gebieten), Abfallschlüssel nach AVV (Abfallverzeichnis-Verordnung) 170504 Boden/Stein, zum Lager oder zur Anlage nach Wahl des AN, Behältergröße nach Wahl des AN, Abtragtiefe bis 3 m,
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,
Baumaßnahme der Geotechnischen Kategorie 2 DIN 4020, Kornverteilungsbereich DIN EN ISO 17892-4:
- Massenanteile Ton unterer Wert '5' %,
- Massenanteile Ton oberer Wert '20' %,
- Massenanteile Schluff unterer Wert '15' %,
- Massenanteile Schluff oberer Wert '25' %,
- Massenanteile Sand unterer Wert '40' %,
- Massenanteile Sand oberer Wert '35' %,
- Massenanteile Kies unterer Wert '40' %,
- Massenanteile Kies oberer Wert '20' %,
- Feuchtdichte Boden DIN EN ISO 17892-2 oder DIN 18125-2 über 1200 bis 1400 kg/m3,
- Konsistenzzahl DIN EN ISO 17892-12 Ic von '0.5',
- Konsistenzzahl DIN EN ISO 17892-12 Ic bis '0.7',
- Plastizitätszahl DIN EN ISO 17892-12 Ip von '15' %,
- Plastizitätszahl DIN EN ISO 17892-12 Ip bis '20' %,
- Organischer Masseanteil DIN 18128 bis 3 %, Mengenermittlung nach Aufmaß an Abtragprofilen.

Boden lösen im Behälter AN sammeln laden transp. LKW AN entsorgen Vergüt.Entsorg. AN AVV170504 Abtrag-T 3m GU

100.000m3STLB-Bau2026-04002530370101363201037020203759098375803078506978602116162027830116160013156810372183016773602621122012108201210830221668022108401210850797390792109121092210932109421095210962109721098227120122711012271001216690122147012167007221410222139221402214402221422214321104010211070210164012136033631060YesBoden ab Geländeoberfläche,
profilgerecht lösen und im Behälter des AN sammeln, auf LKW des AN laden, transportieren, entsorgen,
Vergütung der Entsorgung übernimmt AN, Abfall ist nicht gefährlich, Zuordnung LAGA Z 2 (eingeschränkter Einbau mit definierten technischen Sicherungsmaßnahmen), Abfallschlüssel nach AVV (Abfallverzeichnis-Verordnung) 170504 Boden/Stein, zum Lager oder zur Anlage nach Wahl des AN, Behältergröße nach Wahl des AN, Abtragtiefe bis 3 m,
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,
Baumaßnahme der Geotechnischen Kategorie 2 DIN 4020, Kornverteilungsbereich DIN EN ISO 17892-4:
- Massenanteile Ton unterer Wert '5' %,
- Massenanteile Ton oberer Wert '20' %,
- Massenanteile Schluff unterer Wert '15' %,
- Massenanteile Schluff oberer Wert '25' %,
- Massenanteile Sand unterer Wert '40' %,
- Massenanteile Sand oberer Wert '35' %,
- Massenanteile Kies unterer Wert '40' %,
- Massenanteile Kies oberer Wert '20' %,
- Feuchtdichte Boden DIN EN ISO 17892-2 oder DIN 18125-2 über 1200 bis 1400 kg/m3,
- Konsistenzzahl DIN EN ISO 17892-12 Ic von '0.5',
- Konsistenzzahl DIN EN ISO 17892-12 Ic bis '0.7',
- Plastizitätszahl DIN EN ISO 17892-12 Ip von '15' %,
- Plastizitätszahl DIN EN ISO 17892-12 Ip bis '20' %,
- Organischer Masseanteil DIN 18128 bis 3 %, Mengenermittlung nach Aufmaß an Abtragprofilen.

Boden lösen im Behälter AN sammeln laden transp. LKW AN entsorgen Vergüt.Entsorg. AN AVV170504 Abtrag-T 3m GU

ENTSORGUNG NACH DK

100.000m3STLB-Bau2026-04002530370101363201037020203759098375803078506978602116162027830116160023156810372183016773602621122012108201210830221668022108401210850797390792109121092210932109421095210962109721098227120122711012271001216690122147012167007221410222139221402214402221422214321104010211070210164012136033631060YesBoden ab Geländeoberfläche,
profilgerecht lösen und im Behälter des AN sammeln, auf LKW des AN laden, transportieren, entsorgen,
Vergütung der Entsorgung übernimmt AN, Abfall ist nicht gefährlich, belastet nach Deponieverordnung für DK 0, Abfallschlüssel nach AVV (Abfallverzeichnis-Verordnung) 170504 Boden/Stein, zum Lager oder zur Anlage nach Wahl des AN, Behältergröße nach Wahl des AN, Abtragtiefe bis 3 m,
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,
Baumaßnahme der Geotechnischen Kategorie 2 DIN 4020, Kornverteilungsbereich DIN EN ISO 17892-4:
- Massenanteile Ton unterer Wert '5' %,
- Massenanteile Ton oberer Wert '20' %,
- Massenanteile Schluff unterer Wert '15' %,
- Massenanteile Schluff oberer Wert '25' %,
- Massenanteile Sand unterer Wert '40' %,
- Massenanteile Sand oberer Wert '35' %,
- Massenanteile Kies unterer Wert '40' %,
- Massenanteile Kies oberer Wert '20' %,
- Feuchtdichte Boden DIN EN ISO 17892-2 oder DIN 18125-2 über 1200 bis 1400 kg/m3,
- Konsistenzzahl DIN EN ISO 17892-12 Ic von '0.5',
- Konsistenzzahl DIN EN ISO 17892-12 Ic bis '0.7',
- Plastizitätszahl DIN EN ISO 17892-12 Ip von '15' %,
- Plastizitätszahl DIN EN ISO 17892-12 Ip bis '20' %,
- Organischer Masseanteil DIN 18128 bis 3 %, Mengenermittlung nach Aufmaß an Abtragprofilen.

Boden lösen im Behälter AN sammeln laden transp. LKW AN entsorgen Vergüt.Entsorg. AN AVV170504 Abtrag-T 3m GU

100.000m3STLB-Bau2026-04002530370101363201037020203759098375803078506978602116162027830116160014156810372183016773602621122012108201210830221668022108401210850797390792109121092210932109421095210962109721098227120122711012271001216690122147012167007221410222139221402214402221422214321104010211070210164012136033631060YesBoden ab Geländeoberfläche,
profilgerecht lösen und im Behälter des AN sammeln, auf LKW des AN laden, transportieren, entsorgen,
Vergütung der Entsorgung übernimmt AN, Abfall ist nicht gefährlich, belastet nach Deponieverordnung für DK I, Abfallschlüssel nach AVV (Abfallverzeichnis-Verordnung) 170504 Boden/Stein, zum Lager oder zur Anlage nach Wahl des AN, Behältergröße nach Wahl des AN, Abtragtiefe bis 3 m,
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,
Baumaßnahme der Geotechnischen Kategorie 2 DIN 4020, Kornverteilungsbereich DIN EN ISO 17892-4:
- Massenanteile Ton unterer Wert '5' %,
- Massenanteile Ton oberer Wert '20' %,
- Massenanteile Schluff unterer Wert '15' %,
- Massenanteile Schluff oberer Wert '25' %,
- Massenanteile Sand unterer Wert '40' %,
- Massenanteile Sand oberer Wert '35' %,
- Massenanteile Kies unterer Wert '40' %,
- Massenanteile Kies oberer Wert '20' %,
- Feuchtdichte Boden DIN EN ISO 17892-2 oder DIN 18125-2 über 1200 bis 1400 kg/m3,
- Konsistenzzahl DIN EN ISO 17892-12 Ic von '0.5',
- Konsistenzzahl DIN EN ISO 17892-12 Ic bis '0.7',
- Plastizitätszahl DIN EN ISO 17892-12 Ip von '15' %,
- Plastizitätszahl DIN EN ISO 17892-12 Ip bis '20' %,
- Organischer Masseanteil DIN 18128 bis 3 %, Mengenermittlung nach Aufmaß an Abtragprofilen.

Boden lösen im Behälter AN sammeln laden transp. LKW AN entsorgen Vergüt.Entsorg. AN AVV170504 Abtrag-T 3m GU

100.000m3STLB-Bau2026-04002530370101363201037020203759098375803078506978602116162027830116160015156810372183016773602621122012108201210830221668022108401210850797390792109121092210932109421095210962109721098227120122711012271001216690122147012167007221410222139221402214402221422214321104010211070210164012136033631060YesBoden ab Geländeoberfläche,
profilgerecht lösen und im Behälter des AN sammeln, auf LKW des AN laden, transportieren, entsorgen,
Vergütung der Entsorgung übernimmt AN, Abfall ist nicht gefährlich, belastet nach Deponieverordnung für DK II, Abfallschlüssel nach AVV (Abfallverzeichnis-Verordnung) 170504 Boden/Stein, zum Lager oder zur Anlage nach Wahl des AN, Behältergröße nach Wahl des AN, Abtragtiefe bis 3 m,
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,
Baumaßnahme der Geotechnischen Kategorie 2 DIN 4020, Kornverteilungsbereich DIN EN ISO 17892-4:
- Massenanteile Ton unterer Wert '5' %,
- Massenanteile Ton oberer Wert '20' %,
- Massenanteile Schluff unterer Wert '15' %,
- Massenanteile Schluff oberer Wert '25' %,
- Massenanteile Sand unterer Wert '40' %,
- Massenanteile Sand oberer Wert '35' %,
- Massenanteile Kies unterer Wert '40' %,
- Massenanteile Kies oberer Wert '20' %,
- Feuchtdichte Boden DIN EN ISO 17892-2 oder DIN 18125-2 über 1200 bis 1400 kg/m3,
- Konsistenzzahl DIN EN ISO 17892-12 Ic von '0.5',
- Konsistenzzahl DIN EN ISO 17892-12 Ic bis '0.7',
- Plastizitätszahl DIN EN ISO 17892-12 Ip von '15' %,
- Plastizitätszahl DIN EN ISO 17892-12 Ip bis '20' %,
- Organischer Masseanteil DIN 18128 bis 3 %, Mengenermittlung nach Aufmaß an Abtragprofilen.

Boden lösen im Behälter AN sammeln laden transp. LKW AN entsorgen Vergüt.Entsorg. AN AVV170504 Abtrag-T 3m GU

100.000m3STLB-Bau2026-04002530370101363201037020203759098375803078501131918106786061616201783011616001677360262112201210820121668022108401210850797390792109121092210932109421095210962109721098227120122711012271001216690122147012167007221410222139221402214402221422214321104010211070210164012136033631060YesBoden ab Geländeoberfläche,
profilgerecht lösen und im Behälter des AN sammeln, auf LKW des AN laden, transportieren zur zugelassenen Lagerfläche des AN,
die Entsorgung wird gesondert vergütet, Abfall ist gefährlich, belastet nach Deponieverordnung für DK III, Behältergröße nach Wahl des AN, Abtragtiefe bis 3 m,
Homogenbereich 1, mit einer Bodengruppe, Bodengruppe 1 GU DIN 18196 (Kies-Schluff-Gemisch), Tiefe oberer Horizont des Homogenbereiches von 0 m,
Baumaßnahme der Geotechnischen Kategorie 2 DIN 4020, Kornverteilungsbereich DIN EN ISO 17892-4:
- Massenanteile Ton unterer Wert '5' %,
- Massenanteile Ton oberer Wert '20' %,
- Massenanteile Schluff unterer Wert '15' %,
- Massenanteile Schluff oberer Wert '25' %,
- Massenanteile Sand unterer Wert '40' %,
- Massenanteile Sand oberer Wert '35' %,
- Massenanteile Kies unterer Wert '40' %,
- Massenanteile Kies oberer Wert '20' %,
- Feuchtdichte Boden DIN EN ISO 17892-2 oder DIN 18125-2 über 1200 bis 1400 kg/m3,
- Konsistenzzahl DIN EN ISO 17892-12 Ic von '0.5',
- Konsistenzzahl DIN EN ISO 17892-12 Ic bis '0.7',
- Plastizitätszahl DIN EN ISO 17892-12 Ip von '15' %,
- Plastizitätszahl DIN EN ISO 17892-12 Ip bis '20' %,
- Organischer Masseanteil DIN 18128 bis 3 %, Mengenermittlung nach Aufmaß an Abtragprofilen.

Boden lösen im Behälter AN sammeln laden transp. LKW AN ges.Vergüt.Entsorg. Abtrag-T 3m GU

100.000m3STLB-Bau2026-04002530370101363201037020203759098375803078501131918106786061616201783011616001777360262112201210820121668022108401210850797390792109121092210932109421095210962109721098227120122711012271001216690122147012167007221410222139221402214402221422214321104010211070210164012136033631060YesBoden ab Geländeoberfläche,
profilgerecht lösen und im Behälter des AN sammeln, auf LKW des AN laden, transportieren zur zugelassenen Lagerfläche des AN,
die Entsorgung wird gesondert vergütet, Abfall ist gefährlich, belastet nach Deponieverordnung für DK IV, Behältergröße nach Wahl des AN, Abtragtiefe bis 3 m,
Homogenbereich 1, mit einer Bodengruppe, Bodengruppe 1 GU DIN 18196 (Kies-Schluff-Gemisch), Tiefe oberer Horizont des Homogenbereiches von 0 m,
Baumaßnahme der Geotechnischen Kategorie 2 DIN 4020, Kornverteilungsbereich DIN EN ISO 17892-4:
- Massenanteile Ton unterer Wert '5' %,
- Massenanteile Ton oberer Wert '20' %,
- Massenanteile Schluff unterer Wert '15' %,
- Massenanteile Schluff oberer Wert '25' %,
- Massenanteile Sand unterer Wert '40' %,
- Massenanteile Sand oberer Wert '35' %,
- Massenanteile Kies unterer Wert '40' %,
- Massenanteile Kies oberer Wert '20' %,
- Feuchtdichte Boden DIN EN ISO 17892-2 oder DIN 18125-2 über 1200 bis 1400 kg/m3,
- Konsistenzzahl DIN EN ISO 17892-12 Ic von '0.5',
- Konsistenzzahl DIN EN ISO 17892-12 Ic bis '0.7',
- Plastizitätszahl DIN EN ISO 17892-12 Ip von '15' %,
- Plastizitätszahl DIN EN ISO 17892-12 Ip bis '20' %,
- Organischer Masseanteil DIN 18128 bis 3 %, Mengenermittlung nach Aufmaß an Abtragprofilen.

Boden lösen im Behälter AN sammeln laden transp. LKW AN ges.Vergüt.Entsorg. Abtrag-T 3m GU

BODENPROBE BODENANALYSE

6.000StSTLB-Bau2026-040879037969401760690162844052417305960403510164012136015Entnahme von Bodenproben aus Haufwerken, nach LAGA PN 98, einschl. Protokoll, Volumen über 150 bis 200 m3, abgerechnet wird je Haufwerk.

Bodenprobe aus Haufwerken LAGA PN 98 150-200m3

5.000StYes

Bodenanalyse nach Deponieverordnung (DepV),

auf Anordnung AG, Probenahme gemäß LAGA-Mitteilung 32-PN 982, Fachkundenachweis des Probennehmers,

Dokumentation der Probenahme mit vollständigem Probenahmeprotokoll, einschl. Fotodokumentation,

einschl. Lageplan der Haufwerke, Haufwerksvolumen bis 500m3,

Probenuntersuchungen nach Anh. 4 Pkt. 1 DepV durch unabhängige, nach DIN EN ISO/IEC 17025 akkreditierte Untersuchungsstelle nach Wahl des AN,

'..''m Bieter einzutragen,

Probenbegleitprotokoll (nach DIN 19747 - Juli 2009 - Anhang A), Termine der Probenahme sind dem

AG bzw. der Bauleitung rechtzeitig anzuzeigen,

Gebühren werden vom AN übernommen.

Bodenanalyse nach Deponieverordnung (DepV)

Bautechnische Bodenarbeiten

PLANUM BODEN

3000.000m2STLB-Bau2026-0400253538900103632010388902370504533470301016401213601Planum herstellen, zulässige Abweichung von der Sollhöhe +/- 2 cm, Verformungsmodul mind. EV2 45 MPa.

Planum Abweichung +/-2cm EV2 45MPa

200.000m2STLB-Bau2026-040025353890035388902370504533470506020011016402213601Planum auf verfüllter Arbeitsraumoberfläche herstellen, zulässige Abweichung von der Sollhöhe +/- 2 cm, Verformungsmodul mind. EV2 45 MPa, in Streifen, Streifenbreite 2 m, Ausführung gemäß Zeichnung.

Planum Abweichung +/-2cm EV2 45MPa in Streifen B 2m

FUNDAMENTE

2.000m3STLB-Bau2025-100131263170010280002028260105879012237401157020616262021621204162110116263011747001193480217762011220408193430111203822060133350522100485980171016401213603Ortbeton Streifenfundament, obere Betonfläche waagerecht, aus unbewehrtem Beton, Normalbeton C 20/25 DIN 1045-2, natürliche Gesteinskörnung, Expositionsklasse XF1 (Frostangriff, mäßige Wassersättigung ohne Taumittel), Feuchtigkeitsklasse WF (Betonkorrosion, feuchte Umgebung), Querschnittsbreite über 50 bis 75 cm, Querschnittstiefe über 50 bis 75 cm.

Ortbeton Streifenfundament unbewehrt C20/25 XF1 B 50-75cm T 50-75cm

2.000m3STLB-Bau2025-100131263170010280002028260105879012237401157020516262021621204162110116263011747001193480217762011220408193430111203822060133350522100485980171016401213603Ortbeton Streifenfundament, obere Betonfläche waagerecht, aus unbewehrtem Beton, Normalbeton C 25/30 DIN 1045-2, natürliche Gesteinskörnung, Expositionsklasse XF1 (Frostangriff, mäßige Wassersättigung ohne Taumittel), Feuchtigkeitsklasse WF (Betonkorrosion, feuchte Umgebung), Querschnittsbreite über 50 bis 75 cm, Querschnittstiefe über 50 bis 75 cm.

Ortbeton Streifenfundament unbewehrt C25/30 XF1 B 50-75cm T 50-75cm

10.000m3STLB-Bau2026-040131263170010280003028260105879012237401157020516262021621204162110116263011747001193480217762011220408193430111203822060122590210164032136031704624504042484501-484YesOrtbeton Einzelfundament mit Köcher, obere Betonfläche waagerecht, aus unbewehrtem Beton, Normalbeton C 25/30 DIN 1045-2, natürliche Gesteinskörnung, Expositionsklasse XF1 (Frostangriff, mäßige Wassersättigung ohne Taumittel), Feuchtigkeitsklasse WF (Betonkorrosion, feuchte Umgebung), Einzelvolumen über 0,25 bis 0,5 m3, Ausführung gemäß Einzelbeschreibung,
Einzelbeschreibungs-Nr '
Fundamente für Fahrradüberdachung etc.'.

Ortbeton Einzelfundament Köcher unbewehrt C25/30 XF1 0,25-0,5m3

LEITUNGSGRÄBEN

150.000mSTLB-Bau2025-1000253837010139080103702010369601036970181376703511703021616202783011616002524303013698010211220121082012108302216680121084012108507227120122711012271001211020921779012110401010164012136033631020Boden der Gräben, profilgerecht lösen, seitlich lagern, Abfall ist nicht gefährlich, Werte gemäß Ersatzbaustoffverordnung 2023 sind eingehalten, Charakterisierung Bodenmaterial Klasse BM-0 Sand nach EBV 2023, Anlage 1, Tabelle 3, Verbau wird gesondert vergütet, Breite der Sohle über 0,7 bis 0,8 m, Aushubtiefe bis 2 m,
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,
Baumaßnahme der Geotechnischen Kategorie 1 DIN 4020,
- Konsistenz DIN EN ISO 14688-1 fest, Mengenermittlung nach Aufmaß an der Entnahmestelle.

Boden Graben lösen lagern Sohlen-B 0,7-0,8m T bis 2m GU

LEITUNGSGRÄBEN REGENWASSER

200.000mSTLB-Bau2025-1000253837010139080153702010369609036970203767025117030223440151616202783011616002524303053698010107690137090111391001021122012108201210830221668012108401210850722712012271101227100121102092177901211040101016401213602Boden der Gräben für Entwässerungsleitungen, profilgerecht lösen, seitlich lagern, verfüllen, verdichten, verdrängten Boden seitlich planieren, Abfall ist nicht gefährlich, Werte gemäß Ersatzbaustoffverordnung 2023 sind eingehalten, Charakterisierung Bodenmaterial Klasse BM-F0* nach EBV 2023, Anlage 1, Tabelle 3, Verbau wird gesondert vergütet, Bodenverdrängung über 5 bis 10 %, Breite der Sohle über 0,5 bis 0,6 m, Aushubtiefe bis 1,25 m,
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,
Baumaßnahme der Geotechnischen Kategorie 1 DIN 4020,
- Konsistenz DIN EN ISO 14688-1 fest.

Boden Graben Entwässerungsltg lösen lagern verfüllen verdichten Sohlen-B 0,5-0,6m T bis 1,25m GU

LEITUNGSGRÄBEN ELEKTRO

100.000mSTLB-Bau2026-040025383701013908080370201036960103697010376706011703021616202783011616002524303063698010211220121082012108302216680121084012108507227120122711012271001211020921779012110401010164012136033631020Boden der Gräben für Kabel, profilgerecht lösen, seitlich lagern, Abfall ist nicht gefährlich, Werte gemäß Ersatzbaustoffverordnung 2023 sind eingehalten, Charakterisierung Bodenmaterial Klasse BM-F1 nach EBV 2023, Anlage 1, Tabelle 3, Verbau wird gesondert vergütet, Breite der Sohle über 1 bis 1,5 m, Aushubtiefe bis 0,8 m,
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,
Baumaßnahme der Geotechnischen Kategorie 1 DIN 4020,
- Konsistenz DIN EN ISO 14688-1 fest, Mengenermittlung nach Aufmaß an der Entnahmestelle.

Boden Graben Kabel lösen lagern Sohlen-B 1-1,5m T bis 0,8m GU

100.000mSTLB-Bau2026-040025383701013908080370201036960103697010376704011703021616202783011616002524303063698010211220121082012108302216680121084012108507227120122711012271001211020921779012110401010164012136033631020Boden der Gräben für Kabel, profilgerecht lösen, seitlich lagern, Abfall ist nicht gefährlich, Werte gemäß Ersatzbaustoffverordnung 2023 sind eingehalten, Charakterisierung Bodenmaterial Klasse BM-F1 nach EBV 2023, Anlage 1, Tabelle 3, Verbau wird gesondert vergütet, Breite der Sohle über 0,8 bis 0,9 m, Aushubtiefe bis 0,8 m,
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,
Baumaßnahme der Geotechnischen Kategorie 1 DIN 4020,
- Konsistenz DIN EN ISO 14688-1 fest, Mengenermittlung nach Aufmaß an der Entnahmestelle.

Boden Graben Kabel lösen lagern Sohlen-B 0,8-0,9m T bis 0,8m GU

100.000mSTLB-Bau2026-040025383701013908080370201036960103697010376702011703011616202783011616002524303063698010211220121082012108302216680121084012108507227120122711012271001211020921779012110401010164012136033631020Boden der Gräben für Kabel, profilgerecht lösen, seitlich lagern, Abfall ist nicht gefährlich, Werte gemäß Ersatzbaustoffverordnung 2023 sind eingehalten, Charakterisierung Bodenmaterial Klasse BM-F1 nach EBV 2023, Anlage 1, Tabelle 3, Breite der Sohle über 0,4 bis 0,5 m, Aushubtiefe bis 0,8 m,
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,
Baumaßnahme der Geotechnischen Kategorie 1 DIN 4020,
- Konsistenz DIN EN ISO 14688-1 fest, Mengenermittlung nach Aufmaß an der Entnahmestelle.

Boden Graben Kabel lösen lagern Sohlen-B 0,4-0,5m T bis 0,8m GU

10.000m

zur Bodenbewegung der Pos. Gräben ausheben

Ausführung nur nach Rücksprache mit der Bauleitung.

Bereich: Anschlüsse an Schachtbauwerke,

unzugängliche Gräben

Zuschlag für Handgrabung

50.000m2STLB-Bau2026-04006371036320405512012551608964590113266027648011326701197270119692033767055210840121085077684011016401213601Verbau DIN 18303 einbauen, Ausfachung rückbauen, für Graben, ohne Aussteifungen, Verankerungen sind möglich, Verbautiefe bis 1,25 m, Breite der Sohle zwischen den Bekleidungen bis 1 m, eine Bodengruppe, Bodengruppe 1 GU DIN 18196 (Kies-Schluff-Gemisch).

Verbau einbauen Ausfachung rückbauen Graben T bis 1,25m

Sohlen-B bis 1m GU

Einfassungen Stufen

PALISADE L-STEIN VERKLEIDET

30.000mSTLB-Bau2026-0408036235520602439018715702041626202162120335600148230670372830286860524880028374051860622381019176306535407911810110164042136021747005-484YesEinfassung aus Winkelstützelementen, als Stahlbetonfertigteil, Festigkeitsklasse C 30/37 DIN 1045-2, Expositionsklasse XC4 (Bewehrungskorrosion durch Karbonatisierung, wechselnd nass und trocken), Expositionsklasse XF4 (Frostangriff, hohe Wassersättigung mit Taumittel), Fußlänge/Höhe 70/50 cm, Baulänge 100 cm, Sichtflächen in Sichtbeton, mit geringen Anforderungen, Klasse SB 1-FT gemäß "Merkblatt Sichtbetonfertigteile", Sichtkanten gefast, Fertigteile engfugig verlegen, Ausführung ohne Fundament, Ausführung gemäß Zeichnung und Einzelbeschreibung,
Einzelbeschreibungs-Nr '
incl. Fundament aus Beton mit einer Zusammensetzung C 20/25 DIN EN 206-1 und DIN 1045-2, Dicke 20 cm,'.

Einfassung Winkelstützel. Stahlbeton XF4 70/50cm L100cm

30.000mYes

Palisadenwand ohne Bodenanker auf TG liefern und einbauen, freistehend, nach DIN EN 1176-1, aus Kunststoff, SBR-Gummigranulat mit Polyurethan gebunden , Bauhöhe über Gelände ca. 46 cm incl. Einkürzen der Kunststoffelemente, Einbindetiefe mit Betonrückenstütze ca. 20 cm, , incl. Verklebung/Befestigung auf L-Stein der vorh. Pos. Abrechnung nach Wandlänge.

Bestehend aus Stützpalisade L 1000xT300xH150 mmm

anthrazit oder nach Wahl des AG

Planungsgrundlage:

Terrasoft Stützpalisade

stilum GmbH ǀ Deutschland

Gewerbegebiet Larsheck

56271 Kleinmaischeid

Tel.: 02689 92790-0

Fax: 02689 92790-29

E-mail: info@stilum.com

Web: www.stilum.com

'.........'

oder gleichwertig mit Nachweisen.

Bei Produktabweichung einzutragen.

Ohne Eintrag gilt das beschriebene Produkt als angeboten.

Abrechnung nach Aufmaß zzgl. Originallieferschein. Datiert und mit Angabe der Baustelle

Palisadenwand freistehend Kunststoff L 1000xT300xH150 mmm

BLOCKSTUFEN TREPPE ZUM DIREKTOR (S1)

0.500m3STLB-Bau2026-04013126317001028000102826010587901223740115702061626202162120216211011626301174700119348041776201122040819343011120382206032259031016404213603-484YesOrtbeton Einzelfundament, obere Betonfläche abgetreppt, aus unbewehrtem Beton, Normalbeton C 20/25 DIN 1045-2, natürliche Gesteinskörnung, Expositionsklasse XF3 (Frostangriff, hohe Wassersättigung ohne Taumittel), Einzelvolumen über 0,5 bis 1 m3, Ausführung gemäß Zeichnung und Einzelbeschreibung,
Einzelbeschreibungs-Nr '
incl. Anker erste und letzte Stufe , incl. Frostschutz+ Tragschichtung notwendiger Erdarbeiten'.

Ortbeton Einzelfundament unbewehrt C20/25 XF3 0,5-1m3

7.000StYes

Gartengestaltungselement aus Hochleistungsbeton gemäß DIN EN 13198. Cradle to Cradle Gold-Standard.

Liefern und in profilgerechter Lage auf zuvor hergestelltem Fundament einbauen.

Vorarbeiten sowie Einbauen / Versetzen unter Berücksichtigung der Einbauempfehlungen nach DIN 18333 und SLG-Merkblatt ‘Treppen und Stufenanlagen aus Betonbauteilen im Außenbereich‘. Verlegung auf Mörtelstreifen aus Trasszement, Haftvermittler, Gleitlager aus Folie.

Neigung der Trittfläche ca. 1,0 - 2,0 %.

Herstellung Fundament gemäß separater Position.

Nennmaße

Länge / Breite / Dicke in cm

Nennmaße

Länge / Breite (Auftritt) / Dicke (Steigung) in cm

240/30/16 cm

Individuelle Anfertigungen bis zu einer maximalen Länge von 300 cm.

Verlegung gemäß Zeichnung

Rastermaße mit regelgerechten oder systembedingten Fugenbreiten sind einzuhalten.

Die Verwendung von Verlegeeisen oder vergleichbaren Hilfsmitteln wird empfohlen.

Ergänzende Einbauhinweise des Herstellers sind zu beachten.

Verlegung mit geeigneter Verlegetechnik und Hilfsmitteln nach Wahl des AN.
Ausführung von Zuschnitten mit der Nasssäge gemäß separater Position.

Oberflächenbearbeitung

ferro (edelstahlkugelgestrahlt)

Bewertungsgruppe nach DIN 51130: R13

USRV nach DIN EN 1339 angelehnt ≥ 65,0

Farbe. Sand 3 08 , V00091S01 oder nach Wahl des AG

Material

Handgefertigte Blockstufen aus GDM.Hochleistungsbeton.

Gartengestaltungselemente nach DIN EN 13198

Nicht genormte Betonprodukte nach BGB-RiNGB (Bund Güteschutz-Richtlinie)

(Betongüte ≥ C60/75 produktionsbedingt bei Farbe Sand 3 08

Durchgängig aus farblich abgestimmten Natursteinedelsplitten und -sanden mit UV-beständigen Eisenoxidfarben. Besonders hohe Betongüte durch hochfeste Quarz-, Granit oder Basaltzuschläge, ohne Einsatz von Kalkstein.

· Ohne Bewehrung

· Mit konstruktiver Bewehrung

Kanten gerundet.

Betontypische Wolkenbildungen, Marmorierungen, Helligkeits- und Farbabweichungen sind möglich.

Hydrothermale Nachbehandlung im Produktionsprozess zur Qualitätssicherung.

Witterungswiderstand

Expositionsklasse XF3 (hohe Wassersättigung ohne Taumittel)

Masseverlust ≤ 0,5 kg/m²

Abriebwiderstand

Verschleißbeanspruchung

XM2, starke Verschleißbeanspruchung, Abrieb ≤ 15 mm

Maximale Differenzen bei Messung der Diagonalen

Nachhaltigkeit & Ressourcenschutz

Produkte aus vom TÜV-Rheinland unabhängig zertifizierter CO2-neutraler Produktion.

Globales Erwärmungspotenzial im Bereich A3 (Herstellung):

7,66E-1 [kg CO2-Äq] oder kleiner.

Nachweis durch eine zum Zeitpunkt des Angebotes mind. noch 1 Jahr gültige EPD.

Firmenspezifische, transparente, geprüfte und verifizierte Produkt- und Umweltdeklaration:

EPD-GDM-20190089-IAC1-DE (Typ III Umweltlabel nach ISO 14025 und EN 15804).

Umwelteinflüsse und Ökobilanzdaten nach ISO 14040 ff..

Der Nachweis ist vor Bestellung der Produkte unaufgefordert vorzulegen.

Eine umfassende Dokumentation ist auf Verlangen des Auftraggebers vorzulegen.

Kompensationsprojekt im GOLD-Standard über myCLIMATE.

Cradle to Cradle Gold-Zertifikat

80 % der Rohstoffe aus einem Umkreis < 30 km

ca. 4 % hochwertiges Betonrecycling im Kernbeton (sofern produktbezogen kein höherer Wert angegeben)

Mit 100 % erneuerbarer Energie gefertigt.

Nachweise

Qualitätsanforderungen sind jederzeit mit Prüfzeugnissen des Herstellers durch den Bieter nachzuweisen.

Planungsgrundlage:

GODELMANN GmbH & Co. KG

Industriestraße 1, 92269 Fensterbach

T +49 9438 9404-0, F +49 9438 9404-70

'.........'

oder gleichwertig mit Nachweisen.

Bei Produktabweichung einzutragen.

Ohne Eintrag gilt das beschriebene Produkt als angeboten.

Abrechnung nach Aufmaß zzgl. Originallieferschein. Datiert und mit Angabe der Baustelle

Blockstufen aus Hochleistungsbeton

5.000mYes

Kontraststreifen im Auftritt über gesamte Länge durchgehend als Orientierungshilfe gemäß DIN 18040-1.

Leuchtdichtekontrast gem. DIN 32984 > 0,4.

Farbe:

Tiefschwarz V19190S01

Abmessungen:

Breite beginnend an der Vorderkante ca. 8,0 cm

Höhe beginnend an der Oberkante mind. ca. 5,0 cm

Kopfbearbeitung

Oberfläche:

ferro (edelstahlkugelgestrahlt)

Bewertungsgruppe nach DIN 51130: R13

USRV nach DIN EN 1338/1339: ≥ 65,0

Planungsgrundlage:

GODELMANN GmbH & Co. KG

Industriestraße 1, 92269 Fensterbach

T +49 9438 9404-0, F +49 9438 9404-70

'.........'

oder gleichwertig mit Nachweisen.

Bei Produktabweichung einzutragen.

Ohne Eintrag gilt das beschriebene Produkt als angeboten.

Abrechnung nach Aufmaß zzgl. Originallieferschein. Datiert und mit Angabe der Baustelle

Kontraststreifen als Zulage

BLOCKSTUFEN TREPPE ZUM DIREKTOR (S2)

Ortbeton Einzelfundament unbewehrt C20/25 XF3 0,5-1m3

4.000StYes

Gartengestaltungselement aus Hochleistungsbeton gemäß DIN EN 13198. Cradle to Cradle Gold-Standard.

Liefern und in profilgerechter Lage auf zuvor hergestelltem Fundament einbauen.

Vorarbeiten sowie Einbauen / Versetzen unter Berücksichtigung der Einbauempfehlungen nach DIN 18333 und SLG-Merkblatt ‘Treppen und Stufenanlagen aus Betonbauteilen im Außenbereich‘.

Neigung der Trittfläche ca. 1,0 - 2,0 %.

Herstellung Fundament gemäß separater Position.

Nennmaße

Länge / Breite / Dicke in cm

Nennmaße

Länge / Breite (Auftritt) / Dicke (Steigung) in cm

150/30/16 cm

Individuelle Anfertigungen bis zu einer maximalen Länge von 300 cm.

Verlegung gemäß Zeichnung

Rastermaße mit regelgerechten oder systembedingten Fugenbreiten sind einzuhalten.

Die Verwendung von Verlegeeisen oder vergleichbaren Hilfsmitteln wird empfohlen.

Ergänzende Einbauhinweise des Herstellers sind zu beachten.

Verlegung mit geeigneter Verlegetechnik und Hilfsmitteln nach Wahl des AN.
Ausführung von Zuschnitten mit der Nasssäge gemäß separater Position.

Oberflächenbearbeitung

ferro (edelstahlkugelgestrahlt)

Bewertungsgruppe nach DIN 51130: R13

USRV nach DIN EN 1339 angelehnt ≥ 65,0

Farbe. Sand 3 08 , V00091S01

andere Farben projektbezogen auf Anfrage.

Material

Handgefertigte Blockstufen aus GDM.Hochleistungsbeton.

Gartengestaltungselemente nach DIN EN 13198

Nicht genormte Betonprodukte nach BGB-RiNGB (Bund Güteschutz-Richtlinie)

(Betongüte ≥ C60/75 produktionsbedingt bei Farbe Sand 3 08

· Ohne Bewehrung

· Mit konstruktiver Bewehrung

Kanten gerundet.

Betontypische Wolkenbildungen, Marmorierungen, Helligkeits- und Farbabweichungen sind möglich.

Hydrothermale Nachbehandlung im Produktionsprozess zur Qualitätssicherung.

Witterungswiderstand

Expositionsklasse XF3 (hohe Wassersättigung ohne Taumittel)

Masseverlust ≤ 0,5 kg/m²

Abriebwiderstand

Verschleißbeanspruchung

XM2, starke Verschleißbeanspruchung, Abrieb ≤ 15 mm

Maximale Differenzen bei Messung der Diagonalen

Nachhaltigkeit & Ressourcenschutz

Produkte aus vom TÜV-Rheinland unabhängig zertifizierter CO2-neutraler Produktion.

Globales Erwärmungspotenzial im Bereich A3 (Herstellung):

7,66E-1 [kg CO2-Äq] oder kleiner.

Nachweis durch eine zum Zeitpunkt des Angebotes mind. noch 1 Jahr gültige EPD.

Firmenspezifische, transparente, geprüfte und verifizierte Produkt- und Umweltdeklaration:

EPD-GDM-20190089-IAC1-DE (Typ III Umweltlabel nach ISO 14025 und EN 15804).

Umwelteinflüsse und Ökobilanzdaten nach ISO 14040 ff..

Der Nachweis ist vor Bestellung der Produkte unaufgefordert vorzulegen.

Eine umfassende Dokumentation ist auf Verlangen des Auftraggebers vorzulegen.

Kompensationsprojekt im GOLD-Standard über myCLIMATE.

Cradle to Cradle Gold-Zertifikat

80 % der Rohstoffe aus einem Umkreis < 30 km

ca. 4 % hochwertiges Betonrecycling im Kernbeton (sofern produktbezogen kein höherer Wert angegeben)

Mit 100 % erneuerbarer Energie gefertigt.

Nachweise

Qualitätsanforderungen sind jederzeit mit Prüfzeugnissen des Herstellers durch den Bieter nachzuweisen.

Planungsgrundlage:

GODELMANN GmbH & Co. KG

Industriestraße 1, 92269 Fensterbach

T +49 9438 9404-0, F +49 9438 9404-70

'.........'

oder gleichwertig mit Nachweisen.

Bei Produktabweichung einzutragen.

Ohne Eintrag gilt das beschriebene Produkt als angeboten.

Abrechnung nach Aufmaß zzgl. Originallieferschein. Datiert und mit Angabe der Baustelle

Gartengestaltungselement aus Hochleistungsbeton

3.000mYes

Verschiebeschutz für Blockstufen im Ein- und Austrittbereich

Schützt vor Positionsveränderungen durch Schubbelastung.

Metallkonstruktion mit vier Krallen, feuerverzinkt und pulverbeschichtet.

Zwei Krallen mittig stehend angeordnet zur Verankerung, zwei Krallen an jedem Ende im Winkel von 90° gegenläufig verschränkt. Die stehenden Krallen erzeugen die Verankerung im Treppenfundament.

Ankerschiene ist leicht vorgespannt und wird bauseits vor Verlegung in das an der Unterseite werkseitig geschlitzte Element eingefügt.

Der Schlitz im Treppenfundament ist bauseits positionsgerecht einzumessen und herzustellen, ohne die Armierung zu beschädigen.

Schlitztiefe ca. 3 cm.

3 Stück Ankerschienen je Blockstufe

Positionierung der Ankerschiene und fachgerechter Einbau nach Plan Nr. ... / ZTV Nr. ... .

Qualitätsanforderungen sind jederzeit mit Prüfzeugnissen des Herstellers durch den Bieter nachzuweisen.

Planungsgrundlage:

GODELMANN GmbH & Co. KG

Industriestraße 1, 92269 Fensterbach

T +49 9438 9404-0, F +49 9438 9404-70

'........................................'

oder gleichwertig mit Nachweisen.

Bei Produktabweichung einzutragen.

Ohne Eintrag gilt das beschriebene Produkt als angeboten.

Abrechnung nach Aufmaß zzgl. Originallieferschein. Datiert und mit Angabe der Baustelle

Verschiebeschutz für Blockstufen im Ein- und Austrittbereich

3.000mYes

Kontraststreifen im Auftritt über gesamte Länge durchgehend als Orientierungshilfe gemäß DIN 18040-1.

Leuchtdichtekontrast gem. DIN 32984 > 0,4.

Farbe:

Tiefschwarz V19190S01

Abmessungen:

Breite beginnend an der Vorderkante ca. 8,0 cm

Höhe beginnend an der Oberkante mind. ca. 5,0 cm

Kopfbearbeitung

Oberfläche:

ferro (edelstahlkugelgestrahlt)

Bewertungsgruppe nach DIN 51130: R13

USRV nach DIN EN 1338/1339: ≥ 65,0

Planungsgrundlage:

GODELMANN GmbH & Co. KG

Industriestraße 1, 92269 Fensterbach

T +49 9438 9404-0, F +49 9438 9404-70

'........................................'

oder gleichwertig mit Nachweisen.

Bei Produktabweichung einzutragen.

Ohne Eintrag gilt das beschriebene Produkt als angeboten.

Abrechnung nach Aufmaß zzgl. Originallieferschein. Datiert und mit Angabe der Baustelle

Kontraststreifen als Zulage

BLOCKSTUFEN ALS SITZFLÄCHE (S3)

Ortbeton Einzelfundament unbewehrt C20/25 XF3 0,5-1m3

8.000StYes

Gartengestaltungselement aus Hochleistungsbeton gemäß DIN EN 13198. Cradle to Cradle Gold-Standard.

Liefern und in profilgerechter Lage auf zuvor hergestelltem Fundament einbauen.

Vorarbeiten sowie Einbauen / Versetzen unter Berücksichtigung der Einbauempfehlungen nach DIN 18333 und SLG-Merkblatt ‘Treppen und Stufenanlagen aus Betonbauteilen im Außenbereich‘.

Neigung der Trittfläche ca. 1,0 - 2,0 %.

Sichtflächen bearbeitet

Herstellung Fundament gemäß separater Position.

Nennmaße

Länge / Breite (Auftritt) / Dicke (Steigung) in cm

153,05/60,05/25 cm

Lagerfuge : 5mm +-3mm

Stossfuge: 5 mm +-3mm

Verlegung gemäß Zeichnung

Rastermaße mit regelgerechten oder systembedingten Fugenbreiten sind einzuhalten.

Die Verwendung von Verlegeeisen oder vergleichbaren Hilfsmitteln wird empfohlen.

Ergänzende Einbauhinweise des Herstellers sind zu beachten.

Verlegung mit geeigneter Verlegetechnik und Hilfsmitteln nach Wahl des AN.
Ausführung von Zuschnitten mit der Nasssäge gemäß separater Position.

Oberflächenbearbeitung

ferro (edelstahlkugelgestrahlt)

Bewertungsgruppe nach DIN 51130: R13

USRV nach DIN EN 1339 angelehnt ≥ 65,0

Farbe. Sand 3 08 , V00091S01 nach Wahl des AG

Material

Handgefertigte Blockstufen aus GDM.Hochleistungsbeton.

Gartengestaltungselemente nach DIN EN 13198

Nicht genormte Betonprodukte nach BGB-RiNGB (Bund Güteschutz-Richtlinie)

(Betongüte ≥ C60/75 produktionsbedingt bei Farbe Sand 3 08

· Ohne Bewehrung

· Mit konstruktiver Bewehrung

Kanten gerundet.

Betontypische Wolkenbildungen, Marmorierungen, Helligkeits- und Farbabweichungen sind möglich.

Hydrothermale Nachbehandlung im Produktionsprozess zur Qualitätssicherung.

Witterungswiderstand

Expositionsklasse XF3 (hohe Wassersättigung ohne Taumittel)

Masseverlust ≤ 0,5 kg/m²

Abriebwiderstand

Verschleißbeanspruchung

XM2, starke Verschleißbeanspruchung, Abrieb ≤ 15 mm

Maximale Differenzen bei Messung der Diagonalen

Nachhaltigkeit & Ressourcenschutz

Produkte aus vom TÜV-Rheinland unabhängig zertifizierter CO2-neutraler Produktion.

Globales Erwärmungspotenzial im Bereich A3 (Herstellung):

7,66E-1 [kg CO2-Äq] oder kleiner.

Nachweis durch eine zum Zeitpunkt des Angebotes mind. noch 1 Jahr gültige EPD.

Firmenspezifische, transparente, geprüfte und verifizierte Produkt- und Umweltdeklaration:

EPD-GDM-20190089-IAC1-DE (Typ III Umweltlabel nach ISO 14025 und EN 15804).

Umwelteinflüsse und Ökobilanzdaten nach ISO 14040 ff..

Der Nachweis ist vor Bestellung der Produkte unaufgefordert vorzulegen.

Eine umfassende Dokumentation ist auf Verlangen des Auftraggebers vorzulegen.

Kompensationsprojekt im GOLD-Standard über myCLIMATE.

Cradle to Cradle Gold-Zertifikat

80 % der Rohstoffe aus einem Umkreis < 30 km

ca. 4 % hochwertiges Betonrecycling im Kernbeton (sofern produktbezogen kein höherer Wert angegeben)

Mit 100 % erneuerbarer Energie gefertigt.

Nachweise

Qualitätsanforderungen sind jederzeit mit Prüfzeugnissen des Herstellers durch den Bieter nachzuweisen.

Planungsgrundlage:

GODELMANN GmbH & Co. KG

Industriestraße 1, 92269 Fensterbach

T +49 9438 9404-0, F +49 9438 9404-70

'.........'

oder gleichwertig mit Nachweisen.

Bei Produktabweichung einzutragen.

Ohne Eintrag gilt das beschriebene Produkt als angeboten.

Abrechnung nach Aufmaß zzgl. Originallieferschein. Datiert und mit Angabe der Baustelle

Gartengestaltungselement aus Hochleistungsbeton

Für die Erstellung der Holzbauarbeiten gelten folgende Normen und technische Regelwerke in ihrer aktuellen Version:
- Fachregeln 01/02 / BDZ
- DIN 18516-1
- DIN EN 68 800
- ATV DIN 18334
- DIN 18351
bei der Planung und Ausführung sind die örtlichen Gegebenheiten sowie alle zum Ausführungszeitpunkt gültigen EN- und DIN-Normen und Unfallverhütungsvorschriften, Bauvorschriften sowie behördliche Erlasse und die allgemein anerkannten Regeln der Technik in der aktuellsten Version zu berücksichtigen. Bei tragenden Holzkonstruktion (Trag- und Grundlattung) müssen die Vorgaben der DIN EN 1995 (EC 5) und die entsprechenden Vorgaben der jeweiligen Landesbauordnungen beachtet werden.

Allgemeine Vorbemerkungen

8.000m²Yes

Sitzbänke Auflage Kebony Clear 38 mm Stärke
unsichtbar auf U- Eisen 40 / 20 mm verschraubt auf vorh. Betonelemente nach vorh. Aufmass vor Ort verschrauben.
Auflagebretter gerade h geschnitten incl. seitlicher Fase, Brettenden gerundet.
Bretteinteilung mit regelmäßigen ganzen Brettern.

Kebony Clear Bretter nach örtlichem Aufmaß liefern und als Bankauflage gemäß technischem Plan und Detail, höhen- und fluchtgerecht auf der zuvor montierten Stahlunterkonstruktion nach den Vorgaben der Montageanleitung des Herstellers incl. Herstellergarantie montieren inkl. aller Befestigungsmittel und Ausgleichsmaterialien, Zuschnitte und Nebenarbeiten. Alle Stoßfugen und Schraubenfluchten werden in Abstimmung mit der örtlichen Bauleitung festgelegt und sind exakt einzuhalten. Alle Anpassungen an angrenzende Flächen und Betonteile sind fachgerecht auszuführen.
Produktbeschreibung Kebony Clear Profil:
Holzart: modifizierte nordische Kiefer (nach der patentierten Kebony® Technologie)
- FSC®-zertifiziert
- Gesundastig
- Holzfeuchte: 7 - 10 %
- DC lt. EN 350: 1-2 Splintholz (Kernholz der nord. Kiefer = DC 3)
- Dichte bei 12% Holzfeuchte = 570 kg

Weitere Informationen
https://kebony.com/de/system/files/prodfiles/DE-1243.pdf

Planungsgrundlage:
Art.-Nr.: 2522
Abmessung (Stärke x Breite)
38 x 140 mm
Fugenabstand der Profile: 5 mm
Holzbau Reigl GbR

Schulstr. 3

82544 Egling (www.google.com/maps/place/data=!4m2!3m1!1s0x479dc246a3c45aeb:0xc2a4972b8d4dea71?sa=X&ved=1t:8290&ictx=111)

08176 7428 (www.google.com/search?q=reigl+gbr+thanning&rlz=1C1GCER_en&oq=reigl+gbr+thanning&gs_lcrp=EgZjaHJvbWUyBggAEEUYOTIHCAEQIRigAdIBCDY1NjVqMGo3qAIAsAIA&sourceid=chrome&ie=UTF-8)

GReigl.Thanning@t-online.de

'........................................'

oder gleichwertig mit Nachweisen.

Bei Produktabweichung einzutragen.

Ohne Eintrag gilt das beschriebene Produkt als angeboten.

Abrechnung nach Aufmaß zzgl. Originallieferschein. Datiert und mit Angabe der Baustelle

Sitzbänke Auflage Kebony Clear 38 mm Stärke

L-STEINE

HAUS B NORDWESTECKE (L1)

8.000mSTLB-Bau2026-04080362355206024390187157020416262021621203356003122306703728303586860524880028374051860622381019176306535407911810110164042136021747001-484-23YesEinfassung aus Winkelstützelementen, als Stahlbetonfertigteil, Festigkeitsklasse C 30/37 DIN 1045-2, Expositionsklasse XF4 (Frostangriff, hohe Wassersättigung mit Taumittel), Fußlänge/Höhe 50/100 cm, Baulänge 100 cm, Verkehrslast 5 kN/m2, Sichtflächen in Sichtbeton, mit geringen Anforderungen, Klasse SB 1-FT gemäß "Merkblatt Sichtbetonfertigteile", Sichtkanten gefast, Fertigteile engfugig verlegen, Ausführung ohne Fundament, Ausführung gemäß Zeichnung und Einzelbeschreibung,
Einzelbeschreibungs-Nr '
incl. Fundament aus Beton mit einer Zusammensetzung C 20/25 DIN EN 206-1 und DIN 1045-2, Dicke 20 cm,'
Hersteller und Typ '
Planungsgrundlage:
Stangl AG, Niederndorf 19
84478 Waldkraiburg
Telefon: +49 (0) 8638 / 9875-0
E-Mail: info@stanglag.de

'.........'

oder gleichwertig mit Nachweisen.
Bei Produktabweichung einzutragen.
Ohne Eintrag gilt das beschriebene Produkt als angeboten.
Abrechnung nach Aufmaß zzgl. Originallieferschein. Datiert und mit Angabe der Baustelle'.

Einfassung Winkelstützel. Stahlbeton XF4 50/100cm L100cm 5kN/m2

HAUS B UNTER STAHLTREPPE (L2)

4.000mSTLB-Bau2026-04080362355206024390187157020416262021621203356001372306703728303586860524880028374051860622381019176306535407911810110164042136021747001-484-23YesEinfassung aus Winkelstützelementen, als Stahlbetonfertigteil, Festigkeitsklasse C 30/37 DIN 1045-2, Expositionsklasse XF4 (Frostangriff, hohe Wassersättigung mit Taumittel), Fußlänge/Höhe 100/180 cm, Baulänge 100 cm, Verkehrslast 5 kN/m2, Sichtflächen in Sichtbeton, mit geringen Anforderungen, Klasse SB 1-FT gemäß "Merkblatt Sichtbetonfertigteile", Sichtkanten gefast, Fertigteile engfugig verlegen, Ausführung ohne Fundament, Ausführung gemäß Zeichnung und Einzelbeschreibung,
Einzelbeschreibungs-Nr '
incl. Fundament aus Beton mit einer Zusammensetzung C 20/25 DIN EN 206-1 und DIN 1045-2, Dicke 20 cm,'
Hersteller und Typ '
Planungsgrundlage:
Stangl AG, Niederndorf 19
84478 Waldkraiburg
Telefon: +49 (0) 8638 / 9875-0
E-Mail: info@stanglag.de

'.........'

oder gleichwertig mit Nachweisen.
Bei Produktabweichung einzutragen.
Ohne Eintrag gilt das beschriebene Produkt als angeboten.
Abrechnung nach Aufmaß zzgl. Originallieferschein. Datiert und mit Angabe der Baustelle'.

Einfassung Winkelstützel. Stahlbeton XF4 100/180cm L100cm 5kN/m2

HAUS A EINGANG KIGA (L3)

5.000mSTLB-Bau2026-04080362355206024390187157020416262021621203356002792306703728303586860524880028374051860622381019176306535407911810110164042136021747001-484YesEinfassung aus Winkelstützelementen, als Stahlbetonfertigteil, Festigkeitsklasse C 30/37 DIN 1045-2, Expositionsklasse XF4 (Frostangriff, hohe Wassersättigung mit Taumittel), Fußlänge/Höhe 100/105 cm, Baulänge 100 cm, Verkehrslast 5 kN/m2, Sichtflächen in Sichtbeton, mit geringen Anforderungen, Klasse SB 1-FT gemäß "Merkblatt Sichtbetonfertigteile", Sichtkanten gefast, Fertigteile engfugig verlegen, Ausführung ohne Fundament, Ausführung gemäß Zeichnung und Einzelbeschreibung,
Einzelbeschreibungs-Nr '
incl. Fundament aus Beton mit einer Zusammensetzung C 20/25 DIN EN 206-1 und DIN 1045-2, Dicke 20 cm,'.

Einfassung Winkelstützel. Stahlbeton XF4 100/105cm L100cm 5kN/m2

1.000StSTLB-Bau2026-0408057026070014231200335520602439018715702041626202162120335600279180672830218606212015868605248800283740523810191763045354079317508210164042136015-484-23YesAußenecke einteilig, für Einfassung aus Winkelstützelementen, als Stahlbetonfertigteil, Festigkeitsklasse C 30/37 DIN 1045-2, Expositionsklasse XF4 (Frostangriff, hohe Wassersättigung mit Taumittel), Fußlänge/Höhe 100/105 cm, 90 Grad, Farbton grau, Sichtflächen in Sichtbeton, mit geringen Anforderungen, Klasse SB 1-FT gemäß "Merkblatt Sichtbetonfertigteile", Sichtkanten gefast, Fertigteile engfugig verlegen, Fundament wird gesondert vergütet, Ausführung gemäß Zeichnung und Einzelbeschreibung,
Einzelbeschreibungs-Nr '
incl. Fundament aus Beton mit einer Zusammensetzung C 20/25 DIN EN 206-1 und DIN 1045-2, Dicke 20 cm,'
Hersteller und Typ '
Planungsgrundlage:
Stangl AG, Niederndorf 19
84478 Waldkraiburg
Telefon: +49 (0) 8638 / 9875-0
E-Mail: info@stanglag.de

'.........'

oder gleichwertig mit Nachweisen.
Bei Produktabweichung einzutragen.
Ohne Eintrag gilt das beschriebene Produkt als angeboten.
Abrechnung nach Aufmaß zzgl. Originallieferschein. Datiert und mit Angabe der Baustelle'.

Außenecke Einfassung Winkelstützel. Stahlbeton C30/37 XF4 100/105cm 90Grad

1.000StSTLB-Bau2026-04080570260700163552060243901871570204162620216212033560031272830218606212015868605248800283740523810191763045354079317508210164042136015-484-23YesPassstück für Einfassung aus Winkelstützelementen, als Stahlbetonfertigteil, Festigkeitsklasse C 30/37 DIN 1045-2, Expositionsklasse XF4 (Frostangriff, hohe Wassersättigung mit Taumittel), Fußlänge/Höhe 50/100 cm, Farbton grau, Sichtflächen in Sichtbeton, mit geringen Anforderungen, Klasse SB 1-FT gemäß "Merkblatt Sichtbetonfertigteile", Sichtkanten gefast, Fertigteile engfugig verlegen, Fundament wird gesondert vergütet, Ausführung gemäß Zeichnung und Einzelbeschreibung,
Einzelbeschreibungs-Nr '
incl. Fundament aus Beton mit einer Zusammensetzung C 20/25 DIN EN 206-1 und DIN 1045-2, Dicke 20 cm,'
Hersteller und Typ '
Planungsgrundlage:
Stangl AG, Niederndorf 19
84478 Waldkraiburg
Telefon: +49 (0) 8638 / 9875-0
E-Mail: info@stanglag.de

'.........'

oder gleichwertig mit Nachweisen.
Bei Produktabweichung einzutragen.
Ohne Eintrag gilt das beschriebene Produkt als angeboten.
Abrechnung nach Aufmaß zzgl. Originallieferschein. Datiert und mit Angabe der Baustelle'.

Passstück Einfassung Winkelstützel. Stahlbeton C30/37 XF4 50/100cm

HAUS B TG-ABFAHRT (L4)

6.000mSTLB-Bau2026-0408036235520602439018715702041626202162120335600502306703728303586860524880028374051860622381019176306535407911810110164042136021747001-484-23YesEinfassung aus Winkelstützelementen, als Stahlbetonfertigteil, Festigkeitsklasse C 30/37 DIN 1045-2, Expositionsklasse XF4 (Frostangriff, hohe Wassersättigung mit Taumittel), Fußlänge/Höhe 70/105 cm, Baulänge 100 cm, Verkehrslast 5 kN/m2, Sichtflächen in Sichtbeton, mit geringen Anforderungen, Klasse SB 1-FT gemäß "Merkblatt Sichtbetonfertigteile", Sichtkanten gefast, Fertigteile engfugig verlegen, Ausführung ohne Fundament, Ausführung gemäß Zeichnung und Einzelbeschreibung,
Einzelbeschreibungs-Nr '
incl. Fundament aus Beton mit einer Zusammensetzung C 20/25 DIN EN 206-1 und DIN 1045-2, Dicke 20 cm,'
Hersteller und Typ '
Planungsgrundlage:
Stangl AG, Niederndorf 19
84478 Waldkraiburg
Telefon: +49 (0) 8638 / 9875-0
E-Mail: info@stanglag.de

'.........'

oder gleichwertig mit Nachweisen.
Bei Produktabweichung einzutragen.
Ohne Eintrag gilt das beschriebene Produkt als angeboten.
Abrechnung nach Aufmaß zzgl. Originallieferschein. Datiert und mit Angabe der Baustelle'.

Einfassung Winkelstützel. Stahlbeton XF4 70/105cm L100cm 5kN/m2

Entwässerung

100.000m2STLB-Bau2025-10010151728210174571901200701334020404101578050109363101141016401213601Horizontale Sickerschicht aus Mineralstoff für Flächen auf Bauwerken, Kies, Körnung 16/32, Schichtdicke 15 cm, Abrechnung in der Abwicklung der Bearbeitungsflächen.

Horizontale Sickerschicht Mineralstoff Flächen auf Bauwerk Kies D 15cm

NOPPENBAHN

100.000m2

Schutzlage für Abdichtung erdberührter Wände DIN 18533-1 und DIN 18533-2, aus Noppenbahn mit Gleit-, Schutz- und Lastverteilungsschicht, Schichtdicke 10 mm, lose verlegen, Überlappungsbreite 10 cm, Ausführung gemäß

punktweise kalt kleben,
Einbauhöhe ca. 0,60 m.

Abrechnung nach Aufmaß zzgl. Originallieferschein. Datiert und mit Angabe der Baustelle

Schutzlage Abdichtung Wand Noppenbahn D 10mm lose verlegen

150.000mYes

Schutzlage Dicke 8 mm und Höhe 500 mm liefern und oberflächenbündig einbauen.
Material: XPE Polyethylen-Schwerschauem mit mind. 70 kg/m³.
Materialbezeichnung: PLEXBAND 8/500 Trenn- und Schutzlage
Abmessungen: Dicke 8 mm
Höhe: 500 mm
Lieferform: Rollenware mit Länge 20m.
Einbau als Trenn- und Schutzlage im Anschlussbereich zwischen den Oberbauschichten der gepflasterten Flächen und den Gebäuden im Sockel- und Fassadenbereich liefern. Einbau gemäß Herstellervorschrift

Planungsgrundlage:

INNOPLEX GmbH / PLEXBAND TS Schutz- und Trennlage

Fasanenstraße 6
39590 Tangermünde

'........................................'

oder gleichwertig mit Nachweisen.

Bei Produktabweichung einzutragen.

Ohne Eintrag gilt das beschriebene Produkt als angeboten.

Abrechnung nach Aufmaß zzgl. Originallieferschein. Datiert und mit Angabe der Baustelle

Trenn- und Schutzlage aus XPE-Schwerschaum, Dicke 8 mm,

80.000m²Yes

Druckstabiles Drainagegitter, bestehend aus einem gitterförmigen Dränkörper aus PEHD und beidseitig auflaminierten Filtervliesstoffen, frei Baustelle liefern und auf der zu entwässernden Fläche nach Herstellerangabe einbauen. Die Überlappungen, Verschnitt, Windsicherung und Mehraufwendungen werden nicht gesondert vergütet, sondern sind in die Einheitspreise einzukalkulieren. Abgerechnet wird die überdeckte Fläche.

Oberflächenstruktur: beidseitig auflaminierte Vliesstoffe

Rollenbreite: 2,0 m

Rollenlänge: 50 m

Das Drainagegitter muss folgenden technischen Anforderungen genügen: Eigenschaften Drainagegitter:

Dicke bei 2 kPa gemäß DIN EN ISO 9863-1: 11,6 mm

Zugfestigkeit gemäß DIN EN ISO 10319:

MD (Tmax) 20 kN/m

CMD (Tmax) 20 kN/m

Wasserableitvermögen in der Ebene (qp); MD (hart/weich) gemäß DIN EN ISO 12958: i = 1

bei 20 kPa 2,30 l/(m x s)

bei 100 kPa 1,80 l/(m x s)

bei 200 kPa 1,50 l/(m x s)

Mechanische Eigenschaften Verbundstoff:

Flächenbezogene Masse (ρA) gemäß DIN EN ISO 9864: 1.700 g/m² Stempeldurchdrückkraft (x - s) (Fp) gemäß DIN EN ISO 12236: 3.000 N Dynamischer Durchschlagversuch gemäß EN ISO 13433: 6 mm Das Drainagegitter verfügt über Nachweise einer Eigenüberwachung und eine CE-Kennzeichnung.

Planungsgrundlage: BEDRAIN VGV 3 PLUS

BECO Bermüller & Co. GmbH,

Rotterdamer Straße 7,

90451 Nürnberg

'........................................'

oder gleichwertig mit Nachweisen.

Bei Produktabweichung einzutragen.

Ohne Eintrag gilt das beschriebene Produkt als angeboten.

Abrechnung nach Aufmaß zzgl. Originallieferschein. Datiert und mit Angabe der Baustelle

Druckstabiles Drainagegitter, bestehend aus einem

EINGANGSGITTERROSTE

1.000StSTLB-Bau2026-040172851124001212390710300011126640177240112410172136015Vom AN sind folgende Zeichnungen anzufertigen: Ausführungszeichnungen einschl. Übersichts- und Detailzeichnungen, in Papierform und auf Datenträger, in den Datenformaten DXF und PDF.

Zeichnungen anfertigen Ausführungszeichnung

YesRef1.000pschYes

Gitterrost (G1) Sonderanfertigung nach Aufmaß auf unterbauter Fläche L/B = 620/120 cm, Kategorie C3

, bestehend aus:

Auflagerrahmen, mit möglicher Auskragung

vierseitig mit notwendigen Auflagern

aus Betonbordstein DIN EN 1340

Qualität DTI DIN 483- T 10 x 20

Bettung Beton C12/15, Dicke 15 cm

mit zweiseitiger Rückenstütze,

Breite 10 cm, Höhe 15 cm, Borde engfugig verlegt.

Außenmaß Auflagerrahmen L/B: ca. 620/120 cm,

einschl. erforderlicher Anpassungsmaßnahmen/Schnitte.

anfallendes Material wird Eigentum des AN und ist einer

Wiederverwertung zuzuführen.

Zwischen Fassade und Betonbordstein ist ein

Plexband L/H ca. 300/50 mm einzulegen

Schüttung Rollkies 16/32 + Vlies + Basalt 8/16

analog der sep. Positionen

Zarge,

Außenmaß L/B: ca. 620/120 cm

aus winkligem L-Stahl 45/45/5 , rundkantig,

mit notwendiger Bohrungen zur Befestigung auf dem Auflager,

einschl. Befestigung mit geeigneter Verschraubung und

Verdübelung.

Alle Teile Feuerverzinkt DIN 50976./DIN EN ISO 12944

Schraub- und Dübelmaterial Edelstahl

Einpressgitterrost

feuerverzinkt DIN 50976,

Rosthöhe 40 mm, Maschenweite 30/10 mm, Tragstab 40/3mm

Maschenlängenmaß parallel zur langen Rostseite,

Füllstäbe zur Rutschhemmung (R11) halbmondförmig

ausgeklinkt,

Rostaußenmaß L/B: passend in Zarge L/B ca. 620/120(TS) cm.

Rostteilung: 6x L ca. 102 cm,

Roste miteinander verschraubt. belastbar für eine flächige Nutzlast von qk=5,0kN/m², oder eine mittig wirkende Einzellast von Qk=4,0kN. sichern gegen Herausheben

Zwischen Zarge und Gitterrost ist als Auflager ein

Neoprenband einzulegen.

Ausführung analog freigegebener Zeichnung durch AN.

Fertigung erst nach örtlichem Aufmaß

Planungsvorschlag Gitterrost:

Högel Studiotechnik GmbH

Furtweg 21

85716 Unterschleißheim

E-Mail: info@hoegel-studiotechnik.de

Telefon: +49 (0)89 374 77 99 0

Telefax: +49 (0)89 317 49 12

Martin Hoffmann

martin.hoffmann@hoegel-studiotechnik.de

'........................................'

oder gleichwertig mit Nachweisen.

Bei Produktabweichung einzutragen.

Ohne Eintrag gilt das beschriebene Produkt als angeboten.

Abrechnung nach Aufmaß zzgl. Originallieferschein. Datiert und mit Angabe der Baustelle

Gitterrost (G1) Fußabstreifrost 620/120cm

YesRep1.000pschYes

Gitterrost (G2) L/B = 195/120 cm mittiges Auflager,

Zarge, 1-teilig, Außenmaß L/B: ca. 195/120 cm,

Einpressgitterrost, 2-teilig, Rostaußenmaß L/B: passend

in Zarge L/B ca. 195/120 cm.

Ausführung analog freigegebener Zeichnung durch AN.

Fertigung erst nach örtlichem Aufmaß

Planungsvorschlag Gitterrost:

Högel Studiotechnik GmbH

Furtweg 21

85716 Unterschleißheim

E-Mail: info@hoegel-studiotechnik.de

Telefon: +49 (0)89 374 77 99 0

Telefax: +49 (0)89 317 49 12

Martin Hoffmann

martin.hoffmann@hoegel-studiotechnik.de

'........................................'

oder gleichwertig mit Nachweisen.

Bei Produktabweichung einzutragen.

Ohne Eintrag gilt das beschriebene Produkt als angeboten.

Abrechnung nach Aufmaß zzgl. Originallieferschein. Datiert und mit Angabe der Baustelle

Gitterrost (G2) Fußabstreifrost 200/120cm

YesRep1.000pschYes

Gitterrost (G3) L/B = 170/137 cm

Zarge, 1-teilig, Außenmaß L/B: ca. 170/137 cm,

Einpressgitterrost, 2-teilig, Rostaußenmaß L/B: passend

in Zarge L/B ca. 170/137 cm.

1 St. Ausklinkung randlich ca. 17/25 cm

Ausführung analog freigegebener Zeichnung durch AN.

Fertigung erst nach örtlichem Aufmaß

Planungsvorschlag Gitterrost:

Högel Studiotechnik GmbH

Furtweg 21

85716 Unterschleißheim

E-Mail: info@hoegel-studiotechnik.de

Telefon: +49 (0)89 374 77 99 0

Telefax: +49 (0)89 317 49 12

Martin Hoffmann

martin.hoffmann@hoegel-studiotechnik.de

'........................................'

oder gleichwertig mit Nachweisen.

Bei Produktabweichung einzutragen.

Ohne Eintrag gilt das beschriebene Produkt als angeboten.

Abrechnung nach Aufmaß zzgl. Originallieferschein. Datiert und mit Angabe der Baustelle

Gitterrost (G3) Fußabstreifrost 170/137cm

YesRep1.000pschYes

Gitterrost (G4) L/B = 145/120 cm

mittiges Auflager,

Zarge, 1-teilig, Außenmaß L/B: ca. 145/120 cm,

Einpressgitterrost, 2-teilig, Rostaußenmaß L/B: passend

in Zarge L/B ca. 145/120 cm.

Planungsvorschlag Gitterrost:

Högel Studiotechnik GmbH

Furtweg 21

85716 Unterschleißheim

E-Mail: info@hoegel-studiotechnik.de

Telefon: +49 (0)89 374 77 99 0

Telefax: +49 (0)89 317 49 12

Martin Hoffmann

martin.hoffmann@hoegel-studiotechnik.de

'........................................'

oder gleichwertig mit Nachweisen.

Bei Produktabweichung einzutragen.

Ohne Eintrag gilt das beschriebene Produkt als angeboten.

Abrechnung nach Aufmaß zzgl. Originallieferschein. Datiert und mit Angabe der Baustelle

Gitterrost (G4) Fußabstreifrost 145/120cm

YesRep1.000pschYes

Gitterrost (G5) L/B = 355/135cm

mittiges Auflager mit Betonleistenstein + FL 60/5,

Zarge, 1-teilig, Außenmaß L/B: ca. 355/135cm,

Einpressgitterrost, 3-teilig, Rostaußenmaß L/B: passend

in Zarge L/B ca. 145/120 cm.

2 St. Ausklinkung randlich ca. 19/24 cm

Planungsvorschlag Gitterrost:

Högel Studiotechnik GmbH

Furtweg 21

85716 Unterschleißheim

E-Mail: info@hoegel-studiotechnik.de

Telefon: +49 (0)89 374 77 99 0

Telefax: +49 (0)89 317 49 12

Martin Hoffmann

martin.hoffmann@hoegel-studiotechnik.de

'........................................'

oder gleichwertig mit Nachweisen.

Bei Produktabweichung einzutragen.

Ohne Eintrag gilt das beschriebene Produkt als angeboten.

Abrechnung nach Aufmaß zzgl. Originallieferschein. Datiert und mit Angabe der Baustelle

Gitterrost (G5) Fußabstreifrost 355/135cm

VERBAU

100.000m2STLB-Bau2025-100067365512023632040551505055160583767060210840121085071016401213601Regelausführung des Senkrechten Verbaus (Senkrechter Normverbau) DIN 4124 für Graben, herstellen und wieder rückbauen, Höhe über 1,75 bis 2 m, Breite der Sohle zwischen den Bekleidungen über 1 bis 1,5 m, eine Bodengruppe, Bodengruppe 1 GU DIN 18196 (Kies-Schluff-Gemisch).

Senkr.Normverbau Graben herstellen rückbauen H 1,75-2m

Sohlen-B 1-1,5m GU

100.000m2STLB-Bau2025-100067365512023632040551505555160583767060210840121085071016401213601Regelausführung des Senkrechten Verbaus (Senkrechter Normverbau) DIN 4124 für Graben, herstellen und wieder rückbauen, Höhe über 2 bis 2,5 m, Breite der Sohle zwischen den Bekleidungen über 1 bis 1,5 m, eine Bodengruppe, Bodengruppe 1 GU DIN 18196 (Kies-Schluff-Gemisch).

Senkr.Normverbau Graben herstellen rückbauen H 2-2,5m

Sohlen-B 1-1,5m GU

100.000m2STLB-Bau2025-100067365512023632040551506055160583767060210840121085071016401213601Regelausführung des Senkrechten Verbaus (Senkrechter Normverbau) DIN 4124 für Graben, herstellen und wieder rückbauen, Höhe über 2,5 bis 3 m, Breite der Sohle zwischen den Bekleidungen über 1 bis 1,5 m, eine Bodengruppe, Bodengruppe 1 GU DIN 18196 (Kies-Schluff-Gemisch).

Senkr.Normverbau Graben herstellen rückbauen H 2,5-3m

Sohlen-B 1-1,5m GU

100.000m2STLB-Bau2025-100067365512023632040551506555160583767060210840121085071016401213601Regelausführung des Senkrechten Verbaus (Senkrechter Normverbau) DIN 4124 für Graben, herstellen und wieder rückbauen, Höhe über 3 bis 3,5 m, Breite der Sohle zwischen den Bekleidungen über 1 bis 1,5 m, eine Bodengruppe, Bodengruppe 1 GU DIN 18196 (Kies-Schluff-Gemisch).

Senkr.Normverbau Graben herstellen rückbauen H 3-3,5m

Sohlen-B 1-1,5m GU

LEITUNGEN

150.000mSTLB-Bau2025-1000937192320045138901127700742030265610035135320619033031903401560502926280333490048132870113285031328601132840323370230800198306202211016401213602Abwasserkanal aus PP (Polypropylen)-Rohren DIN EN 1852-1, homogenes Vollwandrohr, für Regenwasser, DN/OD 110, Verlegung DIN EN 1610 in vorh. geböschtem Graben, Grabentiefe über 1,25 bis 1,75 m, einschl. Bettung Typ 1, Dicke der unteren Bettungsschicht mind. 10 cm, aus Sand, obere Bettungsschicht aus Sand, Dicke der oberen Bettungsschicht gemäß beiliegender statischer Berechnung.

Abwasserkanal PP homogen Regenwasser OD DN110 Graben abgeböscht T 1,25-1,75m Bettung Typ 1 Bettungs-D 10cm Sand ob. Schicht Sand

10.000mSTLB-Bau2025-100093719232004513890112770022030265610035135320619033031903401560502926280333490048132870113285031328601132840323370230800198306202211016401213602Abwasserkanal aus PP (Polypropylen)-Rohren DIN EN 1852-1, homogenes Vollwandrohr, für Regenwasser, DN/OD 125, Verlegung DIN EN 1610 in vorh. geböschtem Graben, Grabentiefe über 1,25 bis 1,75 m, einschl. Bettung Typ 1, Dicke der unteren Bettungsschicht mind. 10 cm, aus Sand, obere Bettungsschicht aus Sand, Dicke der oberen Bettungsschicht gemäß beiliegender statischer Berechnung.

Abwasserkanal PP homogen Regenwasser OD DN125 Graben abgeböscht T 1,25-1,75m Bettung Typ1 Bettungs-D 10cm Sand ob.Schicht Sand

60.000mSTLB-Bau2025-1000937192320045138901127700242030265610035135320619033031903401560502926280333490048132870113285031328601132840323370230800198306202211016401213602Abwasserkanal aus PP (Polypropylen)-Rohren DIN EN 1852-1, homogenes Vollwandrohr, für Regenwasser, DN/OD 160, Verlegung DIN EN 1610 in vorh. geböschtem Graben, Grabentiefe über 1,25 bis 1,75 m, einschl. Bettung Typ 1, Dicke der unteren Bettungsschicht mind. 10 cm, aus Sand, obere Bettungsschicht aus Sand, Dicke der oberen Bettungsschicht gemäß beiliegender statischer Berechnung.

Abwasserkanal PP homogen Regenwasser OD DN160 Graben abgeböscht T 1,25-1,75m Bettung Typ 1 Bettungs-D 10cm Sand ob. Schicht Sand

50.000mSTLB-Bau2025-100093719232004513890112770042030265610035135320619033031903401560502926280333490048132870113285031328601132840323370230800198306202211016401213602Abwasserkanal aus PP (Polypropylen)-Rohren DIN EN 1852-1, homogenes Vollwandrohr, für Regenwasser, DN/OD 200, Verlegung DIN EN 1610 in vorh. geböschtem Graben, Grabentiefe über 1,25 bis 1,75 m, einschl. Bettung Typ 1, Dicke der unteren Bettungsschicht mind. 10 cm, aus Sand, obere Bettungsschicht aus Sand, Dicke der oberen Bettungsschicht gemäß beiliegender statischer Berechnung.

Abwasserkanal PP homogen Regenwasser OD DN200 Graben abgeböscht T 1,25-1,75m Bettung Typ 1 Bettungs-D 10cm Sand ob. Schicht Sand

10.000mSTLB-Bau2025-100093719232004513890112770052030265610035135320619033031903401560502926280333490048132870113285031328601132840323370230800198306202211016401213602Abwasserkanal aus PP (Polypropylen)-Rohren DIN EN 1852-1, homogenes Vollwandrohr, für Regenwasser, DN/OD 250, Verlegung DIN EN 1610 in vorh. geböschtem Graben, Grabentiefe über 1,25 bis 1,75 m, einschl. Bettung Typ 1, Dicke der unteren Bettungsschicht mind. 10 cm, aus Sand, obere Bettungsschicht aus Sand, Dicke der oberen Bettungsschicht gemäß beiliegender statischer Berechnung.

Abwasserkanal PP homogen Regenwasser OD DN250 Graben abgeböscht T 1,25-1,75m Bettung Typ 1 Bettungs-D 10cm Sand ob. Schicht Sand

50.000mSTLB-Bau2025-100093719232004513890112770077203019756100241353206190330319034015605029262803334900481328701132850313286011328403233702230800198306202211016401213602Abwasserkanal aus PP (Polypropylen)-Rohren DIN EN 1852-1, homogenes Vollwandrohr, für Regenwasser, mit Steckverbindung, Rohrende mit Muffe, DN/OD 315, Verlegung DIN EN 1610 in vorh. geböschtem Graben, Grabentiefe über 1,75 bis 4 m, einschl. Bettung Typ 1, Dicke der unteren Bettungsschicht mind. 10 cm, aus Sand, obere Bettungsschicht aus Sand, Dicke der oberen Bettungsschicht gemäß beiliegender statischer Berechnung.

Abwasserkanal PP homogen Regenwasser Steckverbindung OD DN315 Graben abgeböscht T 1,75-4m Bettung Typ1 Bettungs-D 10cm Sand ob.Schicht Sand

80.000St

Bogen aus PP-OD als Zulage,

in Grad 15 bis 90,

DN 110-250.

Bogen aus PP-MD als Zulage

20.000St

Bogen, Formstück aus PP (Polypropylen) DIN EN 1852-1,

homogenes Vollwandrohr, für Abwasserkanal, für

Regenwasser, 30-45 Grad, Steckverbindung, Rohrende mit

Muffe, DN 110.

Bogen PP homogen Abwasserkanal 45Grad DN110

2.000St

Bogen, Formstück aus PP (Polypropylen) DIN EN 1852-1,

homogenes Vollwandrohr, für Abwasserkanal, für

Regenwasser, 30-45 Grad, Steckverbindung, Rohrende mit

Muffe, DN 160

Bogen PP homogen Abwasserkanal 30-45Grad DN160

3.000St

Bogen, Formstück aus PP (Polypropylen) DIN EN 1852-1,

homogenes Vollwandrohr, für Abwasserkanal, für

Regenwasser, 30-45 Grad, Steckverbindung, Rohrende mit

Muffe, DN 200.

Bogen PP homogen Abwasserkanal 3045Grad DN200

3.000St

Bogen, Formstück aus PP (Polypropylen) DIN EN 1852-1,

homogenes Vollwandrohr, für Abwasserkanal, für

Regenwasser, 30-45 Grad, Steckverbindung, Rohrende mit

Muffe, DN 250.

Bogen PP homogen Abwasserkanal 30-45Grad DN250

3.000St

Bogen, Formstück aus PP (Polypropylen) DIN EN 1852-1,

homogenes Vollwandrohr, für Abwasserkanal, für

Regenwasser, 30-45 Grad, Steckverbindung, Rohrende mit

Muffe, DN 315.

Bogen PP homogen Abwasserkanal 45Grad DN315

40.000St

Abzweig aus PP-MD,

als Zulage,

DN 150/150, 100/100 und 150/100.

Abzweig aus PP-MD

10.000Stüc

Einfachabzweig KGEA aus PVC-U als Zulage,

45 Grad, DN 110 / 110.

Einschl. Einbau in vorh. Entwässerungsleitung DN 110.

Abzweig als Zulage DN 110/110

10.000Stüc

Einfachabzweig KGEA aus PVC-U als Zulage,

45 Grad, DN 160 / 110.

Einschl. Einbau in vorh. Entwässerungsleitung DN 160.

Abzweig als Zulage DN 160/110

5.000Stüc

Einfachabzweig KGEA aus PVC-U als Zulage,

45 Grad, DN 160/160

Einschl. Einbau in vorh. Entwässerungsleitung DN 150.

Abzweig als Zulage DN 160/160

5.000Stüc

Einfachabzweig KGEA aus PVC-U als Zulage,

45 Grad, DN 200 / 160.

Einschl. Einbau in vorh. Entwässerungsleitung DN 200.

Abzweig als Zulage DN 200/160

5.000Stüc

Einfachabzweig KGEA aus PVC-U als Zulage,

45 Grad, DN 200 / 110.

Einschl. Einbau in vorh. Entwässerungsleitung DN 200.

Abzweig als Zulage DN 200/110

3.000Stüc

Einfachabzweig KGEA aus PVC-U als Zulage,

45 Grad, DN 315 / 125 incl. Übergangsstück

Einschl. Einbau in vorh. Entwässerungsleitung DN 315.

Abzweig als Zulage DN 315/125

HOFSINKKASTEN

Ref3.000pschYes

Hofablauf DIN EN 124/1236 liefern

und höhen- und fluchtgerecht versetzen

auf Betonfundament C30/37, L/B/H 50/50/15 cm,

incl. Erdarbeitn.

Verdrängten Boden im Baubereich einplanieren.

Punkteinlauf, 2-teilig, aus faserbewehrtem Beton, mit umlaufender Zarge aus verzinktem Stahl, mit integriertem Rohranschluss DN/OD 160, mit Geruchsverschluss,

mit Schmutzfangeimer aus Kunststoff und Gitterrost MW 30/10 mm, verzinkt, mit schraublosem

Schnellverschluss

Belastungsklasse A 15 - B 125,

LxBxH 400x400x1002 mm,

Ablauf an Leitung anschließen Ausführung gemäß Hersteller

Planungsgrundlage:

FASERFIX POINT KS 40/40 -Art.Nr. 11158

Hauraton GmbH & Co KG
Werkstrasse 13
D-76437 Rastatt

'........................................'

oder gleichwertig mit Nachweisen.

Bei Produktabweichung einzutragen.

Ohne Eintrag gilt das beschriebene Produkt als angeboten.

Abrechnung nach Aufmaß zzgl. Originallieferschein. Datiert und mit Angabe der Baustelle

Punkteinlauf, 2-teilig, aus faserbewehrtem Beton,

Rep3.000pschYes

GUGI-Guss-Gitterrost MW 15/25 mm aus Sphäroguss

EN-GJS, schwarz, mit schraublosem Schnellverschluss

Belastungsklasse A 15 - E 600,

LxBxH 400x400x1002 mm

Planungsgrundlage:

FASERFIX POINT KS 40/40 -Art.Nr. 11160

Hauraton GmbH & Co KG
Werkstrasse 13
D-76437 Rastatt

'........................................'

oder gleichwertig mit Nachweisen.

Bei Produktabweichung einzutragen.

Ohne Eintrag gilt das beschriebene Produkt als angeboten.

Abrechnung nach Aufmaß zzgl. Originallieferschein. Datiert und mit Angabe der Baustelle

Punkteinlauf, 2-teilig, aus faserbewehrtem Beton, mit

RINNE TG

18.000mYes

Rinne entsprechend DIN EN 1433 und DIN 19580

liefern, einbauen

Rinnenunterteil aus faserbewehrtem Beton, Belastungsklasse A 15 - F 900 nach DIN 19580/EN 1433, CE-konform, mit Innengefälle, mit verzinkter Stahlzarge und schraublosem Schnellverschluss SIDE-LOCK, 8-fache Arretierung, ohne Querstege in der Rinnenleitung, mit Dichtungsfalz, L/B/H 1000x160x194 mm,

liefern und unter Beachtung der Einbauhinweise des Herstellers verlegen.

Abdeckung

Guss-Längsstabrost aus Sphäroguss EN-GJS, Stababstand 9 mm, KTL-beschichtet,

Belastungsklasse A 15 - C 250 nach DIN 19580/EN 1433, CE-konform, 4-fache Arretierung,

Baulänge 2x500 mm,

Planungsgrundlage:

FASERFIX KS 100 Typ 5 Art.Nr. 8005

KS 100 -Art.-Nr. 8875

Hauraton GmbH & Co KG
Werkstrasse 13
D-76437 Rastatt

'........................................'

oder gleichwertig mit Nachweisen.

Bei Produktabweichung einzutragen.

Ohne Eintrag gilt das beschriebene Produkt als angeboten.

Abrechnung nach Aufmaß zzgl. Originallieferschein. Datiert und mit Angabe der Baustelle

Rinne entsprechend DIN EN 1433 und DIN 19580, 160/190 mm

8.000StkYes

Stirnwand passend zur Rinne bevor Typ 1 - 10 geschlossen, verzinkt, für Rinnenanfang/Rinnenende,

Planungsgrundlage:

FASERFIX KS 100 -

Typ 1 - 10, Art.-Nr. 8082

Hauraton GmbH & Co KG
Werkstrasse 13
D-76437 Rastatt

'........................................'

oder gleichwertig mit Nachweisen.

Bei Produktabweichung einzutragen.

Ohne Eintrag gilt das beschriebene Produkt als angeboten.

Abrechnung nach Aufmaß zzgl. Originallieferschein. Datiert und mit Angabe der Baustelle

Stirnwand geschlossen, verzinkt,

8082

Stirnwand geschlossen, verzinkt,

4.000StkYes

Einlaufkasten passend zur Rinne davor mit Kunststoffeimer, 0,5 m aus faserbewehrtem - Beton, Belastungsklasse A 15 - F 900 nach DIN 19580/EN 1433, CE-konform, mit verzinkter Stahlzarge und schraublosem Schnellverschluss SIDE-LOCK, 4-fache Arretierung, 2-seitige Kanalanschlussmöglichkeit (stirnseitig DN/OD 110/160, seitlich DN/OD 160), seitlich mit integrierter KG-Muffe DN/OD 160, mit herausnehmbarem verzinktem Eimer, für den beidseitigen Anschluss von allen Rinnentypen KS 150, L/B/H 500x210x600

Abdeckung

Guss-Längsstabrost aus Sphäroguss EN-GJS, Stababstand 9 mm, KTL-beschichtet,

Belastungsklasse A 15 - C 250 nach DIN 19580/EN 1433, CE-konform, 4-fache Arretierung,

Baulänge 500 mm,

Planungsgrundlage:

FASERFIX KS 150 -

Typ 1 - 10, Art.-Nr. 22052

KS 100 -Art.-Nr. 8875

Hauraton GmbH & Co KG
Werkstrasse 13
D-76437 Rastatt

'........................................'

oder gleichwertig mit Nachweisen.

Bei Produktabweichung einzutragen.

Ohne Eintrag gilt das beschriebene Produkt als angeboten.

Abrechnung nach Aufmaß zzgl. Originallieferschein. Datiert und mit Angabe der Baustelle

Einlaufkasten aus faserbewehrtem Beton,

22052

Einlaufkasten aus faserbewehrtem Beton,

RINNEN ZW KRIPPE + KITA

10.000mYes

Rinne entsprechend DIN EN 1433 und DIN 19580

liefern, einbauen

liefern und unter Beachtung der Einbauhinweise des Herstellers verlegen.

Abdeckung

Gitterrost MW 30/10 mm, verzinkt, mit Längsschubsicherung, Belastungsklasse A 15 - C 250 nach DIN 19580/EN 1433, CE-konform, 8-fache Arretierung, Baulänge 1000 mm

Planungsgrundlage:

FASERFIX KS 100 Typ 5 Art.Nr. 8005

KS 100 -Art.-Nr. 8154

Hauraton GmbH & Co KG
Werkstrasse 13
D-76437 Rastatt

'........................................'

oder gleichwertig mit Nachweisen.

Bei Produktabweichung einzutragen.

Ohne Eintrag gilt das beschriebene Produkt als angeboten.

Abrechnung nach Aufmaß zzgl. Originallieferschein. Datiert und mit Angabe der Baustelle

Rinne entsprechend DIN EN 1433 und DIN 19580, 160/190 mm

4.000StkYes

Stirnwand passend zur Rinne bevor Typ 1 - 10 geschlossen, verzinkt, für Rinnenanfang/Rinnenende,

Planungsgrundlage:

FASERFIX KS 100 -

Typ 1 - 10, Art.-Nr. 8082

Hauraton GmbH & Co KG
Werkstrasse 13
D-76437 Rastatt

'........................................'

oder gleichwertig mit Nachweisen.

Bei Produktabweichung einzutragen.

Ohne Eintrag gilt das beschriebene Produkt als angeboten.

Abrechnung nach Aufmaß zzgl. Originallieferschein. Datiert und mit Angabe der Baustelle

Stirnwand geschlossen, verzinkt,

8082

Stirnwand geschlossen, verzinkt,

2.000StkYes

Planungsgrundlage:

FASERFIX KS 150 -

Typ 1 - 10, Art.-Nr. 22052

Hauraton GmbH & Co KG
Werkstrasse 13
D-76437 Rastatt

'........................................'

oder gleichwertig mit Nachweisen.

Bei Produktabweichung einzutragen.

Ohne Eintrag gilt das beschriebene Produkt als angeboten.

Abrechnung nach Aufmaß zzgl. Originallieferschein. Datiert und mit Angabe der Baustelle

Einlaufkasten aus faserbewehrtem Beton,

22052

Einlaufkasten aus faserbewehrtem Beton,

FASSADENRINNEN

45.000mYes

Flachrinne entsprechend DIN EN 1433 und DIN 19580

liefern, einbauen

Rinnenkörper

aus korrosionsgeschütztem verzinktem Stahl, begehbar

und rollstuhlbefahrbar, Rostauflage nach innen gekantet, mit beidseitiger Perforierung sowie

integrierter Perforation im Sohlbereich zum bauseitigen Ausstanzen für Kanalanschlussstutzen

DN/OD 110, L/B/H 1000x135x45 mm incl. Schraubstutzen

Abdeckung :

Gitterrost MW 30/10 mm, verzinkt, Belastungsklasse A 15, mit 2-facher Verschraubungsmöglichkeit, Baulänge 1000 mm

Planungsvorschlag:

DACHFIX STEEL 155 - Rinne Typ 75, Art.-Nr. 65225

DACHFIX STEELFIX REGULAR 155 Art.-Nr. 69002

PVC-Schraubstutzen DN/OD 100 Art.-Nr. 1185

Hauraton GmbH & Co KG
Werkstrasse 13
D-76437 Rastatt

'........................................'

oder gleichwertig mit Nachweisen.

Bei Produktabweichung einzutragen.

Ohne Eintrag gilt das beschriebene Produkt als angeboten.

Abrechnung nach Aufmaß zzgl. Originallieferschein. Datiert und mit Angabe der Baustelle

Flachrinne entsprechend DIN EN 1433 und DIN 19580, 115/45 mm

10.000StYes

Ablaufbox mit auspflasterbarer Wanne BH 5 cm als Revisionskasten, Innenwanne Höhe 50 mm, mit Schraubstutzen DN/OD 110 grau und Blinddeckel verzinkt,

für DACHFIX STEEL Typ 155,

Material Stahl bandverzinkt, gekantet und genietet,

überkragende Konstruktion, zur Einhaltung der

Flachdachrichtlinie und DIN 18195 Teil 9, t=1,5mm,

in Anlehnung an Belastungsklasse A15 begehbar,

rollstuhlbefahrbar, mit Auflageflanschen innen

allseitig als Rostauflage, 1-fach verschraubbar

zur Rinnenkonstruktion, Anschluss senkrecht sowie

waagerecht mit Schraubstutzen DN/OD 110 möglich,

L/B/H 250x250x250 mm, Art.Nr. Sonderbau Lieferzeit 4

Wochen

liefern und unter Beachtung der Einbauhinweise des Herstellers einbauen.

Art:Dachfix Steel Ablauf Box

Belastungklasse:A15, rollstuhlbefahrbar

Breite:300 mm

Höhe:300 mm

Länge:250 mm

Einbauort:Terrassen

Abdeckung :

Gitterrost MW 30/10 mm, verzinkt, Belastungsklasse A 15, mit 2-facher Verschraubungsmöglichkeit, 290/290/20 mm

Planungsgrundlage:

Hersteller/Typ

DACHFIX STEEL Ablaufbox 350Typ 155,Art. Nr. 33435

Gitterrost -Art.-Nr. 65327

Hauraton GmbH & Co KG
Werkstrasse 13
D-76437 Rastatt

'........................................'

oder gleichwertig mit Nachweisen.

Bei Produktabweichung einzutragen.

Ohne Eintrag gilt das beschriebene Produkt als angeboten.

Abrechnung nach Aufmaß zzgl. Originallieferschein. Datiert und mit Angabe der Baustelle

Ablaufbox mit auspflasterbarer Wanne BH 5 cm

FASSADENRINNEN SEGMENTE

5.000m

Zulage für Ausbildung der Rinnen der vorh. Position in Segmentstücken

Zulage für Ausbildung der Rinnen der vorh. in Segmentstücken

SCHLITZRINNE

23.000mYes

Rinne entsprechend DIN EN 1433 und DIN 19580

liefern, einbauen

liefern und unter Beachtung der Einbauhinweise des Herstellers verlegen.

Abdeckung

Schlitzabdeckung SW 12 mm, Halshöhe 160 mm, verzinkt, asymmetrisch, mit integriertem,

vollflächigem Verbinder, Kl. C 250

Planungsgrundlage:

FASERFIX KS 100 Typ 5 Art.Nr. 8005

Schlitzabdeckung SW 12 mm -Art.-Nr. 32249

Hauraton GmbH & Co KG
Werkstrasse 13
D-76437 Rastatt

'........................................'

oder gleichwertig mit Nachweisen.

Bei Produktabweichung einzutragen.

Ohne Eintrag gilt das beschriebene Produkt als angeboten.

Abrechnung nach Aufmaß zzgl. Originallieferschein. Datiert und mit Angabe der Baustelle

Rinne entsprechend DIN EN 1433 und DIN 19580

RIGOLE 1

Die Baumaßnahme wird durch einen vom Auftraggeber beauftragten Privaten Sachverständigen in der Wasserwirtschaft (PSW) begleitet. Der Auftragnehmer hat die hierfür erforderlichen Mitwirkungs-, Dokumentations- und Nachweispflichten zu erfüllen.

Die Baumaßnahme wird durch PSW begleitet

150.000m3

Boden für Rigole 1, Bereich vor Bauteil E , Bodenklassen 3 bis 5

DIN 18300, Boden mit unterschiedlichen Bodenklassen,
ab Zwischensohle, profilgerecht lösen und seitlich lagern, Arbeiten mit Gerät, mit geböschten Wänden, Aushubtiefe bis 2,70 m, Breite über 5 bis 6 m, Länge über 10 bis 15 m, Mengenermittlung nach Aufmaß an der Entnahmestelle.

Boden Rigole 1 BK3-5 lösen lagern mit Gerät T bis 2,70m

3.000m3

Boden Bodenklassen 3 bis 5 DIN 18300,

wie vor, jedoch
Arbeiten von Hand.

Boden BK3-5 lösen lagern Handarbeit T bis 0,6m

50.000m3STLB-Bau2026-0400253937010136320290370202036960203369701763941051170302785069786021161620278301161600211568103721830163698010211220121082012108301216680121084012108507227120122711012271001211020921779012110401010164012136031293203Boden der Baugrube für Schächte, ab Geländeoberfläche, profilgerecht lösen, direkt laden, Verbau wird gesondert vergütet, Arbeiten mit Gerät, auf LKW des AN laden, transportieren, entsorgen, Vergütung der Entsorgung übernimmt AN, Abfall ist nicht gefährlich, Zuordnung LAGA Z 0* (Bodenmaterial, das für die Verfüllung von Abgrabungen unterhalb der durchwurzelten Bodenschicht verwertet wird), Abfallschlüssel nach AVV (Abfallverzeichnis-Verordnung) 170504 Boden/Stein, zum Lager oder zur Anlage nach Wahl des AN, Aushubgrundfläche über 4 bis 5 m2, Aushubtiefe bis 3 m,
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 1 m,
Baumaßnahme der Geotechnischen Kategorie 1 DIN 4020,
- Konsistenz DIN EN ISO 14688-1 fest.

Boden Baugrube Schächte lösen mit Gerät laden transp. LKW AN entsorgen Vergüt.Entsorg. AN AVV170504 Grundfläche 4-5m2 T bis 3m GU

138.000StckYes

Füllkörperelement aus PP,

geprüft duch MFPA Leipzig, Farbe: schwarz,

Brutto-Volumen: 450 l, Netto-Volumen: 432 l,

Inspektionstunnel offen,

Möglichkeit zum seitlichen Rohranschluss für

DN 100, DN 150, DN 200, DN 250 und DN 300,

Abmessungen (L x B x H): 75 x 75 x 80 cm,

bestehend aus zwei modularen Stapelelementen,

vor Ort zusammenzusetzen, Einbau und Verlegung sind

entsprechend der Einbauanleitung des Herstellers

auszuführen.

Liefern und fachgerecht einbauen

Planungsgrundlage:

aquioo GmbH, Lunaweg 12, 93055 Regensburg,

Tel. 094170553975, Fax 0941 70553974, info@aquioo.de,

www.aquioo.de, Fabrikat: aquioo, Produkt: aquiooBlock

'........................................'

oder gleichwertig mit Nachweisen.

Bei Produktabweichung einzutragen.

Ohne Eintrag gilt das beschriebene Produkt als angeboten.

Abrechnung nach Aufmaß zzgl. Originallieferschein. Datiert und mit Angabe der Baustelle

Füllkörperelement aus PP,

1.000StSTLB-Bau2026-0400947463480164900172149290410699011492001149190114918018612013869103180260187190135701135201149300786220264590354823001014917081491604201591491308149120487150214909088716042386420034022003105200370520160200350220032052003801220161200360197750201492802162440402308002010164022136015YesSchacht aus Beton-/Stahlbetonfertigteilen DIN EN 1917, DIN 4034-1, Typ 2, rund, DN 1000, als Absturzschacht als Fallschacht, mit Schachtunterteil, Schachtringen/Schachtrohr, Abdeckplatte, Auflageringen, Bauteilverbindung mit Dichtungen aus Elastomeren DIN EN 681-1 und DIN 4060 als Kompressionsdichtung, Dichtungen werkseitig fest eingebaut, mit Steigleiter aus Aluminium, Gerinne gerade, Gerinne und Auftritt ausgekleidet mit Schalen aus UP-GF, werkseitig einbetoniert, Auskleidung des gesamten Schachtes, einschl. Fugen, Auftritt in Scheitelhöhe, Zu- und Abläufe mit Höhenversatz, Anschlüsse für gelenkige Einbindung der Zu- und Abläufe mit Muffe, Zulauf für Rohre aus PP, DN 300,
Winkel '180' Grad, Ablauf für Rohre aus PP, DN 300, mit Seitenzulauf mit gelenkiger Rohreinbindung, aus PP, DN 300,
Winkel '180' Grad, mit zweitem Seitenzulauf mit gelenkiger Rohreinbindung, aus PP, DN 250,
Winkel '180' Grad, mit drittem Seitenzulauf mit gelenkiger Rohreinbindung, aus PP, DN 100,
Winkel '180' Grad, lichte Schachttiefe über 2,5 bis 3 m, Ausführung gemäß Zeichnung.

Schacht Beton-Stahlbetonfertigteile DN1000 Absturz-Fallschacht Steigleiter Alu Gerinne gerade Schalen UP-GF werkseitig einbetoniert Zulauf DN300 Ablauf DN300 Zulauf DN300 2.Zulauf DN250 3.Zulauf DN100 T 2,5-3m

288.000StckYes

Obere Abschlusskappe für Block und i-Control,

zum Verschließen des Blocks in der obersten Lage,

4 Abschlusskappen pro Block erforderlich,

Befestigung am Speicherelement ohne zusätzliche

Verbindungselemente.

Material: PP

Abmessungen: L x B : 28,4 x 28,4 x 2,5 cm,

Farbe schwarz

liefern und fachgerecht einbauen

Planungsgrundlage:

Obere Abschlusskappe für aquiooBlock und i-

Control

aquioo GmbH, Lunaweg 12, 93055 Regensburg,

Tel. 094170553975, Fax 0941 70553974, info@aquioo.de,

www.aquioo.de, Fabrikat: aquioo, Produkt: aquiooBlock

'........................................'

oder gleichwertig mit Nachweisen.

Bei Produktabweichung einzutragen.

Ohne Eintrag gilt das beschriebene Produkt als angeboten.

Abrechnung nach Aufmaß zzgl. Originallieferschein. Datiert und mit Angabe der Baustelle

Obere Abschlusskappe für Block und i-Control

66.000StckYes

Seitengitter für Block,

zum Abschluss an den Außenseiten der Rigole,

Anschlussmöglichkeiten DN 100 - DN 500,

Befestigung am Speicherelement ohne zusätzliche

Verbindungselemente.

Material: PP

Abmessungen: L x B : 75 x 75 x 3,3 cm,

Farbe schwarz

liefern und fachgerecht einbauen

Planungsgrundlage: aquioo

Produkt: Seitengitter für aquiooBlock

oder gleichwertig

'.........'

Bei Produktabweichung einzutragen.

Ohne Eintrag gilt das beschriebene Produkt als angeboten.

Abrechnung nach Aufmaß zzgl. Originallieferschein. Datiert und mit Angabe der Baustelle

Seitengitter für Block

252.000StckYes

Einzelverbinder für Block und i-

Control

Einbau- und Montagehilfe für die einlagige und

halblagige Verlegung oder die oberste Lage,

Material: PP,

Farbe rot,

Maße: 12 x 7 x 3,5 cm

liefern und fachgerecht einbauen.

Planungsgrundlage: aquioo

Produkt: Einzelverbinder für aquiooBlock und aquioo-i-

Control

'........................................'

oder gleichwertig mit Nachweisen.

Bei Produktabweichung einzutragen.

Ohne Eintrag gilt das beschriebene Produkt als angeboten.

Abrechnung nach Aufmaß zzgl. Originallieferschein. Datiert und mit Angabe der Baustelle

Einzelverbinder für Block

138.000StckYes

Doppelverbinder für Block und -i-Control

Einbau- und Montagehilfe für die mehrlagige Verlegung,

Material: PP,

Farbe rot,

Maße: 12 x 7 x 7 cm

liefern und fachgerecht einbauen.

Planungsgrundlage: aquioo

Doppelverbinder für Block und -i-

Control

'........................................'

oder gleichwertig mit Nachweisen.

Bei Produktabweichung einzutragen.

Ohne Eintrag gilt das beschriebene Produkt als angeboten.

Abrechnung nach Aufmaß zzgl. Originallieferschein. Datiert und mit Angabe der Baustelle

Doppelverbinder für Block und -i-Control

3.000StckYes

Integrierter Spül-, Kontroll-

, Sammel- und Systemschacht für Anschluss an den Block

und/oder Zulauf, mit bis zu 12 Anschlüssen DN 100 bis

DN 250

Mehrzweckschacht für Blockrigolen innerhalb des

Blocksystems, für Zulaufanschluss und Entlüftung sowie

zur Kontrolle und Wartung der Rigole, bestehend aus 12

modularen Schachtstapelelementen

Abmessungen (L x B x H): 75 x 75 x 160 cm, 2-lagig,

Material: PP, Farbe: schwarz,

liefern und fachgerecht einbauen.

Planungsgrundlage: aquioo

Produkt: aquioo-i-Control 2-lagig

'........................................'

oder gleichwertig mit Nachweisen.

Bei Produktabweichung einzutragen.

Ohne Eintrag gilt das beschriebene Produkt als angeboten.

Abrechnung nach Aufmaß zzgl. Originallieferschein. Datiert und mit Angabe der Baustelle

Integrierter Spül-, Kontroll-, Sammel- und

Systemschacht

12.000StckYes

Seitengitter für aquioo-i-Control,

zum Abschluss an den Außenseiten des Schachtes,

Anschlussmöglichkeiten DN 100 - DN 250,

Befestigung am Speicherelement ohne zusätzliche

Verbindungselemente.

Material: PP

Abmessungen: L x B : 74,6 x 29,6 x 2,6 cm,

Farbe schwarz

liefern und fachgerecht einbauen

Planungsgrundlage: aquioo

Produkt: Seitengitter für aquioo-i-Control

'........................................'

oder gleichwertig mit Nachweisen.

Bei Produktabweichung einzutragen.

Ohne Eintrag gilt das beschriebene Produkt als angeboten.

Abrechnung nach Aufmaß zzgl. Originallieferschein. Datiert und mit Angabe der Baustelle

Seitengitter für aquioo-i-Control

3.000StckYes

Schacht-Aufsatzrohr aus PE, DA 400, aus

Zweilagenrohr gefertigt, L = 1,00 - 2,00 m inkl. Muffe

liefern und fachgerecht einbauen.

Planungsgrundlage: aquioo

Produkt: Schacht-Aufsatzrohr

'........................................'

oder gleichwertig mit Nachweisen.

Bei Produktabweichung einzutragen.

Ohne Eintrag gilt das beschriebene Produkt als angeboten.

Abrechnung nach Aufmaß zzgl. Originallieferschein. Datiert und mit Angabe der Baustelle

Schacht-Aufsatzrohr, Länge 1 - 2 m

3.000StckYes

PE-Deckel für die Bauphase,

für Schacht DA 400,

liefern und fachgerecht einbauen.

Planungsgrundlage: aquioo

Produkt: PE-Deckel

'........................................'

oder gleichwertig mit Nachweisen.

Bei Produktabweichung einzutragen.

Ohne Eintrag gilt das beschriebene Produkt als angeboten.

Abrechnung nach Aufmaß zzgl. Originallieferschein. Datiert und mit Angabe der Baustelle

PE-Deckel für die Bauphase DN 400

4.000StckYes

Schachtabdeckung Klasse B125 DN 400,

Lüftungsöffnungen, Gußrahmen, Betonauflagerring

liefern und fachgerecht einbauen.

Planungsgrundlage: aquioo

Produkt: Schachtabdeckung Klasse B125 DN 400,

Lüftungsöffnungen,

'........................................'

oder gleichwertig mit Nachweisen.

Bei Produktabweichung einzutragen.

Ohne Eintrag gilt das beschriebene Produkt als angeboten.

Abrechnung nach Aufmaß zzgl. Originallieferschein. Datiert und mit Angabe der Baustelle

Schachtabdeckung mit Lüftungsöffnungen, Klasse B 125, DN 400,

3.000StckYes

Filterkombi DA 400,

Schmutzfänger + Filtervliessack zum Einbau unter

Lüftungsöffnungen und Einlaufrost, verhindert

Schmutzeintrag in die Rigole

liefern und fachgerecht einbauen.

Planungsgrundlage: aquioo

Produkt: Filterkombi tief DA 400

'........................................'

oder gleichwertig mit Nachweisen.

Bei Produktabweichung einzutragen.

Ohne Eintrag gilt das beschriebene Produkt als angeboten.

Abrechnung nach Aufmaß zzgl. Originallieferschein. Datiert und mit Angabe der Baustelle

Filterkombi tief, aus PE, DA 400, Schmutzfänger +

Filtervliessack

1.000StckYes

Aushebehaken

für Gussabdeckung

liefern

Planungsgrundlage: aquioo

Produkt: Aushebehaken

'........................................'

oder gleichwertig mit Nachweisen.

Bei Produktabweichung einzutragen.

Ohne Eintrag gilt das beschriebene Produkt als angeboten.

Abrechnung nach Aufmaß zzgl. Originallieferschein. Datiert und mit Angabe der Baustelle

Aushebehaken

154.000m²Yes

Vliesstoff PP, mechanisch vernadelt, thermisch

verfestigt, als Trenn- und

Filtervlies, für Versickerungsanlagen und zur Umhüllung

der Rigole

mind. 150 g/m2, GRK 3

liefern und fachgerecht mit ausreichender Überlappung

verlegen.

Planungsgrundlage: aquioo

Produkt: Spezialvlies

'........................................'

oder gleichwertig mit Nachweisen.

Bei Produktabweichung einzutragen.

Ohne Eintrag gilt das beschriebene Produkt als angeboten.

Abrechnung nach Aufmaß zzgl. Originallieferschein. Datiert und mit Angabe der Baustelle

Spezialvlies für Versickerungsanlagen

1.000StckYes

LIefern einer aquioo Sedimentationsanlage CC9, zur

Behandlung von Niederschlagswasser von Plasterflächen

zum Schutz von Versickerungsanlagen vor

Verunreinigungen; einbauen in vorbereitete Baugrube

mit folgenden technischen Merkmalen:

-Stahlbetonbehälter aus C35/45 (B45) in monolithischer

Rundbauweise

-Konus und Schachtabdeckung Kl. D befahrbar

Technische Daten:

Typ: Betonsedimentation CC9, d 1500

Innendurchmesser Behälter: d 1500 m

Schachabdeckung Klasse: B

Zulauf DN 300, Tiefe: 1,72 m

Ablauf DN 300, Tiefe: 1,72 m

Anzahl Zulauföffnungen: 1 Stück

Anzahl Ablauföffnungen: 1 Stück

Liefern und Versetzen in vorbereitete Baugrube.

Abrechnung pro Stück

Planungsgrundlage: aquioo

Produkt: Sedimentationsanlage CC9, d 1500 mm - Konus

und Schachtabdeckung Klasse B

Anmerkungen:

-Zufahrt und Stellplatz für Kranfahrzeug wird nicht gesondert

vergütet

-Beim Versetzen ist bauseits eine Hilfskraft zu stellen.

Liefern und Versetzen in vorbereitete Baugrube, inkl. Sohlausbildung und Wiederverfüllung mit nichtbindigem Material

'........................................'

oder gleichwertig mit Nachweisen.

Bei Produktabweichung einzutragen.

Ohne Eintrag gilt das beschriebene Produkt als angeboten.

Abrechnung nach Aufmaß zzgl. Originallieferschein. Datiert und mit Angabe der Baustelle

Sedimentationsanlage CC9 d 1500 mm - Konus und

Schachtabdeckung Klasse B

1.000StckYes

Vorreinigungsschacht für anschließbare Fläche

bis 500 m2, objektbezogen

Vorreinigungsschacht in Verbundrohrbauweise mit

glatter Innenfläche und profilierter Außenfläche,

Außendurchmesser DA = 400 mm,

Schachthöhe ca. 1,90m, mit integriertem Absetzraum,

Boden angeschweißt, Material PE,

Farbe schwarz, mit Anschlüssen für

Zu- und Ablauf DN/ID 150 auf 180°,

Zwischenwand mit Edelstahl-Spaltsieb,

zur Reinigung herausziehbar und Tauchrohr zur

Leichtflüssigkeitsrückhaltung

liefern und fachgerecht einbauen.

Planungsgrundlage: aquioo

Produkt: Objektschacht DA 400

'........................................'

oder gleichwertig mit Nachweisen.

Bei Produktabweichung einzutragen.

Ohne Eintrag gilt das beschriebene Produkt als angeboten.

Abrechnung nach Aufmaß zzgl. Originallieferschein. Datiert und mit Angabe der Baustelle

Vorreinigungsschacht für anschließbare Fläche bis 500 m2,

objektbezogen

1.000StckYes

Filterkombi flach, aus PE, DA 400, Schmutzfänger

+ Filtervliessack, zum Einbau unter Schachtabdeckung

mit Lüftungsöffnungen, verhindert Schmutzeintrag in das

System, liefern und fachgerecht einbauen.

Planungsgrundlage: aquioo

Produkt: Filterkombi flach DA 400

'........................................'

oder gleichwertig mit Nachweisen.

Bei Produktabweichung einzutragen.

Ohne Eintrag gilt das beschriebene Produkt als angeboten.

Abrechnung nach Aufmaß zzgl. Originallieferschein. Datiert und mit Angabe der Baustelle

Filterkombi flach, aus PE, DA 400, Schmutzfänger +

Filtervliessack

11.000m³

Splitt Körnung 2/5 oder 2/8mm, 10 cm Auflager und 10 cm

Überdeckung Rigole

liefern und fachgerecht einbauen.

Splitt Körnung 2/5 oder 2/8mm

RIGOLE 2

120.000m3

Boden für Rigole 2, Bereich Zufahrt, Bodenklassen 3 bis 5

DIN 18300, Boden mit unterschiedlichen Bodenklassen,
ab Zwischensohle, profilgerecht lösen und seitlich lagern, Arbeiten mit Gerät, mit geböschten Wänden, Aushubtiefe bis 2,90 m, Breite über 5 bis 6 m, Länge über 8 bis 10 m, Mengenermittlung nach Aufmaß an der Entnahmestelle.

Boden Rigole 2 BK3-5 lösen lagern mit Gerät T bis 2,90m

3.000m3

Boden Bodenklassen 3 bis 5 DIN 18300,

wie vor, jedoch
Arbeiten von Hand.

Boden BK3-5 lösen lagern Handarbeit T bis 0,6m

1.000StSTLB-Bau2026-0400947463480164900172149290410699011492001149190114918018612013869103180260187190135701135201149300786220264590354823001014917081491604201591491308149120487150214909088716042386420034022003105200370620160200350197750201492802162440402308002010164022136015YesSchacht aus Beton-/Stahlbetonfertigteilen DIN EN 1917, DIN 4034-1, Typ 2, rund, DN 1000, als Absturzschacht als Fallschacht, mit Schachtunterteil, Schachtringen/Schachtrohr, Abdeckplatte, Auflageringen, Bauteilverbindung mit Dichtungen aus Elastomeren DIN EN 681-1 und DIN 4060 als Kompressionsdichtung, Dichtungen werkseitig fest eingebaut, mit Steigleiter aus Aluminium, Gerinne gerade, Gerinne und Auftritt ausgekleidet mit Schalen aus UP-GF, werkseitig einbetoniert, Auskleidung des gesamten Schachtes, einschl. Fugen, Auftritt in Scheitelhöhe, Zu- und Abläufe mit Höhenversatz, Anschlüsse für gelenkige Einbindung der Zu- und Abläufe mit Muffe, Zulauf für Rohre aus PP, DN 300,
Winkel '180' Grad, Ablauf für Rohre aus PP, DN 300, mit Seitenzulauf mit gelenkiger Rohreinbindung, aus PP, DN 300,
Winkel '45' Grad, mit zweitem Seitenzulauf mit gelenkiger Rohreinbindung, aus PP, DN 300,
Winkel '90' Grad, lichte Schachttiefe über 2,5 bis 3 m, Ausführung gemäß Zeichnung.

Schacht Beton-Stahlbetonfertigteile DN1000 Absturz-Fallschacht Steigleiter Alu Gerinne gerade Schalen UP-GF werkseitig einbetoniert Zulauf DN300 Ablauf DN300 Zulauf DN300 2.Zulauf DN300 T 2,5-3m

68.000StckYes

Block, Füllkörperelement aus PP,

geprüft duch MFPA Leipzig, Farbe: schwarz,

Brutto-Volumen: 450 l, Netto-Volumen: 432 l,

Inspektionstunnel offen,

Möglichkeit zum seitlichen Rohranschluss für

DN 100, DN 150, DN 200, DN 250 und DN 300,

Abmessungen (L x B x H): 75 x 75 x 80 cm,

bestehend aus zwei modularen Stapelelementen,

vor Ort zusammenzusetzen, Einbau und Verlegung sind

entsprechend der Einbauanleitung des Herstellers

auszuführen.

Liefern und fachgerecht einbauen

Planungsgrundlage: aquioo

Produkt: aquiooBlock

'........................................'

oder gleichwertig mit Nachweisen.

Bei Produktabweichung einzutragen.

Ohne Eintrag gilt das beschriebene Produkt als angeboten.

Abrechnung nach Aufmaß zzgl. Originallieferschein. Datiert und mit Angabe der Baustelle

Block, Füllkörperelement aus PP,

144.000StckYes

Obere Abschlusskappe für Block und i-Control,

zum Verschließen des aquiooBlocks in der obersten Lage,

4 Abschlusskappen pro Block erforderlich,

Befestigung am Speicherelement ohne zusätzliche

Verbindungselemente.

Material: PP

Abmessungen: L x B : 28,4 x 28,4 x 2,5 cm,

Farbe schwarz

liefern und fachgerecht einbauen

Planungsgrundlage: aquioo

Produkt: Obere Abschlusskappe für aquiooBlock und i-

Control

'........................................'

oder gleichwertig mit Nachweisen.

Bei Produktabweichung einzutragen.

Ohne Eintrag gilt das beschriebene Produkt als angeboten.

Abrechnung nach Aufmaß zzgl. Originallieferschein. Datiert und mit Angabe der Baustelle

Obere Abschlusskappe für Block und i-Control

46.000StckYes

Seitengitter für Block,

zum Abschluss an den Außenseiten der Rigole,

Anschlussmöglichkeiten DN 100 - DN 500,

Befestigung am Speicherelement ohne zusätzliche

Verbindungselemente.

Material: PP

Abmessungen: L x B : 75 x 75 x 3,3 cm,

Farbe schwarz

liefern und fachgerecht einbauen

Planungsgrundlage: aquioo

Produkt: Seitengitter für aquiooBlock

'........................................'

oder gleichwertig mit Nachweisen.

Bei Produktabweichung einzutragen.

Ohne Eintrag gilt das beschriebene Produkt als angeboten.

Abrechnung nach Aufmaß zzgl. Originallieferschein. Datiert und mit Angabe der Baustelle

Seitengitter für Block

118.000StckYes

Einzelverbinder für Block und i-Control

Einbau- und Montagehilfe für die einlagige und

halblagige Verlegung oder die oberste Lage,

Material: PP,

Farbe rot,

Maße: 12 x 7 x 3,5 cm

liefern und fachgerecht einbauen.

Planungsgrundlage: aquioo

Produkt: Einzelverbinder für aquiooBlock und aquioo-i-

Control

'........................................'

oder gleichwertig mit Nachweisen.

Bei Produktabweichung einzutragen.

Ohne Eintrag gilt das beschriebene Produkt als angeboten.

Abrechnung nach Aufmaß zzgl. Originallieferschein. Datiert und mit Angabe der Baustelle

Einzelverbinder für Block und i-Control

67.000StckYes

Doppelverbinder für Block und -i-Control

Einbau- und Montagehilfe für die mehrlagige Verlegung,

Material: PP,

Farbe rot,

Maße: 12 x 7 x 7 cm

liefern und fachgerecht einbauen.

Planungsgrundlage: aquioo

Produkt: Doppelverbinder für aquiooBlock und aquioo-i-

Control

'........................................'

oder gleichwertig mit Nachweisen.

Bei Produktabweichung einzutragen.

Ohne Eintrag gilt das beschriebene Produkt als angeboten.

Abrechnung nach Aufmaß zzgl. Originallieferschein. Datiert und mit Angabe der Baustelle

Doppelverbinder für Block und -i-Control

2.000StckYes

Integrierter Spül-, Kontroll-

, Sammel- und Systemschacht für Anschluss an den Block

und/oder Zulauf, mit bis zu 12 Anschlüssen DN 100 bis

DN 250

Mehrzweckschacht für Blockrigolen innerhalb des

Blocksystems, für Zulaufanschluss und Entlüftung sowie

zur Kontrolle und Wartung der Rigole, bestehend aus 12

modularen Schachtstapelelementen

Abmessungen (L x B x H): 75 x 75 x 160 cm, 2-lagig,

Material: PP, Farbe: schwarz,

liefern und fachgerecht einbauen.

Planungsgrundlage: aquioo

Produkt: aquioo-i-Control 2-lagig

'........................................'

oder gleichwertig mit Nachweisen.

Bei Produktabweichung einzutragen.

Ohne Eintrag gilt das beschriebene Produkt als angeboten.

Abrechnung nach Aufmaß zzgl. Originallieferschein. Datiert und mit Angabe der Baustelle

Integrierter Spül-, Kontroll-, Sammel- und

Systemschacht

12.000StckYes

Seitengitter zum Abschluss an den Außenseiten des Schachtes,

Anschlussmöglichkeiten DN 100 - DN 250,

Befestigung am Speicherelement ohne zusätzliche

Verbindungselemente.

Material: PP

Abmessungen: L x B : 74,6 x 29,6 x 2,6 cm,

Farbe schwarz

liefern und fachgerecht einbauen

Planungsgrundlage: aquioo

Produkt: Seitengitter für aquioo-i-Control

'........................................'

oder gleichwertig mit Nachweisen.

Bei Produktabweichung einzutragen.

Ohne Eintrag gilt das beschriebene Produkt als angeboten.

Abrechnung nach Aufmaß zzgl. Originallieferschein. Datiert und mit Angabe der Baustelle

Seitengitter für Aussenseiten des Schachtes

2.000StckYes

Schacht-Aufsatzrohr aus PE, DA 400, aus

Zweilagenrohr gefertigt, L = 1,00 - 2,00 m inkl. Muffe

liefern und fachgerecht einbauen.

Planungsgrundlage: aquioo

Produkt: Schacht-Aufsatzrohr

'........................................'

oder gleichwertig mit Nachweisen.

Bei Produktabweichung einzutragen.

Ohne Eintrag gilt das beschriebene Produkt als angeboten.

Abrechnung nach Aufmaß zzgl. Originallieferschein. Datiert und mit Angabe der Baustelle

Schacht-Aufsatzrohr, Länge 1 - 2 m

2.000StckYes

PE-Deckel für die Bauphase,

für Schacht DA 400,

liefern und fachgerecht einbauen.

Planungsgrundlage: aquioo

Produkt: PE-Deckel

'........................................'

oder gleichwertig mit Nachweisen.

Bei Produktabweichung einzutragen.

Ohne Eintrag gilt das beschriebene Produkt als angeboten.

Abrechnung nach Aufmaß zzgl. Originallieferschein. Datiert und mit Angabe der Baustelle

PE-Deckel für die Bauphase DN 400

2.000StckYes

Schachtabdeckung Klasse B125 DN 400,

Lüftungsöffnungen, Gußrahmen, Betonauflagerring

liefern und fachgerecht einbauen.

Planungsgrundlage: aquioo

Produkt: Schachtabdeckung Klasse B125 DN 400,

Lüftungsöffnungen,

'........................................'

oder gleichwertig mit Nachweisen.

Bei Produktabweichung einzutragen.

Ohne Eintrag gilt das beschriebene Produkt als angeboten.

Abrechnung nach Aufmaß zzgl. Originallieferschein. Datiert und mit Angabe der Baustelle

Schachtabdeckung mit Lüftungsöffnungen, Klasse B 125, DN 400,

2.000StckYes

Filterkombi DA 400,

Schmutzfänger + Filtervliessack zum Einbau unter

Lüftungsöffnungen und Einlaufrost, verhindert

Schmutzeintrag in die Rigole

liefern und fachgerecht einbauen.

Planungsgrundlage: aquioo

Produkt: Filterkombi tief DA 400

'........................................'

oder gleichwertig mit Nachweisen.

Bei Produktabweichung einzutragen.

Ohne Eintrag gilt das beschriebene Produkt als angeboten.

Abrechnung nach Aufmaß zzgl. Originallieferschein. Datiert und mit Angabe der Baustelle

Filterkombi tief, aus PE, DA 400, Schmutzfänger +

Filtervliessack

88.000m²Yes

Vliesstoff PP, mechanisch vernadelt, thermisch

verfestigt, als Trenn- und

Filtervlies, für Versickerungsanlagen und zur Umhüllung

der Rigole

mind. 150 g/m2, GRK 3

liefern und fachgerecht mit ausreichender Überlappung

verlegen.

Planungsgrundlage: aquioo

Produkt: Spezialvlies

'........................................'

oder gleichwertig mit Nachweisen.

Bei Produktabweichung einzutragen.

Ohne Eintrag gilt das beschriebene Produkt als angeboten.

Abrechnung nach Aufmaß zzgl. Originallieferschein. Datiert und mit Angabe der Baustelle

Spezialvlies für Versickerungsanlagen

1.000StckYes

LIefern einer aquioo Sedimentationsanlage CC9, zur

Behandlung von Niederschlagswasser von Plasterflächen

zum Schutz von Versickerungsanlagen vor

Verunreinigungen; einbauen in vorbereitete Baugrube

mit folgenden technischen Merkmalen:

-Stahlbetonbehälter aus C35/45 (B45) in monolithischer

Rundbauweise

-Konus und Schachtabdeckung Kl. D befahrbar

Technische Daten:

Typ: Betonsedimentation CC9, d 1500

Innendurchmesser Behälter: d 1500 m

Schachabdeckung Klasse: B

Zulauf DN 300, Tiefe: 1,65 m

Ablauf DN 300, Tiefe: 1,65 m

Anzahl Zulauföffnungen: 1 Stück

Anzahl Ablauföffnungen: 1 Stück

Liefern und Versetzen in vorbereitete Baugrube.

Abrechnung pro Stück

Planungsgrundlage: aquioo

Produkt: Sedimentationsanlage CC9, d 1500 mm - Konus

und Schachtabdeckung Klasse B

Anmerkungen:

-Zufahrt und Stellplatz für Kranfahrzeug wird nicht gesondert

vergütet

-Beim Versetzen ist bauseits eine Hilfskraft zu stellen.

-Erdarbeiten (Baugrubenaushub, Sohlausbildung,

Wiederverfüllung mit nichtbindigem Material) in gesond. Position

'........................................'

oder gleichwertig mit Nachweisen.

Bei Produktabweichung einzutragen.

Ohne Eintrag gilt das beschriebene Produkt als angeboten.

Abrechnung nach Aufmaß zzgl. Originallieferschein. Datiert und mit Angabe der Baustelle

Sedimentationsanlage CC9 d 1500 mm - Konus und

Schachtabdeckung Klasse B

6.200m³

Splitt Körnung 2/5 oder 2/8mm, 10 cm Auflager und 10 cm

Überdeckung Rigole

liefern und fachgerecht einbauen.

Splitt Körnung 2/5 oder 2/8mm

RIGOLE 3

75.000m3

Boden für Rigole 3, Bereich vor TG Abfahrt, Bodenklassen 3 bis 5

Verbau wird gesndert vergütet

Mengenermittlung nach Aufmaß an der Entnahmestelle.

Boden Rigole 3 BK3-5 lösen lagern mit Gerät T bis 2,70m

3.000m3

Boden Bodenklassen 3 bis 5 DIN 18300,

wie vor, jedoch
Arbeiten von Hand.

Boden BK3-5 lösen lagern Handarbeit T bis 0,6m

0.000m3STLB-Bau2026-040025303701013632010370201037590983758073785082786061616202783011616002524303017736030211220121082012108302216680121084012108507227120122711012271001211020921779012110401010164012136033631060Boden
profilgerecht lösen und im Behälter des AN sammeln, auf LKW des AN laden,
die Entsorgung wird gesondert vergütet, Abfall ist nicht gefährlich, Werte gemäß Ersatzbaustoffverordnung 2023 sind eingehalten, Charakterisierung Bodenmaterial Klasse BM-0 Sand nach EBV 2023, Anlage 1, Tabelle 3, Behältergröße über 5 bis 7 m3, Abtragtiefe bis 1,25 m,
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,
Baumaßnahme der Geotechnischen Kategorie 1 DIN 4020,
- Konsistenz DIN EN ISO 14688-1 fest, Mengenermittlung nach Aufmaß an Abtragprofilen.

Boden lösen im Behälter AN sammeln laden LKW AN

ges.Vergüt.Entsorg. Abtrag-T 1,25m GU

1.000StSTLB-Bau2026-04009474634801649001721492904106990114920011491901149180186120138691031802601871901357011352011493007862202645903548230010149170814916022015914913081491202871502149090887160102386420034022003105200370320160200350197750201492802162440402308002010164022136015YesSchacht aus Beton-/Stahlbetonfertigteilen DIN EN 1917, DIN 4034-1, Typ 2, rund, DN 1000, als Absturzschacht als Fallschacht, mit Schachtunterteil, Schachtringen/Schachtrohr, Abdeckplatte, Auflageringen, Bauteilverbindung mit Dichtungen aus Elastomeren DIN EN 681-1 und DIN 4060 als Kompressionsdichtung, Dichtungen werkseitig fest eingebaut, mit Steigleiter aus Aluminium, Gerinne gerade, Gerinne und Auftritt ausgekleidet mit Schalen aus UP-GF, werkseitig einbetoniert, Auskleidung des gesamten Schachtes, einschl. Fugen, Auftritt in Scheitelhöhe, Zu- und Abläufe mit Höhenversatz, Anschlüsse für gelenkige Einbindung der Zu- und Abläufe mit Muffe, Zulauf für Rohre aus PP, DN 200,
Winkel '180' Grad, Ablauf für Rohre aus PP, DN 200, mit Seitenzulauf mit gelenkiger Rohreinbindung, aus PP, DN 100,
Winkel '180' Grad, mit zweitem Seitenzulauf mit gelenkiger Rohreinbindung, aus PP, DN 150,
Winkel '90' Grad, lichte Schachttiefe über 2,5 bis 3 m, Ausführung gemäß Zeichnung.

Schacht Beton-Stahlbetonfertigteile DN1000 Absturz-Fallschacht Steigleiter Alu Gerinne gerade Schalen UP-GF werkseitig einbetoniert Zulauf DN200 Ablauf DN200 Zulauf DN100 2.Zulauf DN150 T 2,5-3m

28.000StckYes

Block, Füllkörperelement aus PP,

geprüft duch MFPA Leipzig, Farbe: schwarz,

Brutto-Volumen: 450 l, Netto-Volumen: 432 l,

Inspektionstunnel offen,

Möglichkeit zum seitlichen Rohranschluss für

DN 100, DN 150, DN 200, DN 250 und DN 300,

Abmessungen (L x B x H): 75 x 75 x 80 cm,

bestehend aus zwei modularen Stapelelementen,

vor Ort zusammenzusetzen, Einbau und Verlegung sind

entsprechend der Einbauanleitung des Herstellers

auszuführen.

Liefern und fachgerecht einbauen

Planungsgrundlage:

Produkt: aquiooBlock

aquioo GmbH, Lunaweg 12, 93055 Regensburg, Tel. 0941

70553975, Fax 0941 70553974, info@aquioo.de,

www.aquioo.de

'........................................'

oder gleichwertig mit Nachweisen.

Bei Produktabweichung einzutragen.

Ohne Eintrag gilt das beschriebene Produkt als angeboten.

Abrechnung nach Aufmaß zzgl. Originallieferschein. Datiert und mit Angabe der Baustelle

Block, Füllkörperelement aus PP,

64.000StckYes

Obere Abschlusskappe für aquiooBlock und i-Control,

zum Verschließen des aquiooBlocks in der obersten Lage,

4 Abschlusskappen pro Block erforderlich,

Befestigung am Speicherelement ohne zusätzliche

Verbindungselemente.

Material: PP

Abmessungen: L x B : 28,4 x 28,4 x 2,5 cm,

Farbe schwarz

liefern und fachgerecht einbauen

Planungsgrundlage: aquioo

Produkt: Obere Abschlusskappe für aquiooBlock und i-

Control

'........................................'

oder gleichwertig mit Nachweisen.

Bei Produktabweichung einzutragen.

Ohne Eintrag gilt das beschriebene Produkt als angeboten.

Abrechnung nach Aufmaß zzgl. Originallieferschein. Datiert und mit Angabe der Baustelle

Obere Abschlusskappe für aquiooBlock und i-Control

26.000StckYes

Seitengitter für aquiooBlock,

zum Abschluss an den Außenseiten der Rigole,

Anschlussmöglichkeiten DN 100 - DN 500,

Befestigung am Speicherelement ohne zusätzliche

Verbindungselemente.

Material: PP

Abmessungen: L x B : 75 x 75 x 3,3 cm,

Farbe schwarz

liefern und fachgerecht einbauen

Planungsgrundlage: aquioo

Produkt: Seitengitter für aquiooBlock

'........................................'

oder gleichwertig mit Nachweisen.

Bei Produktabweichung einzutragen.

Ohne Eintrag gilt das beschriebene Produkt als angeboten.

Abrechnung nach Aufmaß zzgl. Originallieferschein. Datiert und mit Angabe der Baustelle

Seitengitter für aquiooBlock

48.000StckYes

Einzelverbinder für aquiooBlock und aquioo-i-

Control

Einbau- und Montagehilfe für die einlagige und

halblagige Verlegung oder die oberste Lage,

Material: PP,

Farbe rot,

Maße: 12 x 7 x 3,5 cm

liefern und fachgerecht einbauen.

Planungsgrundlage: aquioo

Produkt: Einzelverbinder für aquiooBlock und aquioo-i-

Control

'........................................'

oder gleichwertig mit Nachweisen.

Bei Produktabweichung einzutragen.

Ohne Eintrag gilt das beschriebene Produkt als angeboten.

Abrechnung nach Aufmaß zzgl. Originallieferschein. Datiert und mit Angabe der Baustelle

Einzelverbinder für Block und i-Control

32.000StckYes

Doppelverbinder für Block und i-Control

Einbau- und Montagehilfe für die mehrlagige Verlegung,

Material: PP,

Farbe rot,

Maße: 12 x 7 x 7 cm

liefern und fachgerecht einbauen.

Planungsgrundlage: aquioo

Produkt: Doppelverbinder für aquiooBlock und aquioo-i-

Control

'........................................'

oder gleichwertig mit Nachweisen.

Bei Produktabweichung einzutragen.

Ohne Eintrag gilt das beschriebene Produkt als angeboten.

Abrechnung nach Aufmaß zzgl. Originallieferschein. Datiert und mit Angabe der Baustelle

Doppelverbinder für Block und i-Control

2.000StckYes

Integrierter Spül-, Kontroll-

, Sammel- und Systemschacht für Anschluss an den Block

und/oder Zulauf, mit bis zu 12 Anschlüssen DN 100 bis

DN 250

Mehrzweckschacht für Blockrigolen innerhalb des

Blocksystems, für Zulaufanschluss und Entlüftung sowie

zur Kontrolle und Wartung der Rigole, bestehend aus 12

modularen Schachtstapelelementen

Abmessungen (L x B x H): 75 x 75 x 160 cm, 2-lagig,

Material: PP, Farbe: schwarz,

liefern und fachgerecht einbauen.

Planungsgrundlage: aquioo

Produkt: aquioo-i-Control 2-lagig

'........................................'

oder gleichwertig mit Nachweisen.

Bei Produktabweichung einzutragen.

Ohne Eintrag gilt das beschriebene Produkt als angeboten.

Abrechnung nach Aufmaß zzgl. Originallieferschein. Datiert und mit Angabe der Baustelle

Integrierter Spül-, Kontroll-, Sammel- und

Systemschacht

12.000StckYes

Seitengitter zum Abschluss an den Außenseiten des Schachtes,

Anschlussmöglichkeiten DN 100 - DN 250,

Befestigung am Speicherelement ohne zusätzliche

Verbindungselemente.

Material: PP

Abmessungen: L x B : 74,6 x 29,6 x 2,6 cm,

Farbe schwarz

liefern und fachgerecht einbauen

Planungsgrundlage: aquioo

Produkt: Seitengitter für aquioo-i-Control

'........................................'

oder gleichwertig mit Nachweisen.

Bei Produktabweichung einzutragen.

Ohne Eintrag gilt das beschriebene Produkt als angeboten.

Abrechnung nach Aufmaß zzgl. Originallieferschein. Datiert und mit Angabe der Baustelle

Seitengitter zum Abschluss an den Außenseiten des Schachtes,

2.000StckYes

Schacht-Aufsatzrohr aus PE, DA 400, aus

Zweilagenrohr gefertigt, L = 1,00 - 2,00 m inkl. Muffe

liefern und fachgerecht einbauen.

Planungsgrundlage: aquioo

Produkt: Schacht-Aufsatzrohr

'........................................'

oder gleichwertig mit Nachweisen.

Bei Produktabweichung einzutragen.

Ohne Eintrag gilt das beschriebene Produkt als angeboten.

Abrechnung nach Aufmaß zzgl. Originallieferschein. Datiert und mit Angabe der Baustelle

Schacht-Aufsatzrohr, Länge 1 - 2 m

1.000StSTLB-Bau2026-04009474634801649001149290410699011492001149190114918018612013869103180260187190135701835201862202645903548230010149170114916042227150120159149130114912011491103149150387150197750211492802162440402308002010164022136015YesSchacht aus Beton-/Stahlbetonfertigteilen DIN EN 1917, DIN 4034-1, Typ 2, rund, DN 1000, mit Schachtunterteil, Schachtringen/Schachtrohr, Abdeckplatte, Auflageringen, Bauteilverbindung mit Dichtungen aus Elastomeren DIN EN 681-1 und DIN 4060 als Kompressionsdichtung, Dichtungen werkseitig fest eingebaut, mit Steigleiter aus Aluminium, Gerinne gerade, Schachtunterteil, Gerinne und Auftritt aus Beton C 40/50, in einem Guss gefertigt, Auftritt in Scheitelhöhe, Zu- und Abläufe mit Höhenversatz, Anschlüsse für gelenkige Einbindung der Zu- und Abläufe mit Muffe, Zulauf für Rohre aus Steinzeug, DN 100, Verbindungssystem F,
Winkel '180' Grad, Ablauf für Rohre aus Steinzeug, DN 150, Verbindungssystem F, lichte Schachttiefe über 2 bis 2,5 m, Ausführung gemäß Zeichnung.

Schacht Beton-Stahlbetonfertigteile DN1000 Steigleiter Alu

Gerinne gerade Beton C40/50 Zulauf DN100 Ablauf DN150 T

2-2,5m

2.000StckYes

PE-Deckel für die Bauphase,

für Schacht DA 400,

liefern und fachgerecht einbauen.

Planungsgrundlage: aquioo

Produkt: PE-Deckel

'........................................'

oder gleichwertig mit Nachweisen.

Bei Produktabweichung einzutragen.

Ohne Eintrag gilt das beschriebene Produkt als angeboten.

Abrechnung nach Aufmaß zzgl. Originallieferschein. Datiert und mit Angabe der Baustelle

PE-Deckel für die Bauphase DN 400

2.000StckYes

Filterkombi DA 400,

Schmutzfänger + Filtervliessack zum Einbau unter

Lüftungsöffnungen und Einlaufrost, verhindert

Schmutzeintrag in die Rigole

liefern und fachgerecht einbauen.

Planungsgrundlage: aquioo

Produkt: Filterkombi tief DA 400

'........................................'

oder gleichwertig mit Nachweisen.

Bei Produktabweichung einzutragen.

Ohne Eintrag gilt das beschriebene Produkt als angeboten.

Abrechnung nach Aufmaß zzgl. Originallieferschein. Datiert und mit Angabe der Baustelle

Filterkombi tief, aus PE, DA 400, Schmutzfänger +

Filtervliessack

47.000m²Yes

Vliesstoff PP, mechanisch vernadelt, thermisch

verfestigt, als Trenn- und

Filtervlies, für Versickerungsanlagen und zur Umhüllung

der Rigole

mind. 150 g/m2, GRK 3

liefern und fachgerecht mit ausreichender Überlappung

verlegen.

Planungsgrundlage: aquioo

Produkt: Spezialvlies

'........................................'

oder gleichwertig mit Nachweisen.

Bei Produktabweichung einzutragen.

Ohne Eintrag gilt das beschriebene Produkt als angeboten.

Abrechnung nach Aufmaß zzgl. Originallieferschein. Datiert und mit Angabe der Baustelle

Spezialvlies für Versickerungsanlagen

1.000StckYes

LIefern einer Sedimentationsanlage CC4, zur

Behandlung von Niederschlagswasser von Plasterflächen

zum Schutz von Versickerungsanlagen vor

Verunreinigungen; einbauen in vorbereitete Baugrube

mit folgenden technischen Merkmalen:

-Stahlbetonbehälter aus C35/45 (B45) in monolithischer

Rundbauweise

-Konus und Schachtabdeckung Kl. D befahrbar

Technische Daten:

Typ: Betonsedimentation CC4, d 1000

Innendurchmesser Behälter: d 1000 m

Schachabdeckung Klasse: D

Zulauf DN 200, Tiefe: 1,72 m

Ablauf DN 200, Tiefe: 1,72 m

Anzahl Zulauföffnungen: 1 Stück

Anzahl Ablauföffnungen: 1 Stück

Liefern und Versetzen in vorbereitete Baugrube.

Abrechnung pro Stück

Planungsgrundlage: aquioo

Produkt: Sedimentationsanlage CC4, d 1000 mm - Konus

und Schachtabdeckung Klasse D

oder gleichwertig

Anmerkungen:

-Zufahrt und Stellplatz für Kranfahrzeug wird nicht gesondert

vergütet

-Beim Versetzen ist bauseits eine Hilfskraft zu stellen.

-Erdarbeiten (Baugrubenaushub, Sohlausbildung,

Wiederverfüllung mit nichtbindigem Material) in gesond. Position

'........................................'

oder gleichwertig mit Nachweisen.

Bei Produktabweichung einzutragen.

Ohne Eintrag gilt das beschriebene Produkt als angeboten.

Abrechnung nach Aufmaß zzgl. Originallieferschein. Datiert und mit Angabe der Baustelle

Sedimentationsanlage CC4 d 1000 mm - Konus und

Schachtabdeckung Klasse D

3.200m³

Splitt Körnung 2/5 oder 2/8mm, 10 cm Auflager und 10 cm

Überdeckung Rigole

liefern und fachgerecht einbauen.

Splitt Körnung 2/5 oder 2/8mm

ZISTERNE

ZISTERNE BEI RIGOLE 1

50.000m3

Boden für Zisterne bei Rigole 1, Bereich vor Bauteil E , Bodenklassen 3 bis 5

Boden Zisterne bei Rigole 1 BK3-5 lösen lagern mit Gerät T bis 2,70m

3.000m3

Boden Bodenklassen 3 bis 5 DIN 18300,

wie vor, jedoch
Arbeiten von Hand.

Boden BK3-5 lösen lagern Handarbeit T bis 0,6m

20.000StckYes

Block, Füllkörperelement aus PP,

geprüft duch MFPA Leipzig, Farbe: schwarz,

Brutto-Volumen: 450 l, Netto-Volumen: 432 l,

Inspektionstunnel offen,

Möglichkeit zum seitlichen Rohranschluss für

DN 100, DN 150, DN 200, DN 250 und DN 300,

Abmessungen (L x B x H): 75 x 75 x 80 cm,

bestehend aus zwei modularen Stapelelementen,

vor Ort zusammenzusetzen, Einbau und Verlegung sind

entsprechend der Einbauanleitung des Herstellers

auszuführen.

Liefern und fachgerecht einbauen

Planungsgrundlage: aquioo

Produkt: aquiooBlock

'........................................'

oder gleichwertig mit Nachweisen.

Bei Produktabweichung einzutragen.

Ohne Eintrag gilt das beschriebene Produkt als angeboten.

Abrechnung nach Aufmaß zzgl. Originallieferschein. Datiert und mit Angabe der Baustelle

Block, Füllkörperelement aus PP,

48.000StckYes

Obere Abschlusskappe für Block und i-Control,

zum Verschließen des Blocks in der obersten Lage,

4 Abschlusskappen pro Block erforderlich,

Befestigung am Speicherelement ohne zusätzliche

Verbindungselemente.

Material: PP

Abmessungen: L x B : 28,4 x 28,4 x 2,5 cm,

Farbe schwarz

liefern und fachgerecht einbauen

Planungsgrundlage: aquioo

Produkt: Obere Abschlusskappe für aquiooBlock und i-

Control

'........................................'

oder gleichwertig mit Nachweisen.

Bei Produktabweichung einzutragen.

Ohne Eintrag gilt das beschriebene Produkt als angeboten.

Abrechnung nach Aufmaß zzgl. Originallieferschein. Datiert und mit Angabe der Baustelle

Obere Abschlusskappe für Block und i-Control

20.000StckYes

Seitengitter für Block,

zum Abschluss an den Außenseiten der Rigole,

Anschlussmöglichkeiten DN 100 - DN 500,

Befestigung am Speicherelement ohne zusätzliche

Verbindungselemente.

Material: PP

Abmessungen: L x B : 75 x 75 x 3,3 cm,

Farbe schwarz

liefern und fachgerecht einbauen

Planungsgrundlage: aquioo

Produkt: Seitengitter für aquiooBlock

'........................................'

oder gleichwertig mit Nachweisen.

Bei Produktabweichung einzutragen.

Ohne Eintrag gilt das beschriebene Produkt als angeboten.

Abrechnung nach Aufmaß zzgl. Originallieferschein. Datiert und mit Angabe der Baustelle

Seitengitter für Block

34.000StckYes

Einzelverbinder für Block und und Kontrollschacht

Einbau- und Montagehilfe für die einlagige und

halblagige Verlegung oder die oberste Lage,

Material: PP,

Farbe rot,

Maße: 12 x 7 x 3,5 cm

liefern und fachgerecht einbauen.

Planungsgrundlage: aquioo

Produkt: Einzelverbinder für aquiooBlock und aquioo-i-

Control

'........................................'

oder gleichwertig mit Nachweisen.

Bei Produktabweichung einzutragen.

Ohne Eintrag gilt das beschriebene Produkt als angeboten.

Abrechnung nach Aufmaß zzgl. Originallieferschein. Datiert und mit Angabe der Baustelle

Einzelverbinder für Block und Kontrollschacht

25.000StckYes

Doppelverbinder für Block und -i-Control

Einbau- und Montagehilfe für die mehrlagige Verlegung,

Material: PP,

Farbe rot,

Maße: 12 x 7 x 7 cm

liefern und fachgerecht einbauen.

Planungsgrundlage: aquioo

Produkt: Doppelverbinder für aquiooBlock und aquioo-i-

Control

'........................................'

oder gleichwertig mit Nachweisen.

Bei Produktabweichung einzutragen.

Ohne Eintrag gilt das beschriebene Produkt als angeboten.

Abrechnung nach Aufmaß zzgl. Originallieferschein. Datiert und mit Angabe der Baustelle

Doppelverbinder für Block und i-Control

2.000StckYes

Integrierter Spül-, Kontroll-

, Sammel- und Systemschacht für Anschluss an den Block

und/oder Zulauf, mit bis zu 12 Anschlüssen DN 100 bis

DN 250

Mehrzweckschacht für Blockrigolen innerhalb des

Blocksystems, für Zulaufanschluss und Entlüftung sowie

zur Kontrolle und Wartung der Rigole, bestehend aus 12

modularen Schachtstapelelementen

Abmessungen (L x B x H): 75 x 75 x 160 cm, 2-lagig,

Material: PP, Farbe: schwarz,

liefern und fachgerecht einbauen.

Planungsgrundlage: aquioo

Produkt: aquioo-i-Control 2-lagig

'........................................'

oder gleichwertig mit Nachweisen.

Bei Produktabweichung einzutragen.

Ohne Eintrag gilt das beschriebene Produkt als angeboten.

Abrechnung nach Aufmaß zzgl. Originallieferschein. Datiert und mit Angabe der Baustelle

Integrierter Spül-, Kontroll-, Sammel- und

Systemschacht

16.000StckYes

Seitengitter zum Abschluss an den Außenseiten des Schachtes,

Anschlussmöglichkeiten DN 100 - DN 250,

Befestigung am Speicherelement ohne zusätzliche

Verbindungselemente.

Material: PP

Abmessungen: L x B : 74,6 x 29,6 x 2,6 cm,

Farbe schwarz

liefern und fachgerecht einbauen

Planungsgrundlage: aquioo

Produkt: Seitengitter für aquioo-i-Control

'........................................'

oder gleichwertig mit Nachweisen.

Bei Produktabweichung einzutragen.

Ohne Eintrag gilt das beschriebene Produkt als angeboten.

Abrechnung nach Aufmaß zzgl. Originallieferschein. Datiert und mit Angabe der Baustelle

Seitengitter zum Abschluss an den Außenseiten des Schachtes,

2.000StckYes

Schacht-Aufsatzrohr aus PE, DA 400, Zulauf DN

300, aus Zweilagenrohr gefertigt, L = 1,00 - 2,00 m

liefern und fachgerecht einbauen.

Planungsgrundlage: aquioo

Produkt: Schacht-Aufsatzrohr

'........................................'

oder gleichwertig mit Nachweisen.

Bei Produktabweichung einzutragen.

Ohne Eintrag gilt das beschriebene Produkt als angeboten.

Abrechnung nach Aufmaß zzgl. Originallieferschein. Datiert und mit Angabe der Baustelle

Schacht-Aufsatzrohr, Länge 1 - 2 m, Zulauf DN 300

2.000StckYes

Schacht-Aufsatzrohr, DA 400, Dichtungsring,

liefern und fachgerecht einbauen.

Planungsgrundlage: aquioo

Produkt: Schacht-Aufsatzrohr Dichtungsring

'........................................'

oder gleichwertig mit Nachweisen.

Bei Produktabweichung einzutragen.

Ohne Eintrag gilt das beschriebene Produkt als angeboten.

Abrechnung nach Aufmaß zzgl. Originallieferschein. Datiert und mit Angabe der Baustelle

Schacht-Aufsatzrohr Dichtingsring

2.000StckYes

Kragen Übergang Schacht / Folie DA 400

Planungsgrundlage: aquioo

Produkt: Kragen Übergang Schacht / Folie DA 400

'........................................'

oder gleichwertig mit Nachweisen.

Bei Produktabweichung einzutragen.

Ohne Eintrag gilt das beschriebene Produkt als angeboten.

Abrechnung nach Aufmaß zzgl. Originallieferschein. Datiert und mit Angabe der Baustelle

Kragen Übergang Schacht / Folie DA 400

2.000StckYes

PE-Deckel für die Bauphase,

für Schacht DA 400,

liefern und fachgerecht einbauen.

Planungsgrundlage: aquioo

Produkt: PE-Deckel

'........................................'

oder gleichwertig mit Nachweisen.

Bei Produktabweichung einzutragen.

Ohne Eintrag gilt das beschriebene Produkt als angeboten.

Abrechnung nach Aufmaß zzgl. Originallieferschein. Datiert und mit Angabe der Baustelle

PE-Deckel für die Bauphase DN 400

2.000StckYes

Schachtabdeckung Klasse B125 DN 400,

Lüftungsöffnungen, Gußrahmen, Betonauflagerring

liefern und fachgerecht einbauen.

Planungsgrundlage: aquioo

Produkt: Schachtabdeckung Klasse B125 DN 400,

Lüftungsöffnungen,

'........................................'

oder gleichwertig mit Nachweisen.

Bei Produktabweichung einzutragen.

Ohne Eintrag gilt das beschriebene Produkt als angeboten.

Abrechnung nach Aufmaß zzgl. Originallieferschein. Datiert und mit Angabe der Baustelle

Schachtabdeckung mit Lüftungsöffnungen, Klasse B 125, DN 400,

2.000StckYes

Filterkombi DA 400,

Schmutzfänger + Filtervliessack zum Einbau unter

Lüftungsöffnungen und Einlaufrost, verhindert

Schmutzeintrag in die Rigole

liefern und fachgerecht einbauen.

Planungsgrundlage: aquioo

Produkt: Filterkombi tief DA 400

'........................................'

oder gleichwertig mit Nachweisen.

Bei Produktabweichung einzutragen.

Ohne Eintrag gilt das beschriebene Produkt als angeboten.

Abrechnung nach Aufmaß zzgl. Originallieferschein. Datiert und mit Angabe der Baustelle

Filterkombi tief, aus PE, DA 400, Schmutzfänger +

Filtervliessack

1.000StckYes

Folienabdichtung für eine Zisterne aus

Rigolenfüllkörper

Ausführung als Behälter

Zisternenabmessung: 3,00x2,25x1,60m,

Anzahl der Rigolenfüllkörper: 20 ganze Blöcke

Verschweissung der Rigolenfüllkörper mit einer

Kunststoffdichtungsbahn aus PEHD 2,0 mm mit DIBt

schwarz und nach DVS-Richtlinie durch einen WHG-

Fachbetrieb.

Die Dichtungsbahn ist mit einer geotextilen Schutzlage

aus PP Faservlies mit einem Flächengewicht von min. 400

g/m² innen und außen zu schützen.

An die Rigolenfüllkörper werden folgende PEHD-Rohre

angeschlossen: Rohranschluss DN 400: 2 Stück

(Schachtaufsatz).

Inklusive Einbau des gestellten Rigolensystems mit zwei

Schächte, die innerhalb der Rigole liegen.

Anschluss der Dichtungsbahn an gestellte PEHD-

Rohradapter.

Inklusive Baustelleneinrichtung und An- und Abreise.

Für den Einbau der Rigole muss mindestens 1 m

Arbeitsraum um den geplanten Behälter herum für

Arbeitsmaßnahmen vorhanden sein.

Planungsgrundlage: aquioo

Produkt: Foliendichtung

'........................................'

oder gleichwertig mit Nachweisen.

Bei Produktabweichung einzutragen.

Ohne Eintrag gilt das beschriebene Produkt als angeboten.

Abrechnung nach Aufmaß zzgl. Originallieferschein. Datiert und mit Angabe der Baustelle

Folienabdichtung für eine Zisterne aus Rigolenfüllkörper

2.600m³

Feinkiesauflager für Rigolenfüllkörper profilgerecht einbauen und verdichten, für Bettungsschichten, in Graben, Körnung 2/5 oder 2/8, Verformungsmodul mind. EV2 45 MN/m2, ca. 10 cm dickes Auflager und 10 cm dicke Überdeckung, Arbeiten mit Gerät.

Notwendiger Arbeitsraum von 50 cm ist einzukalkulieren.

liefern und fachgerecht einbauen.

Überdeckung Rigole

liefern und fachgerecht einbauen.

Splitt Körnung 2/5 oder 2/8mm

Yes1.000psch

Lichtbilder in digit. Form herstellen

Lichtbilder - mind. 15 Stück - über den wesentlichen Bauablauf der Bauwerke und die fertigen Bauwerke in digitalisierter

Form.

Auflösung mindestens 3.0 Mio. Pixel, 16bit Farbentiefe herstellen Dateiformat: JPEG oder PNG (nach Vorgabe des AG).

Auf USB-Datenträger mit der Schlußrechnung an den AG übergeben. Zusätzlich: Digitale Übermittlung per E-Mail oder Downloadlink möglich

Rechteübertragung: Nutzungsrechte für den Auftraggeber zur Dokumentation und Archivierung

Lichtbilder in digit. Form herstellen

Yes1.000psch

Bestandsdokumentation Regenwasseranlage (Versickerung, Schächte, Leitungen)

Erstellen eines vollständigen, prüffähigen Bestandsplans der vorhandenen Regenwasseranlage (Versickerungssystem) einschließlich aller zugehörigen Bauwerke und Leitungen.

Lage- und höhenmäßige Aufnahme sämtlicher Anlagenbestandteile Einmessung nach Lagekoordinaten (z. B. UTM / Gauß-Krüger) und Höhen (z. B. NN/HN)

Erfassung folgender Bauteile:

Versickerungsanlagen (Rigolen, Mulden, Schächte, Sickerkörper)

Kontroll- und Einlaufschächte

Regenwasserleitungen (inkl. Dimensionen, Materialien, Gefälle soweit feststellbar)

Anschlussleitungen und Einleitstellen

ggf. Notüberläufe / Drosselbauwerke

relevante Geländehöhen und Bezugspunkte

Dokumentation der Attribute:

Schachttiefen, Sohlenhöhen, Deckelhöhen

Rohrnennweiten, Rohrmaterial

Fließrichtungen

Lage von Ein- und Ausläufen

Bauwerksabmessungen

Bestandsplan-Erstellung

Darstellung im Maßstab (1:100)

Planinhalt:

Lageplan mit allen Leitungen und Bauwerken

Höhenangaben (OK, Sohle, Gelände)

Beschriftung und Legende gemäß DIN / üblichen Darstellungsregeln

digitale Erstellung (CAD, Planübergabe als DWG)

Ausgabeformate:

1x digitaler Plan (PDF)

1x digitale CAD-Datei (DWG/DXF)

Bestandsdokumentation Regenwasseranlage (Versickerung, Schächte, Leitungen)

Einfriedungen

BALLFANGZAUN Z1

Zeichnungen anfertigen Ausführungszeichnung

1.000StYes

Drehflügeltor für Ballfangzaun, 2-flügelig, symmetrisch, lichte Weite 3040 mm, Höhe 2 m, mit umlaufendem Rahmen, aus Stahlvierkantrohr S235 DIN EN 10219-2, Querschnitt 60/40 mm, Wanddicke 2 mm, Feldfüllung mit Stahlgitter, im Rahmen eingeschweißt,

Stahlgittermatte (Paneel) DIN EN 10223-7, als Doppelstabmatte, Maschenweite 50/200 mm, waagerechte Profile als Doppelstab 8 mm, feuerverzinkt DIN EN ISO 1461, mit Einsteckschloss für Profilzylinder,Drücker-/Knaufgarnitur, beweglich/fest (nach Wahl des AG), mit Rosetten, beidseitig, aus nichtrostendem Stahl, gebürstet, mit dreidimensional verstellbaren Bändern, Öffnungswinkel bis 180 Grad,
Torpfosten aus Stahlvierkantrohr S235 DIN EN 10219-2, Querschnitt 120/120 mm, Wanddicke 4 mm, Kopf verschlossen mit verschweißter Platte, Gesamtpfostenlänge 370 cm, Zaunfeld über Tor/Tür wird gesondert vergütet, Ausführung gemäß Zeichnung.

Korrosionsschutz (LKS)

LKS IV: Nach der Bearbeitung im Vollbad feuerverzinkt

gemäß DIN EN ISO 1461 u. zus. pulverbeschichtet.

SFII RAL 9010 Reinweiß

Planungsgrundlage:

Drehflügeltor

LEGI GmbH

Im Meerfeld 83 - 89

47445 Moers

Telefon (0 28 41) 7 89-0

Telefax (0 28 41) 7 89-10

E-Mail: verkauf@legi.de

Internet: www.legi.de

'........................................'

oder gleichwertig mit Nachweisen.

Bei Produktabweichung einzutragen.

Ohne Eintrag gilt das beschriebene Produkt als angeboten.

Abrechnung nach Aufmaß zzgl. Originallieferschein. Datiert und mit Angabe der Baustelle

Drehflügeltor Ballfangzaun 2-flg. sym. Weite 3040 mm H 2m Rahmen Stahlvierkantrohr 60/40mm WD 2mm Füllung Stahlgitter Stahlgittermatte Doppelstabmatte Maschenweite 50/200mm verz Profilzylinder Drückergarnitur beweglich Alu eloxiert 3D verstellbar Öffnung 180Grad Pfosten Stahlvierkantrohr 120/120mm WD 4mm L 370cm

Yes1.000psch

Zulage für Anschluss der Zaunfeldes an TG Rampengebäude

IPE mit Flanschplatten und Flacheisenstreifen an vorh. Betonwand befestigen.

Anschluss an TG Rampengebäude

Yes1.000pschYes

Ballfangzaunpfosteni

3100 mm hoch liefern und fachgerecht montieren bestehend aus Zaun-Pfosten mit Körperschallisolierung

bestehend aus IPE-Profilen gemäß statischen

Erfordernissen. Pfosten vorgebohrt zur einseitigen

Aufnahme von licht - und wetterbeständigen, sowie schwer

entflammbaren, elastischen Lagerungen (Puffer) sowie

Befestigungswinkel mit Langlöchern, an denen die Gitter

mittels Schrauben M 10 VA und gekröpften

Klemmscheiben befestigt werden. Durch diese Puffer

wird eine Körperschallübertragung verhindert. Anzahl der

Befestigungspunkte nach Herstellervorgabe. Toleranzen im

Pfostenabstand können durch diese spezielle

Befestigungskonstruktion ausgeglichen werden.

Pfostentyp

10 Stück Pfosten zum Aufdübeln mit Fußplatte auf Betonfundamente,

Plattengröße

250x300x20 mm

2 Stück Endpfosten zusätzlich

1 Stück Eckpfosten

Korrosionsschutz (LKS)

LKS IV: Nach der Bearbeitung im Vollbad feuerverzinkt

gemäß DIN EN ISO 1461 u. zus. pulverbeschichtet.

SFII RAL 9010 Reinweiß

Planungsgrundlage:

Ballfang Bi

LEGI GmbH

Im Meerfeld 83 - 89

47445 Moers

Telefon (0 28 41) 7 89-0

Telefax (0 28 41) 7 89-10

E-Mail: verkauf@legi.de

Internet: www.legi.de

'........................................'

oder gleichwertig mit Nachweisen.

Bei Produktabweichung einzutragen.

Ohne Eintrag gilt das beschriebene Produkt als angeboten.

Abrechnung nach Aufmaß zzgl. Originallieferschein. Datiert und mit Angabe der Baustelle

Ballfangzaunpfosten

25.000mYes

Gitter aus kreuzweise stark punktgeschweißten Stahldrähten, mit mind. 7 gegenüberliegenden, waagerechten Verstärkungsdoppeldrähten D = 8 mm je 2030 mm hohem Gitter. Verstärkung der den Pfosten zugewandten aufrechten Gitterenden mit je 2 Stück senkrechten, im Abstand von 25 mm geschweißten Schraubdrähten D = 8 mm. Die restlichen senkrechten Drähte D = 6 mm.

Gitterhöhe: Bis 2030 mm. Zur Erzielung der Gesamthöhe

werden die Gitter übereinander angeschraubt.

Gitternutzlänge:2520 mm

Gittertyp untere Gitter

Maschenweite der unteren Gitter bis 2000 mm Höhe

50 x 200 mm (Serie)

Gitterabschlüsse oben und unten glatt

Gittertyp obere Gitter

Maschenweite der oberen Gitter

100 x 200 mm (Serie)

LKS IV: Nach der Bearbeitung im Vollbad feuerverzinkt

gemäß DIN EN ISO 1461 u. zus. pulverbeschichtet. und pulverbeschichtet DIN 55633-1

SF II RAL 9010 Reinweiß

an Pfosten befestigen mit Abdeckleiste.

Planungsgrundlage:

LEGI-Gitter B-S

LEGI GmbH

Im Meerfeld 83 - 89

47445 Moers

Telefon (0 28 41) 7 89-0

Telefax (0 28 41) 7 89-10

E-Mail: verkauf@legi.de

Internet: www.legi.de

'........................................'

oder gleichwertig mit Nachweisen.

Bei Produktabweichung einzutragen.

Ohne Eintrag gilt das beschriebene Produkt als angeboten.

Abrechnung nach Aufmaß zzgl. Originallieferschein. Datiert und mit Angabe der Baustelle

Gitter aus kreuzweise stark punktgeschweißten Stahldrähten,

Yes1.000pschYes

Zulage für Eckausbildung

Ecken mit Eckverbindern nach Herstellervorschrift

Planungsgrundlage:

LEV II

LEGI GmbH

Im Meerfeld 83 - 89

47445 Moers

Telefon (0 28 41) 7 89-0

Telefax (0 28 41) 7 89-10

E-Mail: verkauf@legi.de

Internet: www.legi.de

'........................................'

oder gleichwertig mit Nachweisen.

Bei Produktabweichung einzutragen.

Ohne Eintrag gilt das beschriebene Produkt als angeboten.

Abrechnung nach Aufmaß zzgl. Originallieferschein. Datiert und mit Angabe der Baustelle

Eckausbildung

Yes1.000psch

Ballfangzaunmontage der vorh. Positionen

Die Gitter sind über ihre Endschraubdrähte mit Schrauben

M 10 x 30 VA und gekröpften Klemmscheiben 50/40/5 mm

hinter den Befestigungswinkeln am Pfosten zu

verschrauben, so dass die Gitter den Pfosten nicht

berühren. Vorher sind die Befestigungswinkel am Pfosten

anzuschrauben. Alle Schraubverbindungen sind

auszurichten und kraftschlüssig anzuziehen.

Die Fundamentlöcher sind im Achsabstand von 2520 mm

im Erdreich auszuheben entsprechend den statischen

Erfordernissen für die Fundamentgröße

b/h/t=1200/1200/1000 mm

Bodenklassen 2 - 4 nach DIN 18300.

Erdaushub bis 50 m weit transportieren.

Pfosten im Einzelfundament mit Betongüte C 20/25, unbewehrt, X0

höhen-,lot- und fluchtgerecht versetzen.

Pfosten im Achsabstand von 2520 mm auf Beton dübeln.

Montage Endpfosten

Montage der 2 Stück Endpfosten nach Herstellervorschrift.

Montage der 1 Stück Eckausbildung

Ecken und Endfelder sind an der Baustelle einzupassen.

Dabei sind die Schnittstellen zu entgraten und eventuelle

Beschädigungen der Oberfläche mit Zinkstaubfarbe und

mit Kunststofflack zu isolieren. (siehe Herstellervorschrift)

Eingänge zum Ballspielplatz System

winkelig

aus einem 2030 mm hohen Zaun, bestehend

aus zwei Zaunlängen ca. 1500 mm und 2500 mm, die im

rechten Winkel am Ballfangzaun angeordnet sind, mit IPE-

Pfosten und allem Zubehör.

Montage: in fachgerechter Ausführung, einschl. Öffnen

des Ballfanggitters in der Größe von ca. 1500 x 2000 mm,

Begrenzung durch IPE-Pfosten

Ballfangzaummontage

STABGITTERZAUN HAUS B NORDWESTECKE Z2

10.000mSTLB-Bau2026-040036410915901921402956204218995021899603921503992160192170292190118997039220019221089156059157029176091808502593904354602091710191959501917302917202665300301201271016404213602Zaun mit Stahlgittermatten (Paneele) DIN EN 10223-7, Endpfosten werden gesondert vergütet, als Doppelstabmatte, Höhe 2,03 m, einschl. 3 cm Überstand, Maschenweite 50/200 mm, Dicke der senkrechten Drähte 6 mm, waagerechte Profile als Doppelstab 8 mm, befestigen an Pfosten, mit Abdeckleiste, Bodenabstand 5 cm, Einzelfeldlänge 2,5 m, Pfosten aus Stahlvierkantrohr S235 DIN EN 10219-2, mit Gittermattenhalterungen, Querschnitt 60/40 mm, Wanddicke 2 mm, Kopf verschlossen mit Aluminiumkappe, Gesamtpfostenlänge 260 cm, feuerverzinkt DIN EN ISO 1461 und pulverbeschichtet DIN 55633-1, Farbton weiß RAL 9010, Ausführung gemäß Zeichnung und Einzelbeschreibung.

Zaun Stahlgittermatte Doppelstabmatte H 2,03m Maschenweite

50/200mm L 2,5m Pfosten Stahlvierkantrohr 60/40mm

2.000StSTLB-Bau2026-0400316409159077917609917203593903354602018085029171019917302653003012012710164042136015-484YesZaunpfosten als Endpfosten, aus Stahlvierkantrohr S235 DIN EN 10219-2, Querschnitt 50/50 mm, Wanddicke 2 mm, Gesamtpfostenlänge 200 cm, mit Gittermattenhalterungen, Kopf verschlossen mit Aluminiumkappe, feuerverzinkt DIN EN ISO 1461 und pulverbeschichtet DIN 55633-1, weiß RAL 9010, Ausführung gemäß Zeichnung und Einzelbeschreibung,
Einzelbeschreibungs-Nr '
Befestigung auf L-Stein mit Pfostenschuh'.

Zaunpfosten Endpfosten Pfosten Stahlvierkantrohr 50/50mm WD 2mm L 200cm verz pulverbesch weiß

STABGITTERZAUN ZU HAUS G Z3

80.000mSTLB-Bau2026-040031647921402189950218996039215035921601921702921901189970391560591570265300301201279220019221071016402213602Stahlgittermatte (Paneel) DIN EN 10223-7, als Doppelstabmatte, Höhe 1,43 m, einschl. 3 cm Überstand, Maschenweite 50/200 mm, Dicke der senkrechten Drähte 6 mm, waagerechte Profile als Doppelstab 8 mm, Bodenabstand 5 cm, Einzelfeldlänge 2,5 m, feuerverzinkt DIN EN ISO 1461 und pulverbeschichtet DIN 55633-1, weiß RAL 9010, an Pfosten befestigen mit Klemmplatte und Schrauben aus nichtrostendem Stahl, Ausführung gemäß Zeichnung.

Stahlgittermatte H 1,43m Maschenweite 50/200mm Doppelstab 8mm verz pulverbesch weiß

30.000StSTLB-Bau2026-0400316409159074917609917201059390335460201808503917101917302653003012012710164042136015-484YesZaunpfosten, aus Stahlvierkantrohr S235 DIN EN 10219-2, Querschnitt 50/50 mm, Wanddicke 2 mm, Gesamtpfostenlänge 220 cm, feuerverzinkt DIN EN ISO 1461 und pulverbeschichtet DIN 55633-1, weiß RAL 9010, Ausführung gemäß Zeichnung und Einzelbeschreibung,
Einzelbeschreibungs-Nr '
in Fundament befestigen, mit Einzelfundament einschl. Aushub, Fundament aus Beton C 20/25 DIN EN 206-1, Durchmesser 40 cm, Tiefe 80 cm, Bodenklasse 4 DIN 18300, überschüssigen Boden auf der Baustelle einbauen.'.

Zaunpfosten Pfosten Stahlvierkantrohr 50/50mm WD 2mm L 220cm verz pulverbesch weiß

11.000StSTLB-Bau2026-040031640915907791760991720105939033546020180850291710199173011653003012012710164042136015-484YesZaunpfosten als Endpfosten, aus Stahlvierkantrohr S235 DIN EN 10219-2, Querschnitt 50/50 mm, Wanddicke 2 mm, Gesamtpfostenlänge 220 cm, mit Gittermattenhalterungen, Kopf verschlossen mit Aluminiumkappe, Einbau in Fundament, Fundament wird gesondert vergütet, feuerverzinkt DIN EN ISO 1461 und pulverbeschichtet DIN 55633-1, weiß RAL 9010, Ausführung gemäß Zeichnung und Einzelbeschreibung,
Einzelbeschreibungs-Nr '
in Fundament befestigen, mit Einzelfundament einschl. Aushub, Fundament aus Beton C 20/25 DIN EN 206-1, Durchmesser 40 cm, Tiefe 80 cm, Bodenklasse 4 DIN 18300, überschüssigen Boden auf der Baustelle einbauen.'.

Zaunpfosten Endpfosten Pfosten Stahlvierkantrohr 50/50mm WD 2mm L 220cm verz pulverbesch weiß

2.000mSTLB-Bau2026-04003164792140618995021899603921503592160192170292190118997039156052064901653003012012712036019220019221071016401213602Stahlgittermatte (Paneel) DIN EN 10223-7, Passstück, als Doppelstabmatte, Höhe 1,43 m, einschl. 3 cm Überstand, Maschenweite 50/200 mm, Dicke der senkrechten Drähte 6 mm, waagerechte Profile als Doppelstab 8 mm, Bodenabstand 5 cm, Einzelfeldlänge bis 0,5 m, feuerverzinkt DIN EN ISO 1461 und pulverbeschichtet DIN 55633-1, weiß RAL 9010, an Pfosten befestigen mit Klemmplatte und Schrauben aus nichtrostendem Stahl.

Stahlgittermatte Passstück H 1,43m Maschenweite 50/200mm Doppelstab 8mm verz pulverbesch weiß

1.000StYes

Drehflügeltor für Stabgitter, 1-flügelig, symmetrisch, lichte Weite 1250 mm (nach Aufmaß), Höhe 1,5 m, mit umlaufendem Rahmen, aus Stahlvierkantrohr S235 DIN EN 10219-2, Querschnitt 60/40 mm, Wanddicke 2 mm, Feldfüllung mit Stahlgitter, im Rahmen eingeschweißt,

Stahlgittermatte (Paneel) DIN EN 10223-7, als Doppelstabmatte, Maschenweite 50/200 mm, waagerechte Profile als Doppelstab 8 mm, feuerverzinkt DIN EN ISO 1461, mit Einsteckschloss für Profilzylinder, Drückergarnitur, beidseitig beweglich, aus Aluminium, eloxiert, mit dreidimensional verstellbaren Bändern, Öffnungswinkel bis 100 Grad,
Torpfosten aus Stahlvierkantrohr S235 DIN EN 10219-2, Querschnitt 120/120 mm, Wanddicke 4 mm, Kopf verschlossen mit verschweißter Platte, Gesamtpfostenlänge 160 cm,

in Fundament befestigen, mit Einzelfundament einschl. Aushub, Fundament aus Beton C 20/25 DIN EN 206-1, Durchmesser 40 cm, Tiefe 80 cm, Bodenklasse 4 DIN 18300, überschüssigen Boden auf der Baustelle einbauen.

incl. Obentürschließer

Ausführung gemäß Zeichnung.

Korrosionsschutz (LKS)

LKS IV: Nach der Bearbeitung im Vollbad feuerverzinkt

gemäß DIN EN ISO 1461 u. zus. pulverbeschichtet.

SFII RAL 9010 Reinweiß

Planungsgrundlage:

Drehflügeltor

LEGI GmbH

Im Meerfeld 83 - 89

47445 Moers

Telefon (0 28 41) 7 89-0

Telefax (0 28 41) 7 89-10

E-Mail: verkauf@legi.de

Internet: www.legi.de

'........................................'

oder gleichwertig mit Nachweisen.

Bei Produktabweichung einzutragen.

Ohne Eintrag gilt das beschriebene Produkt als angeboten.

Abrechnung nach Aufmaß zzgl. Originallieferschein. Datiert und mit Angabe der Baustelle

Drehflügeltor Stabgitterzaun 1-flg. sym. Weite 1250 mm H 1,5m Rahmen Stahlvierkantrohr 60/40mm WD 2mm Füllung Stahlgitter Stahlgittermatte Doppelstabmatte Maschenweite 50/200mm verz Profilzylinder Drückergarnitur beweglich Alu eloxiert 3D verstellbar Öffnung 180Grad Pfosten Stahlvierkantrohr 120/120mm WD 4mm L 370cm

HOLZZAUN BÖSCHUNG BAUTEIL B Z4

12.000mYes

Holzzaun, ohne chemischen Holzschutz, mit einseitiger Lattung aus Bauschnittholz, senkrecht angeordnet, Robinie, allseitig gehobelt, Kopf gefast, Dicke 20 mm, Breite 30 mm, Zwischenraum 30 mm, befestigen mit korrosionsbeständigen Schrauben, Bodenabstand 3 cm, Höhe Zaun ohne Bodenabstand 1,1 m,
mit 2 Riegeln aus Robinie, Kantholz, gehobelt und gefast, Oberseite abgeschrägt, Querschnitt B/H 6/8 cm, Befestigung vor den Pfosten,
Zaunpfosten aus Robinie, Kantholz, gehobelt, Querschnitt B/H 8/8 cm, gefaster Kopf, Fuß gerade, Gesamtpfostenlänge 170 cm, Einzelfeldlänge 2 m, Ausführung gemäß Zeichnung und Einzelbeschreibung,
Einzelbeschreibungs-Nr

in Fundament befestigen, mit Einzelfundament einschl. Aushub, Fundament aus Beton C 20/25 DIN EN 206-1, Durchmesser 40 cm, Tiefe 50 cm jeweils +10 cm Drainage-Kiesschicht, Bodenklasse 4 DIN 18300, überschüssigen Boden auf der Baustelle einbauen incl. 1 Eckausbildung.

Hersteller und Typ

Planungsvorschlag:
Märchenzaun Zaunfeld ca. L 200x H100
Fa. Ziegler Spielplätze von A bis Z,
Freizeitanlagen e.K.
Am Dreieck 10, 04828 Bennewitz OT Zeititz
Telefon: +49 3425/ 8543-35
Email: kundenservice@ziegler-spielplatz.de
URL: www.ziegler-spielplatz.de

oder gleichwertig,

Hersteller und Typ

....................................................'

vom Bieter einzutragen.

Bei Produktabweichung einzutragen.

Ohne Eintrag gilt das beschriebene Produkt als angeboten.

Abrechnung nach Aufmaß zzgl. Originallieferschein. Datiert und mit Angabe der Baustelle

Holzzaun einseitig Bauschnittholz Robinie D 20mm B 30mm H 1,1m Riegel Robinie B/H 6/8cm Pfosten Robinie Kantholz L 2m

1.000StYes

Zauntür aus Holz, Drehflügeltür,

mit einseitiger Lattung aus Kanthölzern,

senkrechte Lattung, aus kerngetrennten Robinienkernhölzern (splintfrei), Dicke 21 mm, gehobelt und gefast,

Abrundung der Kanten R > 3 mm, Oberkante mit Schrägschnitt 30° nach außen, verschiedene Breiten,

90 mm und 110 mm, Mischungsverhältnis 1:4,

lichter Abstand zwischen Latten 40 mm, befestigen mit Rundkopfnägeln V2A, Höhe gemessen ohne Bodenabstand

1 m, Bodenabstand 5 cm,

Rahmen aus Robinie, einflügelig, mit zwei Riegeln, lichte Weite 125 cm, Höhe 1,00 m, Riegel aus Lärche, Kantholz, gehobelt und gefast, Querschnitt 4/12 cm, Riegelabstand 60 cm, Riegellänge wie Pfostenabstand,

Scharniere mit verstellbarem Kegel mit Langband, Tür nach innen öffnend, mit Einsteckschloss für Profilzylinder, Drücker-/Knaufgarnitur (nach Wahl des AG), beweglich/fest (nach Wahl des AG), mit Langschild, beidseitig, aus nichtrostendem Stahl, gebürstet,

Pfosten aus Robinie, gehobelt und gefast, Querschnitt 9/9 cm, gerundeter Kopf,

mit Einzelfundament einschl. Aushub, Fundament aus Beton C 12/15 DIN EN 206-1, Durchmesser 40 cm, Tiefe 50 cm jeweils +10 cm Drainage-Kiesschicht, Bodenklasse 4 DIN 18300, überschüssigen Boden auf der Baustelle einbauen.

Planungsvorschlag:

Personentor zum Märchenzaun 28.05.120-100.

Fa. Ziegler Spielplätze von A bis Z,

Freizeitanlagen e.K.

Am Dreieck 10, 04828 Bennewitz OT Zeititz

Telefon: +49 3425/ 8543-35

Email: kundenservice@ziegler-spielplatz.de

URL: www.ziegler-spielplatz.de

'........................................'

oder gleichwertig mit Nachweisen.

Bei Produktabweichung einzutragen.

Ohne Eintrag gilt das beschriebene Produkt als angeboten.

Abrechnung nach Aufmaß zzgl. Originallieferschein. Datiert und mit Angabe der Baustelle

Tür Holz Kantholz 21mm einflg. Weite 100cm H 1,0m

STABGITTERZAUN ZUFAHRT SÜD Z5

Ref8.000mSTLB-Bau2026-040031647921402189950218996039215035921601921702921901189970391560591570265300301201279220019221071016402213602Stahlgittermatte (Paneel) DIN EN 10223-7, als Doppelstabmatte, Höhe 1,43 m, einschl. 3 cm Überstand, Maschenweite 50/200 mm, Dicke der senkrechten Drähte 6 mm, waagerechte Profile als Doppelstab 8 mm, Bodenabstand 5 cm, Einzelfeldlänge 2,5 m, feuerverzinkt DIN EN ISO 1461 und pulverbeschichtet DIN 55633-1, weiß RAL 9010, an Pfosten befestigen mit Klemmplatte und Schrauben aus nichtrostendem Stahl, Ausführung gemäß Zeichnung.

Stahlgittermatte H 1,43m Maschenweite 50/200mm Doppelstab 8mm verz pulverbesch weiß

Rep8.000m

Ausführung auf Rampe mit 6 % Neigung

Maschenausrichtung senkrecht

Befestigung auf L-Steinen

Ausführung auf Rampe mit 6 % Neigung

Ref2.000StSTLB-Bau2026-04003164091590749176099172010593903354602018085039171019173011653003012012710164042136015-484YesZaunpfosten, aus Stahlvierkantrohr S235 DIN EN 10219-2, Querschnitt 50/50 mm, Wanddicke 2 mm, Gesamtpfostenlänge 220 cm, Einbau in Fundament, Fundament wird gesondert vergütet, feuerverzinkt DIN EN ISO 1461 und pulverbeschichtet DIN 55633-1, weiß RAL 9010, Ausführung gemäß Zeichnung und Einzelbeschreibung,
Einzelbeschreibungs-Nr '
in Fundament befestigen, mit Einzelfundament einschl. Aushub, Fundament aus Beton C 20/25 DIN EN 206-1, Durchmesser 40 cm, Tiefe 80 cm, Bodenklasse 4 DIN 18300, überschüssigen Boden auf der Baustelle einbauen.'.

Zaunpfosten Pfosten Stahlvierkantrohr 50/50mm WD 2mm L 220cm verz pulverbesch weiß

Rep4.000St

Befestigung mit Pfostenschuh auf Rampe mit 6% geneigt

Zaunpfosten mit Pfostenschuh auf Rampe mit 6% geneigt

Ref2.000StSTLB-Bau2026-040031640915907791760991720105939033546020180850291710199173011653003012012710164042136015Zaunpfosten als Endpfosten, aus Stahlvierkantrohr S235 DIN EN 10219-2, Querschnitt 50/50 mm, Wanddicke 2 mm, Gesamtpfostenlänge 220 cm, mit Gittermattenhalterungen, Kopf verschlossen mit Aluminiumkappe, Einbau in Fundament, Fundament wird gesondert vergütet, feuerverzinkt DIN EN ISO 1461 und pulverbeschichtet DIN 55633-1, weiß RAL 9010, Ausführung gemäß Zeichnung und Einzelbeschreibung.

Zaunpfosten Endpfosten Pfosten Stahlvierkantrohr 50/50mm WD 2mm L 220cm verz pulverbesch weiß

Rep3.000St

mit Pfostenschuh auf Rampe mit 6% geneigt

Zaunendpfosten mit Pfostenschuh auf Rampe mit 6% geneigt

Stahlgittermatte Passstück H 1,43m Maschenweite 50/200mm Doppelstab 8mm verz pulverbesch weiß

HOLZZAUN Z6

75.000mSTLB-Bau2026-0400366949159075837010927703914205926601104065111050928006112030203008259710592810391560491550239222018927503929201392730392260791620391760228889059269089291089271019171011233540391730291720719157011016404213602-484-23YesHolzzaun, ohne chemischen Holzschutz, mit beidseitiger Lattung aus Bauschnittholz, senkrecht angeordnet, Robinie, allseitig gehobelt, Kopf gefast, Dicke 20 mm, Breite 30 mm, Zwischenraum 30 mm, befestigen mit korrosionsbeständigen Schrauben, Bodenabstand 3 cm, öhe Zaun ohne Bodenabstand 1,1 m,
mit 2 Riegeln aus Robinie, Kantholz, gehobelt und gefast, Oberseite abgeschrägt, Querschnitt B/H 6/8 cm, Befestigung vor den Pfosten,
Zaunpfosten aus Robinie, Kantholz, gehobelt, Querschnitt B/H 8/8 cm, gefaster Kopf, Fuß gerade, Gesamtpfostenlänge 170 cm, Einzelfeldlänge 2 m, Ausführung gemäß Zeichnung und Einzelbeschreibung,
Einzelbeschreibungs-Nr '
in Fundament befestigen, mit Einzelfundament einschl. Aushub, Fundament aus Beton C 20/25 DIN EN 206-1, Durchmesser 40 cm, Tiefe 50 cm jeweils +10 cm Drainage-Kiesschicht, Bodenklasse 4 DIN 18300, überschüssigen Boden auf der Baustelle einbauen.'
Hersteller und Typ '
Planungsvorschlag:
Märchenzaun Zaunfeld ca. L 200x H100
Fa. Ziegler Spielplätze von A bis Z,
Freizeitanlagen e.K.
Am Dreieck 10, 04828 Bennewitz OT Zeititz
Telefon: +49 3425/ 8543-35
Email: kundenservice@ziegler-spielplatz.de
URL: www.ziegler-spielplatz.de
'

oder gleichwertig,
Hersteller und Typ

....................................................'

vom Bieter einzutragen.
Bei Produktabweichung einzutragen.
Ohne Eintrag gilt das beschriebene Produkt als angeboten.
Abrechnung nach Aufmaß zzgl. Originallieferschein. Datiert und mit Angabe der Baustelle'.

Holzzaun beidseitig Bauschnittholz Robinie D 20mm B 30mm H

1,1m Riegel Robinie B/H 6/8cm Pfosten Robinie Kantholz L 2m

Ref3.000StYes

Zauntür aus Holz, Drehflügeltür,

mit beidseitiger Lattung aus Kanthölzern,

senkrechte Lattung, aus kerngetrennten Robinienkernhölzern (splintfrei), Dicke 21 mm, gehobelt und gefast,

Abrundung der Kanten R > 3 mm, Oberkante mit Schrägschnitt 30° nach außen, verschiedene Breiten,

90 mm und 110 mm, Mischungsverhältnis 1:4,

lichter Abstand zwischen Latten 40 mm, befestigen mit Rundkopfnägeln V2A, Höhe gemessen ohne Bodenabstand

1 m, Bodenabstand 5 cm,

Pfosten aus Robinie, gehobelt und gefast, Querschnitt 9/9 cm, gerundeter Kopf,

Planungsvorschlag:

Personentor zum Märchenzaun 28.05.120-100.

Fa. Ziegler Spielplätze von A bis Z,

Freizeitanlagen e.K.

Am Dreieck 10, 04828 Bennewitz OT Zeititz

Telefon: +49 3425/ 8543-35

Email: kundenservice@ziegler-spielplatz.de

URL: www.ziegler-spielplatz.de

'........................................'

oder gleichwertig mit Nachweisen.

Bei Produktabweichung einzutragen.

Ohne Eintrag gilt das beschriebene Produkt als angeboten.

Abrechnung nach Aufmaß zzgl. Originallieferschein. Datiert und mit Angabe der Baustelle

Tür Holz Kantholz 21mm einflg. Weite 100cm H 1,0m

Rep2.000St

Großes Tor 350x100 (2 Torflügel)

Art. Nr. 28.05.100-350.

Großes Tor 350x100 (2 Torflügel)

Platz- und Wegebau

Der Baustellenbereich ist mit Geräten über die Feldmochingerstraße ca. 3,5 m und Batzenhoferstr. ca. 5m jeweils über ein Zufahrt mit den vorh. Breiten zu erreichen.

Für die Unversehrtheit bzw. die Wiederherstellung der Zufahrtsmöglichkeiten haftet der Auftragnehmer.

Auf die besondere Situation bezüglich Verkehr, Parkplätze, etc. auf den öffentlichen Straßen wird hingewiesen.

Die Zufahrts- und Parkmöglichkeiten sind mit dem AG abzustimmen.

Zugänglichkeit des Grundstückes

TRAGSCHICHTEN

1250.000m2STLB-Bau2025-100025353890010363201038890337050453347067119610121016401213601Planum herstellen, zulässige Abweichung von der Sollhöhe +/- 3 cm, Verformungsmodul mind. EV2 45 MPa, in Einzelflächen, 11 bis 15 Einzelflächen.

Planum Abweichung +/-3cm EV2 45MPa in Einzelflächen

750.000m2STLB-Bau2025-10002535389001036320190388903370501003347067119610111016402213601Planum herstellen, für Wege, zulässige Abweichung von der Sollhöhe +/- 3 cm, Verformungsmodul mind. EV2 100 MPa, in Einzelflächen, 5 bis 10 Einzelflächen, Ausführung gemäß Zeichnung.

Planum Weg Abweichung +/-3cm EV2 100MPa in Einzelflächen

750.000m2STLB-Bau2025-10002611389002037050453341095363201901016401213601Untergrund verdichten, für Wege, Verformungsmodul mind. EV2 45 MPa, Verdichtungsgrad mind. DPr 0,95.

Untergrund verdichten Weg

80.000m3STLB-Bau2026-0408033034060321044072104501334101033705010020070878399031934301334011245000131310301217042213301936310701016403213603-484YesFrostschutzschicht ZTV SoB-StB, Belastungsklasse RStO 12/24 Bk0,3, Verdichtungsgrad mind. DPr 1,03, Verformungsmodul auf der Oberfläche mind. EV2 100 MPa, aus Baustoffgemisch für Frostschutzschicht, Körnung 0/45, Schichtdicke 30 cm, Feinanteil Kategorie UF 3, im eingebauten Zustand max. 5 % Feinanteile, wasserdurchlässig, kf größer gleich 5 x 10 hoch minus 5 m/s, abgerechnet wird nach Auftragprofilen, Ausführung gemäß Einzelbeschreibung,
Einzelbeschreibungs-Nr '
Abrechnung nach Aufmaß zzgl. Originallieferschein. Datiert und mit Angabe der Baustelle
'.

FSS Bk0,3 DPr1,03 EV2 100MPa 0/45 D 30cm

420.000m3STLB-Bau2026-0408033034060321044072104501334101033705012020070878399031934301334011245000131310301217062213301936310701016403213603-484YesFrostschutzschicht ZTV SoB-StB, Belastungsklasse RStO 12/24 Bk0,3, Verdichtungsgrad mind. DPr 1,03, Verformungsmodul auf der Oberfläche mind. EV2 120 MPa, aus Baustoffgemisch für Frostschutzschicht, Körnung 0/45, Schichtdicke 30 cm, Feinanteil Kategorie UF 5, im eingebauten Zustand max. 5 % Feinanteile, wasserdurchlässig, kf größer gleich 5 x 10 hoch minus 5 m/s, abgerechnet wird nach Auftragprofilen, Ausführung gemäß Einzelbeschreibung,
Einzelbeschreibungs-Nr '
Abrechnung nach Aufmaß zzgl. Originallieferschein. Datiert und mit Angabe der Baustelle'.

FSS Bk0,3 DPr1,03 EV2 120MPa 0/45 D 30cm

40.000m3STLB-Bau2026-0408033134080202104407210450133410103370501001934202200709183990319343013340424500013405030121706221330187643013363107010164032136031293201-484YesKiestragschicht ZTV SoB-StB, Belastungsklasse RStO 12/24 Bk0,3, Verdichtungsgrad mind. DPr 1,03, Verformungsmodul auf der Oberfläche mind. EV2 100 MPa, Ungleichförmigkeitszahl U mind. 13, aus Baustoffgemisch für Kiestragschicht, Körnung 0/32, Schichtdicke über 15 bis 20 cm, Feinanteil Kategorie UF 5, im eingebauten Zustand max. 5 % Feinanteile, Infiltrationsbeiwert ki größer gleich 1 x 10 hoch minus 5 m/s, Einbau zwischen Randeinfassungen, abgerechnet wird nach Auftragprofilen, Ausführung gemäß Einzelbeschreibung,
Einzelbeschreibungs-Nr '
Abrechnung nach Aufmaß zzgl. Originallieferschein. Datiert und mit Angabe der Baustelle'.

KTS Bk0,3 DPr1,03 EV2 100MPa 0/32 D 15-20cm

320.000m3STLB-Bau2026-0408033134080202104407210450133410103370501201934202200709183990319343013340424500013405030121706221330187643013363107010164032136031293201-484YesKiestragschicht ZTV SoB-StB, Belastungsklasse RStO 12/24 Bk0,3, Verdichtungsgrad mind. DPr 1,03, Verformungsmodul auf der Oberfläche mind. EV2 120 MPa, Ungleichförmigkeitszahl U mind. 13, aus Baustoffgemisch für Kiestragschicht, Körnung 0/32, Schichtdicke über 15 bis 20 cm, Feinanteil Kategorie UF 5, im eingebauten Zustand max. 5 % Feinanteile, Infiltrationsbeiwert ki größer gleich 1 x 10 hoch minus 5 m/s, Einbau zwischen Randeinfassungen, abgerechnet wird nach Auftragprofilen, Ausführung gemäß Einzelbeschreibung,
Einzelbeschreibungs-Nr '
Abrechnung nach Aufmaß zzgl. Originallieferschein. Datiert und mit Angabe der Baustelle'.

KTS Bk0,3 DPr1,03 EV2 120MPa 0/32 D 15-20cm

15.000StSTLB-Bau2026-0408011657848036637019322709178510178500178520610164032136015-484YesKontrollprüfung ZTV SoB-StB auf besondere Anordnung des AG, für Tragschicht ohne Bindemittel, Prüfung für Verformungsmodul, mit dynamischem Lastplattendruckversuch TP BF-StB, Ausführung gemäß Einzelbeschreibung,
Einzelbeschreibungs-Nr '
Die Prüfungen sind von einem nach RAP Stra für diese
Prüfungen zugelassenem Labor auszuführen.'.

Kontrollprüfung TSoB Verformungsmodul dynamischer Lastplattendruckversuch

3.000StSTLB-Bau2026-0408011657848036637018322709178510178500178520610164032136015-484YesKontrollprüfung ZTV SoB-StB auf besondere Anordnung des AG, für Tragschicht ohne Bindemittel, Prüfung für Verformungsmodul, mit statischem Lastplattendruckversuch DIN 18134, Ausführung gemäß Einzelbeschreibung,
Einzelbeschreibungs-Nr '
Die Prüfungen sind von einem nach RAP Stra für diese
Prüfungen zugelassenem Labor auszuführen.'.

Kontrollprüfung TSoB Verformungsmodul statischer Lastplattendruckversuch

5.000St

Kontrollprüfung zur Ermittlung der Verdichtungswerte

auf dem Erdplanum mit der leichten Rammsonde

gem. DIN 4094 (Künzelstab) bis zu einer Tiefe von 5 m,

unabhängig von der Schlagzahl, einschl. der

Bereitstellung der erforderlichen Geräte, des

notwendigen Personals, der Vorbereitung der Prüfstelle,

des Auf- und Abbaues der Gerätschaften mit evtl.

Umsetzen sowie des An- und Abtransportes der Geräte.

Über die Rammsondierung ist vom AN ein Diagramm anzu-

fertigen und einschl. Auswertung dem AG vorzulegen.

Die Rammsondierungen sind auf Anordnung und im

Beisein des Vertreters des AG durchzuführen, wobei die

Versuchsstellen vom AG festgelegt werden. Die

Sondierungen sind von einem nach RAP Stra für diese

Prüfungenzugelassenem Labor auszuführen.

Kontrollprüfung leichte Rammsonde

4.000St

Sondierung mit Rammsonde nach DIN 4094, DIN EN ISO 22476, mit schwerem Rammsondiergerät DPH (Dynamic Probing Heavy), zur Überprüfung der Hinterfüllung der Gebäude, Sondiertiefe 0-5m

die Ergebnisse sind je Sondierungsvorgang mit einem Prüfdiagramm zu dokumentieren.

Werden die geforderten Werte nicht erreicht,

sind erforderliche Wiederholungsprüfungen nur nach Absprache mit der Bauleitung durchzuführen.

Rammsondierungen Sondiertiefe 0-5 m

EINFASSUNG

300.000mSTLB-Bau2026-04080357322707013670115907120151860621744703170200617624021365012468401238104226210702620014139102137001102420307810121016404213602-484YesBordstein aus Beton, DIN EN 1340, Maße DIN 483, Form TB 8/25, Farbton grau, Witterungswiderstand D, Abriebwiderstand I, Biegezugfestigkeit T, mit Fundament und 2-seitiger Rückenstütze aus Beton mit einer Zusammensetzung C 12/15 DIN 1045-2, Bettungsdicke 20 cm, Breite der Rückenstütze 15 cm, Fugen offen, Ausführung gemäß Zeichnung und Einzelbeschreibung,
Einzelbeschreibungs-Nr '
im Anschluss zum Fallschutz-/Sandspielbereich ist die
Rückenstütze auszurunden, incl. Erdarbeiten'.

Betonbord TB8/25 grau Fundament Rückenstütze 2seitig C12/15 D 20cm B 15cm

15.000mSTLB-Bau2026-04080357322707013670115905120151860621744703170200617624021365012468401238104226210702620014139102137001102420307810121016404213602-484YesBordstein aus Beton, DIN EN 1340, Maße DIN 483, Form TB 10/30, Farbton grau, Witterungswiderstand D, Abriebwiderstand I, Biegezugfestigkeit T, mit Fundament und 2-seitiger Rückenstütze aus Beton mit einer Zusammensetzung C 12/15 DIN 1045-2, Bettungsdicke 20 cm, Breite der Rückenstütze 15 cm, Fugen offen, Ausführung gemäß Zeichnung und Einzelbeschreibung,
Einzelbeschreibungs-Nr '
im Anschluss zum Fallschutz-/Sandspielbereich ist die
Rückenstütze auszurunden, incl. Erdarbeiten'.

Betonbord TB10/30 grau Fundament Rückenstütze 2seitig C12/15 D 20cm B 15cm

20.000mSTLB-Bau2026-040803573227070136701159026120151860621744703170200617624021365012468401238104226210702620013139105137001102420307810121016404213602-484YesBordstein aus Beton, DIN EN 1340, Maße DIN 483, Form TB 8/50, Farbton grau, Witterungswiderstand D, Abriebwiderstand I, Biegezugfestigkeit T, mit Fundament und 2-seitiger Rückenstütze aus Beton mit einer Zusammensetzung C 12/15 DIN 1045-2, Bettungsdicke 15 cm, Breite der Rückenstütze 10 cm, Fugen offen, Ausführung gemäß Zeichnung und Einzelbeschreibung,
Einzelbeschreibungs-Nr '
im Anschluss zum Fallschutz-/Sandspielbereich ist die
Rückenstütze auszurunden, incl. Erdarbeiten'.

Betonbord TB8/50 grau Fundament Rückenstütze 2seitig C12/15 D 15cm B 10cm

350.000mSTLB-Bau2026-04080357322707013670115908120151860621744703170200617624021365012468401238104226210702620013139105137001102420307810121016404213602-484YesBordstein aus Beton, DIN EN 1340, Maße DIN 483, Form TB 8/20, Farbton grau, Witterungswiderstand D, Abriebwiderstand I, Biegezugfestigkeit T, mit Fundament und 2-seitiger Rückenstütze aus Beton mit einer Zusammensetzung C 12/15 DIN 1045-2, Bettungsdicke 15 cm, Breite der Rückenstütze 10 cm, Fugen offen, Ausführung gemäß Zeichnung und Einzelbeschreibung,
Einzelbeschreibungs-Nr '
im Anschluss zum Fallschutz-/Sandspielbereich ist die
Rückenstütze auszurunden, incl. Erdarbeiten'.

Betonbord TB8/20 grau Fundament Rückenstütze 2seitig C12/15 D 15cm B 10cm

Ref110.000St

Anpassen der Betonbordsteine

der Vorpositionen,

Breite 8 - 10 cm,

an Einbauten und Begrenzungen

und für das Herstellen von Gehrungsschnitten.

Schnittflächen der Stoßkanten exakt winkelgerecht,

anfallende Stoffe beseitigen.

Abrechnung nach ausgeführten Schnitten.

Anfallendes Material ist zu entsorgen, einschl.

Entsorgungsgebühren.

Anpassen der Betonbordsteine gerade

Rep50.000St

als Gehrungschnitt

Anpassen der Betonbordsteine Gehrungsschnitte

EINFASSUNG PFLANZFLÄCHEN

800.000mYes

Einfassung aus Stahlband, Höhe 160 mm, Dicke 6 mm, in gerader Strecke einbauen in Fundament, Fundament wird nicht gesondert vergütet, Ausführung gemäß Zeichnung.

Einfassung aus Flachbandstahl herstellen Stahlsorte S235JR, feuerverzinkt nach DIN EN ISO 1461 DIN EN 10058, Kanten des Flachstahls leicht abgerundet Regellänge der Stahlabschnitte 3000mm mit 3x Betonstab, d=12mm, Höhe 200mm, 30 mm überlappend, Verbindungslaschen mit M8 +Muttern A2 verschraubt

nicht verschweißt in Betonbettung C12/15

in auf die anschließende Belagsfläche abgestimmte Höhe Betonbettung mindestens alle 6m unterbrochen mit 10mm Fuge Einbau höhengleich mit angrenzendem Wegebelag

Bestellung nach Aufmaß vor Ort in erforderlichen Längen

Planungsvorschlag:

Högel Studiotechnik GmbH

Furtweg 21

85716 Unterschleißheim

E-Mail: info@hoegel-studiotechnik.de

Telefon: +49 (0)89 374 77 99 0

Telefax: +49 (0)89 317 49 12

Martin Hoffmann

martin.hoffmann@hoegel-studiotechnik.de

'........................................'

oder gleichwertig mit Nachweisen.

Bei Produktabweichung einzutragen.

Ohne Eintrag gilt das beschriebene Produkt als angeboten.

Abrechnung nach Aufmaß zzgl. Originallieferschein. Datiert und mit Angabe der Baustelle

Einfassung Stahlband H 160mm D 5mm gerade Strecke einbauen

25.000Stk

der vorh. Pos.

Materialstärke: 6mm;incl. Kaltnachverzinken

Zuschlag für Schneidekanten

PFLASTER

865.000m²Yes

Versickerungsfähige Flächenbefestigung mit Pflastersteinen aus Beton gemäß DIN EN 1338.

Cradle to Cradle Gold-Zertifikat,

Produkt- und Umweltdeklaration (EPD).

Liefern und in profilgerechter Lage verlegen gemäß ATV DIN 18318. Die Verlegung mit unmittelbarem Kontakt Stein-zu-Stein ist nicht zulässig. Abweichung der Oberfläche von der Sollhöhe ±20 mm, Abweichung von der Ebenheit nach TP Eben bei 4 m Messstrecke ≤ 10 mm,

Querneigung ≥ 1,0 % ≤ 5,0 % gemäß

Merkblatt für versickerungsfähige Verkehrsflächen (MVV).

und SLG-Merkblatt für versickerungsfähige Pflasterbefestigungen aus Beton.

Versickerung von Niederschlagsabflüssen über die Fuge,

horizontales und vertikales Kanalsystem begünstigt die schnelle Versickerung durch laterale Verteilung,

ansetzbarer Abflussbeiwert Ψ = 0,25

Rastermaße

Länge / Breite / Dicke in cm

Mehrsteinsystem Typ AW

bestehend aus den Formaten

30,0 + 20,0 + 10,0 / 20,0 / 8,0, Qualität KDI / DI gemäß DIN EN 1338, mit Mikrofase in jew. gleicher Stückzahl im gleichen Produktionstakt hergestellt

Rastermaße mit regelgerechten oder systembedingten Fugenbreiten sind einzuhalten.

Die Verwendung von Verlegeeisen oder vergleichbaren Hilfsmitteln wird empfohlen.

Ergänzende Einbauhinweise des Herstellers sind zu beachten.

Verlegung mit geeigneter Verlegetechnik und Hilfsmitteln nach Wahl des AN. Ausführung von Zuschnitten mit der Nasssäge gemäß separater Position.

Versickerung von Niederschlagswasser über die Fuge.

Flächenbezogener Fugenanteil

· 7,6% (Mehrsteinsystem)

Versickerungsleistung durch HydroCon-Gutachten bestätigt.

Ansetzbarer mittlerer Abflussbeiwert Ψm ≤ 0,25.

Erhöhte Verbundstabilität durch verdeckt angeordnete Abstandshilfen für eine kraftschlüssige Rundumverzahnung und zweifach profilierte Steinunterseite.

Oberflächenbearbeitung

ferro (edelstahlkugelgestrahlt)

Bewertungsgruppe nach DIN 51130: R13

USRV nach DIN EN 1338 ≥ 65,0

Farbe . Sand 3 oder nach Wahl des AG

Vorsatzbeton aus farbechten Natursteinkörnungen und UV-beständigen Eisenoxidfarben.

Kernbeton mit hochfesten Quarz-, Granit- oder Basaltzuschlägen,

ressourcenschonend durch Anteile von hochwertigem Recyclingbeton aus eigener Herstellung,

ohne Einsatz von Kalkgestein.

Hydrothermale Nachbehandlung im Produktionsprozess zur Qualitätssicherung.

Witterungswiderstand

Masseverlust nach Frost-Tausalzprüfung ≤ 0,1 kg/m²,

normative Zuordnung: Klasse 3, Kennzeichnung D,

SOLL gem. DIN EN 1338 Masseverlust ≤1,0 kg/m².

Abriebwiderstand

≤ 18,5 mm normative Zuordnung: Klasse 3, Kennzeichnung I,

SOLL gem. DIN EN 1338 ≤ 20 mm.

Festigkeit/Spaltzugfestigkeit

Anforderungen für Pflastersteine aus Beton gemäß DIN EN 1338:

Tchar ≥ 4,5 MPa, Einzelwert ≥ 4,0 MPa, Bruchlast ≥ 500 N/mm

SOLL gem. DIN EN 1338: Tchar ≥ 3,6 MPa, Einzelwert ≥ 2,9 MPa, Bruchlast ≥ 250 N/mm.

Maximale Differenzen bei Messung der Diagonalen

Anforderungen für Pflastersteine aus Beton gemäß DIN EN 1338 sowie TL Pflaster-StB:

Klasse 2, Kennzeichnung K

Diagonale > 300 mm, maximale Differenz 2 mm

SOLL gem. DIN EN 1338 bzw. TL-Pflaster-StB:

Klasse 2, Kennzeichnung K

Diagonale > 300 mm, maximale Differenz 3 mm

Nachhaltigkeit & Ressourcenschutz

Globales Erwärmungspotenzial im Bereich A3 (Herstellung):

7,66E-1 [kg CO2-Äq] oder kleiner.

Nachweis durch eine zum Zeitpunkt des Angebotes mind. noch 1 Jahr gültige EPD.

Firmenspezifische, transparente, geprüfte und verifizierte Produkt- und Umweltdeklaration:

EPD-GDM-20190089-IAC1-DE (Typ III Umweltlabel nach ISO 14025 und EN 15804).

Umwelteinflüsse und Ökobilanzdaten nach ISO 14040 ff..

Der Nachweis ist vor Bestellung der Produkte unaufgefordert vorzulegen.

Eine umfassende Dokumentation ist auf Verlangen des Auftraggebers vorzulegen.

Kompensationsprojekt im GOLD-Standard über myCLIMATE.

Cradle to Cradle Gold-Zertifikat

80 % der Rohstoffe aus einem Umkreis < 30 km

ca. 4 % hochwertiges Betonrecycling im Kernbeton (sofern produktbezogen kein höherer Wert angegeben)

Mit 100 % erneuerbarer Energie gefertigt.

Nachweise

Bei Angebotsabgabe ist der Nachweis der Eignung nach straßenbautechnischen Vorgaben zu führen (siehe Regelwerke FGSV).

Qualitätsanforderungen sind jederzeit mit Prüfzeugnissen des Herstellers durch den Bieter nachzuweisen.

Einschließlich Herstellung der Bettung

Baustoffgemisch aus natürlicher gebrochener Gesteinskörnung.

Maximaler Feinanteil: Kategorie UF5

Überkornanteil: Kategorie OC90

Korngrößenverteilung: Kategorie GU,B

Fließkoeffizient: Kategorie ECS35

Widerstand gegen Zertrümmerung von groben Gesteinskörnungen:

Kategorie SZ8/12 ≤ 22 (SZ8/12 ≤ 18 bei hoher Beanspruchung)

Widerstand gegen Frostbeanspruchung: Kategorie F1.

Nachweis durch Gütezeugnisse des Lieferanten.

Wasserdurchlässigkeit im verdichteten Zustand kf ≥ 5,4 x 10-5 m/s,

geeignet für die Anforderungen der geplanten Belastung.

geeignet für Anforderungen der Belastungsklasse Bk .../ RStO 2012.

Die Sieblinien von Tragschicht- und Bettungsmateriel müssen aufeinander

abgestimmt und filterstabil sein.

Gesteinskörnung 0-5 nach TL Gestein-StB 04, TL Pflaster-StB 06

und DIN EN 13242

Weitere mögliche Gesteinskörnungen gem. ATV DIN 18318, z.B.: 0-4 mm; 0-5 mm; 0-8 mm; 2-5 mm (zur Förderung der spezifischen Versickerungsleistung)

Bettungsdicke nach Verdichtung gemäß ATV DIN 18318: 4 cm ± 1 cm

Einschließlich Verfugung

Brechsand-Splittgemisch (Hartgestein)

SZ8/12 ≤ 18 (Schlagzertrümmerungswert)

Körnung 1-3 mm zur Förderung der spezifischen Versickerungsleistung.

Die Filterstabilität gegenüber dem Bettungsmaterial ist nachzuweisen.

Planungsgrundlage:

Nueva Stone Typ AT Drainstone

GODELMANN GmbH & Co. KG

Industriestraße 1, 92269 Fensterbach

T +49 9438 9404-0, F +49 9438 9404-70

info@godelmann.de

www.godelmann.de (www.godelmann.de)

'.........'

oder gleichwertig mit Nachweisen.

Bei Produktabweichung einzutragen.

Ohne Eintrag gilt das beschriebene Produkt als angeboten.

Abrechnung nach Aufmaß zzgl. Originallieferschein. Datiert und mit Angabe der Baustelle

Versickerungsfähige Flächenbefestigung mit Pflastersteinen

2.000m²Yes

wie vor, jedoch vor Bestellung als Musterfläche liefern und verlegen.

Planungsgrundlage:

Nueva Stone Typ AT Drainstone

GODELMANN GmbH & Co. KG

Industriestraße 1, 92269 Fensterbach

T +49 9438 9404-0, F +49 9438 9404-70

info@godelmann.de

www.godelmann.de (www.godelmann.de)

'.........'

oder gleichwertig mit Nachweisen.

Bei Produktabweichung einzutragen.

Ohne Eintrag gilt das beschriebene Produkt als angeboten.

Abrechnung nach Aufmaß zzgl. Originallieferschein. Datiert und mit Angabe der Baustelle

Musterfläche Betonpflaster

38.000mSTLB-Bau2026-040803573227080136701186062176019770151016246840323810412621069262001413910213700710242024317501007810121016404213602-484YesBordstein aus Naturstein, Breite 80 mm, Basalt, Oberfläche gesägt, Ausführung gemäß FGSV ZTV Pflaster-StB und Ergänzung M RR, mit Fundament und einseitiger Rückenstütze aus Beton mit einer Zusammensetzung C 20/25 DIN 1045-2, Bettungsdicke 20 cm, Breite der Rückenstütze 15 cm, Kurven mit geraden Bordsteinen ausführen, Länge 1000 mm, Fugen geschlossen, mit Mörtel, Ausführung gemäß Zeichnung und Einzelbeschreibung,
Einzelbeschreibungs-Nr '
Markierung der Feuerwehraufstellfläche 7x12 m'.

Naturbord B 80mm Basalt Fundament Rückenstütze C20/25 D 20cm B 15cm

200.000t

Unterhaltungspflege ungebundene Fugen mit Fugenmaterial FUGE gemäß aBG Nr. Z-84.1-29.

Hinweis:

In den ersten Monaten nach Verkehrsfreigabe sollte keine maschinelle Reinigung der Fläche im Saugverfahren erfolgen. Bevor die Fläche mit Reinigungsfahrzeugen befahren wird, ist an einer Teilfläche zu überprüfen, ob sich die Fugenfüllung ausreichend verfestigt hat.

Es wird empfohlen eine Unterhaltungspflege der Fugen v.a. in den ersten Monaten nach Verkehrsfreigabe mit auszuschreiben und zu beauftragen. Danach sollte eine ausdrückliche Übergabe der Fläche in den Verantwortungsbereich des, für die weitere Unterhaltung verantwortlichen Betriebes erfolgen.

Leistungsbeschreibung:

Die ungebundenen Fugen sind in den ersten 6 Monaten nach Verkehrsfreigabe in regelmäßigen Abständen, mindestens alle 6 Wochen auf vollständige Füllung hin zu überprüfen.

Sind die Fugen oder Teile davon zu weniger als 80% der Steindicke gefüllt, ist bis zur vollständigen Füllung mit Fugenmaterial FUGE gemäß aBG Nr. Z-84.1-29 nachzufugen.

Ausführung in Abstimmung mit

· Bauleitung

· Unterhaltungsbetrieb des Betreibers

Abrechnung nach:

· Liefer-/Wiegeschein zum eingebauten Fugenmaterial in t

Unterhaltungspflege ungebundene Fugen mit Fugenmaterial

200.000m

Pflasterbelag anpassen durch gerades Schneiden, Tiefe bis 8 cm, mit Nassschneidegerät mit diamantbesetzter Scheibe,

an Einfassungen und aufgehenden Wänden.

Schnittarbeiten auf ungeschützter Dachhaut oder Wänden sind unzulässig.

Die gekürzte Seite von Passstücken ist = 1/3 der größten Kantenlänge

und = 1/2 der Dicke des unbearbeiteten Steines bzw. der unbearbeiteten Platte auszuführen.

Verschmutztes Wasser auffangen. Schlämme aus Schnitten aufnehmen, transportieren, laden und abfahren.

Anfallenden Verschnitt transportieren, laden und abfahren. Vergütung ist einzukalkulieren.

Pflasterbelag anpassen, gerade schneiden T bis 8cm

200.000m

Schnitte des Pflasterbelag wie vor 01.09.24 jedoch

Plattenbelag anpassen, schräg schneiden T bis 8cm

Schnitte des Pflasterbelag schräg

EINFASSUNG PFLANZFLÄCHEN

KUNSTSTOFFBAND PFLANZFLÄCHEN

150.000mYes

Einfassung gerade aus Kunststoff, zur Begrenzung von Pflaster, Pflanz- und Fallschutzflächen mit losem Schüttmaterial,

Profil PE 3 mm, Oberseite abgerundet, Höhe 51 mm, Lieferlängen 2,29 m,

in gerader Strecke einbauen, Stoßverbindung mit Verbindungsclips, inkl. Befestigung durch Erdspieße aus verzinktem Stahl, in Betonfundament C 12/15 DIN EN 206-1 und DIN 1045-2, Dicke 20 cm, im Abstand von ca. 60 bis 70 cm.

Planungsgrundlage:

Orlando Pflasterkante bric-edg 3mm gerade

Amevo 2000 BV

De Amer 22

8253 RC Dronten - Niederlande

Tel: 0031-321-387788

Fax:0031-321-387799

info@amevo.nl

oder gleichwertig

'........................................'

oder gleichwertig mit Nachweisen.

Bei Produktabweichung einzutragen.

Ohne Eintrag gilt das beschriebene Produkt als angeboten.

Abrechnung nach Aufmaß zzgl. Originallieferschein. Datiert und mit Angabe der Baustelle

Einfassung gerade Kunststoffband H 51mm D 3mm Erdanker Abstand 25cm

BASKETBALLFELD

80.000m²

Abgeräumte Dachfläche kehren und reinigen.

Die abgedichtetete Dachfläche ist im Zuge dieser Arbeiten erstmalig optisch auf ihren Zustand zu prüfen:

Dachdichtung auf gesamter Dachfläche inkl. Hochführungen an Einbauten/ Dachdurchdringungen.

Kehrricht laden, abfahren, Material ist einer Wiederverwertung zuzuführen.

Bereich:

Unterbauter Bereich Basketballfeld

Abgeräumte Dachfläche kehren, reinigen

Yes1.000psch

Prüfung der Vorleistungen des Dachdeckerhandwerks und Dokumentation gem. DDV-Leitfaden Dachbegrünung "Sicherer

Gewerkeübergang".

Nach Fertigstellung der Dachabdichtung und unmittelbar vor Beginn der Dachbegrünungsarbeiten muss die

Dachabdichtung vom Dachbegrüner überprüft werden.

Diese Überprüfung erfolgt also durch sog. "In-Augenscheinnahme", d.h. auf sichtbare und offene Mängel, deren Erkennung

für den Dachbegrüner im Rahmen seiner Fachkunde, zumutbaren Möglichkeiten und Pflichten möglich sind.

Diese Überprüfung ersetzt nicht die förmliche Abnahme der Dachabdichtung.

Nach der Überprüfung ist sicherzustellen, dass die Abdichtung nicht durch Dritte (weiter) beschädigt werden kann. Die

Abdichtung ist unmittelbar nach dieser Begehung zu schützen.

Bei grösseren Flächen, die abschnittsweise begrünt werden, soll die Abdichtung in Abschnitten unmittelbar vor Beginn der

jeweiligen Begrünungsarbeiten (erneut) überprüft werden.

Der Dachbegrüner hat hierzu ein Begehungsprotokoll zu erstellen und dieses auf Verlangen dem Auftraggeber vorzulegen.

Einschl. Durchführung und Koordinierung des Begehungstermins mit der erforderlichen Beteiligten.

Die Dokumentation ist 3-fach in Papierform und digital im PDF-Format unmittelbar nach der Prüfung - spätestens binnen 2 Werktagen - an die örtliche Bauleitung und den AG zu übergeben.

Bereich:

Unterbauter Bereich Basketballfeld

Prüfung Vorleistung Dachdeckerhandwerk

Yes1.000psch

Lichtbilder in digit. Form herstellen

Lichtbilder - mind. 15 Stück - über den wesentlichen Bauablauf der Bauwerke und die fertigen Bauwerke in digitalisierter

Form.

Auflösung mindestens 3.0 Mio. Pixel, 16bit Farbentiefe herstellen Dateiformat: JPEG oder PNG (nach Vorgabe des AG).

Auf USB-Datenträger mit der Schlußrechnung an den AG übergeben. Zusätzlich: Digitale Übermittlung per E-Mail oder Downloadlink möglich

Rechteübertragung: Nutzungsrechte für den Auftraggeber zur Dokumentation und Archivierung

Lichtbilder in digit. Form herstellen

170.000m²Yes

Kleinspielfeld, Kunststoffbelag, zweischichtig, wasserdurchlässig

Kunststoffbelag, schüttbeschichtet, Normtyp B, gemäß DIN EN 14877 + DIN 18035/6, wasserdurchlässig, in einer Gesamtdicke von min. 35 mm liefern und fachgerecht einbauen.

Aufbau wie folgt:

Basisschicht:

SBR-Gummigranulat und Polyurethan, geschüttet,

Dicke: ca. 25 mm, Farbe: schwarz, Körnung 2-4 mm

Oberschicht:

EPDM-Gummigranulat und Polyurethan, geschüttet

Dicke. ca. 10 mm, Farbe: ziegelrot RAL 3016 Körnung 1-3,5mm Oberfläche: EPDM-Granulat, flachgelagert

Vor Lieferung und Einbau sind jeweils nach der aktuellen DIN EN 14877 detaillierte Angaben zu machen zur Eignungsprüfung, Umweltverträglichkeitsprüfung und Güteüberwachung.

Diese Nacheise sind bei Angebotsabgabe vorzulegen.

Angrenzende Belagsflächen, Einfassungen und Bauteile vor

Verschmutzung durch Kunststoff schützen, z.B. mit Klebeband und Folie.

Schutzabdeckung verbleibt im Eigentum des AN und ist nach

Kunststoffeinbau zu entfernen sowie einer Wiederverwertung zuzuführen.

Planungsgrundlage:

Kompan

Raiffeisenstraße 13

D-24941 Flensburg

0461 77306-0

kontakt@kompan.com

'........................................'

oder gleichwertig mit Nachweisen.

Bei Produktabweichung einzutragen.

Ohne Eintrag gilt das beschriebene Produkt als angeboten.

Abrechnung nach Aufmaß zzgl. Originallieferschein. Datiert und mit Angabe der Baustelle

Kleinspielfeld, Kunststoffbelag, zweischichtig,

170.000m2STLB-Bau2026-040805833341204419343011157020621044082213001221330231310151016404213601-484YesDränbetontragschicht FLL ZTV-Wegebau, natürliche Gesteinskörnung, C 20/25, Nutzungskategorie N 1, wasserdurchlässig, kf größer gleich 5,4 x 10 hoch minus 5 m/s, Dicke 15 cm, Ausführung gemäß Zeichnung und Einzelbeschreibung,
Einzelbeschreibungs-Nr '
Ebenheit nach DIN 18035-6'.

TS Dränbeton C20/25 D 15cm

170.000m²

Schüttbelag Splitt 2/5

aus gewaschenem, gebrochenem 2-5 mm herstellen.

Schichtdicke: 3 cm herstellen als oberste Schicht auf Kies 16/32 der vorh. Pos.

Schüttbelag Splitt 2/5 Ausgleichslage

SPIELFLÄCHEN EPDM

STLB-Bau2026-0400319939457035107780210779071078002Eignungszeugnisse sind vorzulegen für Filterschichtbaustoffe über Wasserdurchlässigkeit, Nachweis erbringen durch Vorlage eines Prüfberichtes.

Standardbesch Vorlage Eignungszeugn. Filterschichtbaustoffe

Ref480.000m²Yes

Herstellen eines fugenlosen, elastischen Fallschutzbelags gemäß DIN EN 1176/1177 und DIN 18035-6, wasserdurchlässig, in zweischichtiger Ausführung liefern und fachgerecht gem. Herstellerangaben einbauen.

Einbau auf ungebundener Tragschicht, als Fallschutzbelag.

Umweltverträglichkeitsprüfung gem. DIN 18035-6.

Bezeichung: schüttbeschichteter Belag

Basisschicht: Polyurethan gebundenes Gummifasern-/Granulat, geschüttet

Schichtdicke: min. 30-75 mm

Deckschicht: Polyurethan gebundenes SBR-Granulat, geschüttet

Schichtdicke: min. 10 mm

Farbe: ziegelrot, RAL 3016, aromatisches Bindemittel

Oberfläche: farbiges EPDM-Granulat, flach gelagert

Gesamtdicke: 85 mm

Freie Fallhöhe: 1,3 - 2,43 m , Übergänge nach Erfordernis ausbilden

Anforderungen:

· Fugenlos: homogene, sichere Oberfläche

· Eignungsnachweis gem. DIN EN 1177:2024-10

· Umweltverträglichkeit gem. DIN 18035-6:2021-08

· Pflegeleicht

Nachweis der Fallschutzeigenschaften (HIC-Wert) nach DIN EN 1177. Diese Nacheise sind bei Angebotsabgabe vorzulegen

Diese Nacheise sind bei Angebotsabgabe vorzulegen.

Ausführung:

Einbau auf vorbereiteter, tragfähiger und ebener Tragschicht

(gebunden oder ungebunden, mit ausreichender Entwässerung)

fugenloser Einbau vor Ort (in-situ) auf , Splittausgleichsschicht

Anpassung an Einbauten (Spielgeräte, Fundamente etc.)

Ausbildung von Randanschlüssen und Übergängen

Oberfläche rutschhemmend und wasserdurchlässig

gleichmäßige Schichtdicke und fachgerechte Verdichtung

Einhaltung der Ebenheitstoleranzen nach DIN 18035

Einbau ohne sichtbare Randeinfassung

Farbton nach Planungsfreigabe

Bereich Kinderkrippe + Kindergarten

Planungsgrundlage:

Kompan

Raiffeisenstraße 13

D-24941 Flensburg

0461 77306-0

kontakt@kompan.com

'........................................'

oder gleichwertig mit Nachweisen.

Bei Produktabweichung einzutragen.

Ohne Eintrag gilt das beschriebene Produkt als angeboten.

Abrechnung nach Aufmaß zzgl. Originallieferschein. Datiert und mit Angabe der Baustelle

Herstellen eines fugenlosen, elastischen Fallschutzbelags KIGA KRIPPE rot

Rep68.000m²Yes

Lieferung und fachgerechte Installation

Freie Fallhöhe: bis 1,30 m

Dicke: 40 mm (30 mm Basisschicht + 10 mm Deckschicht)

Farbe: türkisgrün, RAL 6016, aliphatisches Bindemittel

Bereich Kinderkrippe

Planungsgrundlage:

Kompan

Raiffeisenstraße 13

D-24941 Flensburg

0461 77306-0

kontakt@kompan.com

'........................................'

oder gleichwertig mit Nachweisen.

Bei Produktabweichung einzutragen.

Ohne Eintrag gilt das beschriebene Produkt als angeboten.

Abrechnung nach Aufmaß zzgl. Originallieferschein. Datiert und mit Angabe der Baustelle

Lieferung und fachgerechte Installation KRIPPE grün

Rep190.000m²Yes

Lieferung und fachgerechte Installation

Freie Fallhöhe: von 1,30 m bis 3,10 m

Dicke: 40 bis 110 mm (30 bis 100 mm Basisschicht + 10 mm

Deckschicht)

Farbe: türkisgrün, RAL 6016, aliphatisches Bindemittel

Bereich Schule

Planungsgrundlage:

Kompan

Raiffeisenstraße 13

D-24941 Flensburg

0461 77306-0

kontakt@kompan.com

'........................................'

oder gleichwertig mit Nachweisen.

Bei Produktabweichung einzutragen.

Ohne Eintrag gilt das beschriebene Produkt als angeboten.

Abrechnung nach Aufmaß zzgl. Originallieferschein. Datiert und mit Angabe der Baustelle

Lieferung und fachgerechte Installation SCHULE grün

170.000m²Yes

Zulage zu Kunstoffbelag schüttbeschichtet 2-lagig

ziegelrot / rose Farbmischung

Planungsgrundlage:

Kompan

Raiffeisenstraße 13

D-24941 Flensburg

0461 77306-0

kontakt@kompan.com

'........................................'

oder gleichwertig mit Nachweisen.

Bei Produktabweichung einzutragen.

Ohne Eintrag gilt das beschriebene Produkt als angeboten.

Abrechnung nach Aufmaß zzgl. Originallieferschein. Datiert und mit Angabe der Baustelle

Zulage zu Kunstoffbelag schüttbeschichtet 2-lagig

8.000pschYes

EPDM - Protektor für Ketten der Spielgeräte liefern und einbauen.

Form

kurzer und breiter Einlass-Rand/Rahmen für Durchlass in Fallschutzflächen

Allgemeine Produktinformationen

Außenmaße ca. (L x B x H in mm): 300 x 180 x 50

Maße Durchlass ca. (L x B in mm):200 x 80 (abgerundete Seiten und Ecken)

Spezifikation EPDM

hochelastischer Synthesekautschuk

extreme Witterungs-, UV- und Temperaturbeständigkeit

Die mitgelieferten Protektoren sind beim Einbau und bei der Verankerung der Spielgeräte gemäß der mitgesendeten Anleitung zu montieren. Die Protektoren sind vor dem Einbringen des EPDM-Bodens mittels Klebeband hochzubinden.

Beim Einbringen des EPDM-Bodens sind die Protektoren durch die Monteure ordnungsgemäß nach Herstellervorschrift mit einzubauen.

Planungsgrundlage:

EPDM-Protector

Kompan

Raiffeisenstraße 13

D-24941 Flensburg

0461 77306-0

kontakt@kompan.com

'........................................'

oder gleichwertig mit Nachweisen.

Bei Produktabweichung einzutragen.

Ohne Eintrag gilt das beschriebene Produkt als angeboten.

Abrechnung nach Aufmaß zzgl. Originallieferschein. Datiert und mit Angabe der Baustelle

EPDM - Protector für Ketten

6.000StYes

Schachtdeckel für Spül- und Kontrollschacht mit erforderlichem Fallschutz Belag passend zur jeweiigen Fallhöhe Druchmesser ca. 400 mm mit Lüfungsöffnungen

Liefern und einbauen von herausnehmbaren Revisionsabdeckungen für Rigolen-, Kontroll- und Entwässerungsschächte innerhalb von

EPDM-Fallschutzflächen.

Ausführung als befüllbare Schachtabdeckung zur Aufnahme des Fallschutzaufbaus. Oberfläche bündig und optisch an den angrenzenden EPDM-Fallschutzbelag angepasst.

Ausführung ab 1 cm unter OK Basisschicht

Die Schachtabdeckung muss folgende Anforderungen erfüllen:

- Belastungsklasse mindestens B 125 nach DIN EN 124.

- Herausnehmbar und wieder einsetzbar für Revisions- und Wartungszwecke.

- Höhen- und fluchtgerechter Anschluss an angrenzende Beläge.

- Wartungs- und Revisionsfähigkeit dauerhaft gewährleistet.

- Erforderliche Be- und Entlüftungsfunktionen der Rigolenanlage

sind dauerhaft sicherzustellen.

- Lüftungsöffnungen dürfen nicht durch den Fallschutzaufbau

verschlossen werden.

- Fallschutztechnische Eigenschaften der angrenzenden EPDM-Fläche sind auch im Bereich der Schachtabdeckung sicherzustellen.

Einschließlich:

- Aufmaß,

- Lieferung aller Systembauteile,

- Rahmeneinbau,

- Anpassung an vorhandene Schächte,

- Ausbildung der Anschlussfugen,

- Einbau des Fallschutzaufbaus in die Füllwanne,

Planungsgrundlage:

Schachtdeckel DN400

Kompan

Raiffeisenstraße 13

D-24941 Flensburg

0461 77306-0

kontakt@kompan.com

'........................................'

oder gleichwertig mit Nachweisen.

Bei Produktabweichung einzutragen.

Ohne Eintrag gilt das beschriebene Produkt als angeboten.

Abrechnung nach Aufmaß zzgl. Originallieferschein. Datiert und mit Angabe der Baustelle

Schachtdeckel mit erforderlichem Fallschutz Belag DN400 E1

3.000StYes

Schachtdeckel für Schächte mit erforderlichem Fallschutz Belag passen zur jeweiigen Fallhöhe Druchmesser ca. 750-850 mm mit Lüfungsöffnungen

Planungsgrundlage:

Schachtdeckel DN750-850

Kompan

Raiffeisenstraße 13

D-24941 Flensburg

0461 77306-0

kontakt@kompan.com

'........................................'

oder gleichwertig mit Nachweisen.

Bei Produktabweichung einzutragen.

Ohne Eintrag gilt das beschriebene Produkt als angeboten.

Abrechnung nach Aufmaß zzgl. Originallieferschein. Datiert und mit Angabe der Baustelle

Schachtdeckel mit erforderlichem Fallschutz Belag DN 750-850 E2

TRAUFE

100.000m2

Schüttung aus gewaschenen Flusskies, Körnung 16/32,

als Flächenschüttung,

Schichtdicke i.M. 15 cm,

als Traufstreifen,

Streifenbreite ca. 0,40 m

erhöhte Anforderung:

Anteil Körnungen kleiner 0,063 mm max. 1,0 Massen-%,

doppelt gewaschen, vorwiegend Rundkorn,

Ausführung in Teilflächen,

Flusskies 16/32 D 15cm Flächenschüttung

50.000m²

Schüttbelag Basalt 11/16

aus gewaschenem Basalt, gebrochen 11-16 mm herstellen.

Schichtdicke: 5 cm herstellen als oberste Schicht auf Kies 16/32 der vorh. Pos.

mit Schutzvlies 300 g PES dazwischen

Breite der Schüttung: 50 - 230 cm

Schüttbelag Basalt 11/16

KIESSCHÜTTUNG LICHTSCHACHT

1.000m3

Schüttung aus Grubenkies, gewaschen, Körnung 16/32, Schichtdicke 5 bis 10 cm, als Flächenschüttung in Lichtschächten, mit Unterlage aus Geotextil, Lichtschachttiefe ab Gelände ca. 270 cm,

einschl. Schutz für Fenster während der Befüllung, Lichtschachtinnenmaße ca. L/B 205/60 cm, Anzahl der Lichtschächte 5 Stück, Arbeiten von Hand.

Grubenkies gewaschen 16/32 D 10cm Flächenschüttung in Lichtschächten

SCHÄCHTE

Ref4.000pschYes

Schachtabdeckung (AS1)

auspflasterbar, verschiebesicher l. W. 625mm, Stahl verzinkt (700 x 150 x 700)

Belastungsklasse: Kl. D 400

Material: Feuerverzinkter Stahl

Materialstärke: 6,0 mm

Lichte Weite: 625 mm

Außenabmessung (Zarge): 700 x 700 mm

Auspflasterbare Innenhöhe: 150 mm

Höhe an der Auflagefläche:150 mm

Höhe (inkl. Unterzüge): 252 mm

inkl. EPDM-Dichtung

inkl. Entnahmeschraubpunkte

inkl. Aussteifungselemente unter der Abdeckung

inkl. Drainagelöcher / Tagwasserdicht

inkl. Drainagelöcher nach Erfordernis als Luftöffnung

Planungsgrundlage:

Art.Nr.: 20170007

BG Betonwaren

Henschelring 1

D-85551 Kirchheim bei München

+49 (0) 89 374 127 89

info@bg-ews.de

'........................................'

oder gleichwertig mit Nachweisen.

Bei Produktabweichung einzutragen.

Ohne Eintrag gilt das beschriebene Produkt als angeboten.

Abrechnung nach Aufmaß zzgl. Originallieferschein. Datiert und mit Angabe der Baustelle

Auspflasterbare Schachtabdeckung Klasse D (AS1)

Rep2.000StYes

Auspflasterbare Schachtabdeckung (AS2) Klasse B125-C250 verzinkt Nr. AS2 incl. Aushebehacken Set 4 Stück

Planungsgrundlage:

Art.Nr.: 20170001

BG Betonwaren

Henschelring 1

D-85551 Kirchheim bei München

+49 (0) 89 374 127 89

info@bg-ews.de

'........................................'

oder gleichwertig mit Nachweisen.

Bei Produktabweichung einzutragen.

Ohne Eintrag gilt das beschriebene Produkt als angeboten.

Abrechnung nach Aufmaß zzgl. Originallieferschein. Datiert und mit Angabe der Baustelle

Auspflasterbare Schachtabdeckung Klasse B125-C250 (AS2)

Rep1.000StYes

Auspflasterbare Schachtabdeckung (AS3) Klasse D liefern und einbauen für Wasserzählerschacht Fa. Betonrieder Art. Nr. 22002

Abdeckung lichte Weite 80 x 80 cm für Einstieg, KL D 400

Art. Nr. 57273, Außenmaß 118x118 cm, H=17 , verzinkt

Planungsgrundlage:

Art.Nr.: Wasserzählerschachtdeckel

BG Betonwaren

Henschelring 1

D-85551 Kirchheim bei München

+49 (0) 89 374 127 89

info@bg-ews.de

'........................................'

oder gleichwertig mit Nachweisen.

Bei Produktabweichung einzutragen.

Ohne Eintrag gilt das beschriebene Produkt als angeboten.

Abrechnung nach Aufmaß zzgl. Originallieferschein. Datiert und mit Angabe der Baustelle

Auspflasterbare Schachtabdeckung Klasse D400 Wasserzählerschacht (AS3)

Rep2.000pschYes

Schachtabdeckung (AS4)

auspflasterbar, verschiebesicher l. W. 400mm, Stahl verzinkt (500 x 150 x 500)

Belastungsklasse: Kl. D 400

Material: Feuerverzinkter Stahl

Materialstärke: 5,0 mm

Lichte Weite: 400 mm

Außenabmessung (Zarge): 500 x 500 mm

Auspflasterbare Innenhöhe: 150 mm

Höhe an der Auflagefläche:150 mm

Höhe (inkl. Unterzüge): 252 mm

inkl. EPDM-Dichtung

inkl. Entnahmeschraubpunkte

inkl. Aussteifungselemente unter der Abdeckung

inkl. Drainagelöcher nach Erfordernis

Planungsgrundlage:

Art.Nr.: 20170007

BG Betonwaren

Henschelring 1

D-85551 Kirchheim bei München

+49 (0) 89 374 127 89

info@bg-ews.de

'........................................'

oder gleichwertig mit Nachweisen.

Bei Produktabweichung einzutragen.

Ohne Eintrag gilt das beschriebene Produkt als angeboten.

Abrechnung nach Aufmaß zzgl. Originallieferschein. Datiert und mit Angabe der Baustelle

Auspflasterbare Schachtabdeckung Klasse D (AS4)

9.000pschYes

Auspflasterung mit Pflaster der vorh. Position 01.09.22 mit allen notwendigen Zuschnitten. Ausbildung tagwasserdicht

Vorh. Schachtwannen innen nach dem Setzen der Wannen auspflastern incl. evtl.notwendiger Ausgleichsringe setzen

Vorbemerkungen: Bei den Wannen muss in der Regel von dem Aufbau in der Fläche wegen Höhenproblemen abgewichen werden. Daher muss hier ein anderer Aufbau gewählt werden. Auch muss die Dicke der Steine i. d. R. geändert werden. Alle haftverbundmindernden Schichten in der Wanne, wie z. b. Fette, Öle oder Schmutzreste sind vollständig zu entfernen. Die zur Verwendung kommenden Produkte müssen für diesen Einsatz ausgewiesen sein.

Der Boden, der zuvor gründlich gereinigten Wanne, ist mit einem niedrigviskosen Grundierharz auf Epoxidharzbasis zu grundieren (Verbrauch ca. 200- 300 ml/m²). Sofern nicht frisch in frisch weitergearbeitet werden kann, ist das frische Grundierharz mit einer feuergetrockneten Quarzsandmischung (Körnung 0,4 - 1,5 mm) im Überschuss flächig abzusanden. eine Häufchenbildung ist zu vermeiden. Nach dem Trocknen überschüssigen Sand entfernen. In das frische Grundierharz oder auf die trockne gründlich abgesandete Fläche ist ein wasserdurchlässiger Bettungsmörtel auf Epoxidharzbasis in einer Mindestschichtdicke von 20 mm einzubringen. In den frischen Bettungsmörtel sind sog. Kleinpflastersteine unter Verwendung desselben Grundierharzes als Haftvermittlers zu setzen. Sofern plattige Formate verwendet werden, sollten diese eine Mindestdicke von 6 cm haben und ebenfalls mit Haftvermittler frisch in frisch verlegt werden. Zwischen Metallrand und anschließendem Belag ist entweder eine Scheinfuge sofern der Schacht im vielbefahrenen Bereich liegt oder eine tatsächliche Bewegungsfuge auszubilden. Der Querschnitt des Dichtstoffes sollte quadratisch sein und ca. 3 - 4 mm unter Oberkante Stein enden. Nach Erhärtung des Bettungsmörtels ist der verbleibende Fugenraum in einem Arbeitsgang mit einem zementgebundenem Fugenmörtel zu schließen.

Anforderung Bettungsmörtel: Wasserdurchlässig, Druckfestigkeit nach 7 Tagen > 30 N/mm², Biegezugfestigkeit nach 7 Tagen > 10 N/mm², stat. E-Modul ca. 20 000 N/mm², Haftzugfestigkeit > 2 N/mm²

Produkte:

Grundierung und Haftbrücke:

Juralith EGM

Bettungsmörtel:

Juralith BM 3 K >= 2 cm

Bewegungsfugen:

Juraflex Fugenband oder PE- Band (je nach Belastung) am Aussenrand

Juraflex Rundschnur

Juraflex SABA Primer H 17

Juraflex SABA Polysulfid Dichtsoff 2-K

(Fugenfüllung nach ZTV-Fug-StB)

Juraflex SABA Dichtstoff 1-K SL selbstnivellierend

Anforderung Fugenmörtel für magmatische Natursteine mit Prüfzeugnis: Frost-Tausalzwiderstand CDF Verfahren Abwitterung <70 g/m² stat. E-Modul < 18 000 N/mm² Druckfestigkeit > 50 N/mm² Biegezugfestigkeit > 7 N/mm² Haftzugfestigkeit > 2 N/mm²

Produkt:

JURALITH ZFM 730 (Typ B) bei Gehweg

Planungsvorschlag:

Drainbeton: EP Bettungsmörtel BM-3K Fa. JURALITH® u.a.

liefern und nach Herstellerangaben verwenden

JURALITH Baustoff GmbH

Deuerlinger Straße 43

D-93351 Painten

Tel. 09499/9418-10

Fax. 09499/9418-45

Mobil: 0151/14553515

Markus Greimel

Markus.Greimel@juralith.com

'........................................'

oder gleichwertig mit Nachweisen.

Bei Produktabweichung einzutragen.

Ohne Eintrag gilt das beschriebene Produkt als angeboten.

Abrechnung nach Aufmaß zzgl. Originallieferschein. Datiert und mit Angabe der Baustelle

Auspflasterung Schachtdeckel

Spielplatzbau

Vorbemerkung SPIELGERÄTE

Die Vorgaben der DIN EN 1176 und 1177 sowie die Richtlinien zur Herstellung von Kinderspielplätzen sind bei der Planung und Ausführung zu berücksichtigen.

Fundamentabdeckung im Fallschutzssand mind. 40 cm, ansonsten sind die Fundamente abzurunden; Rutschen müssen den Vorgaben der KUVB (üblich bei zertifizierten Produkten) entsprechen.

Außenkanten müssen mit einem Radius von 10 mm abgerundet werden.

Vorbemerkung SPIELGERÄTE

1.000PschYes

Abnahme der Spielflächen durch den TÜV-SÜD,

Stellung eines schriftlichen Abnahmeantrags zur Abnahme der Spielflächen, inkl. Dokumentation der Wartungs- und Inspektionsprotokolle,

Planungsgrundlage:

Kontaktstelle:

TÜV-Süd Product Service

Spielplatzprüfung

Ridlerstr. 65

80339 München

Tel: 0800/8884444

Die Vorlaufzeit von 2-3 Wochen ist zu beachten.

'........................................'

oder gleichwertig mit Nachweisen.

Bei Produktabweichung einzutragen.

Ohne Eintrag gilt das beschriebene Produkt als angeboten.

Abnahme der Spielflächen durch den TÜV-SÜD

SANDKASTENFÜLLUNG

96.000m2

Sohlbelag für Spielfläche, Sandkasten, in Teilfllächen

aus Betonrasengittersteinen, Maße L/B/D 60/40/8 cm,

Farbton grau, Bettung aus Brechsand-Splitt-Gemisch, Körnung 0/5, Dicke 3 bis 5 cm, Fugen verfüllen mit Baustoffgemisch für Fugen, Körnung 0/5, Kammern verfüllen mit Kies, Körnung 8/16.

Sohlbelag Sandkasten Rasengittersteine Bettung Splitt 2/5 D 3-5cm

96.000m²Yes

Sandkastenfüllung in 2 Teilflächen, mit Sand folgender Eigenschaften:

- Eignung als Fallschutzsand

- kein Brechsand

- erstmals aus seiner natürlichen Lagerstätte abgebaut

- nur an der Schürfstelle zwischengelagert

- nicht länger als einen Monat nach dem Abbau

zwischengelagert

- gemäß seinem Einsatzzweck als Spielsand unbedenklich

für die Gesundheit

- frei von Fremd- oder Schadstoffen

- Gehalt an Carbonat kleiner 8 Masse-%

- Wassergehalt bei der Wägung maximal 4 Gewichts-%

bezogen auf die Trockensubstanz

Korngröße 0/2 mit folgenden Kriterien:

- Absiebung im nassen Zustand

- Anteil an Schlämmkorn (0,0 bis 0,063 mm) kleiner 3

Masse-%

- Anteil an Feinsand (0,063 bis 0,2 mm) 15 bis 30

Masse-%

- Anteil an Kieskorn (größer 2,0 mm) maximal 10 Masse-%

- Größtkorn maximal 4,0 mm

- Ungleichförmigkeitszahl (U=d60/d10) 4 bis 6

Der zu liefernde Spielsand muss folgende Eigenschaften haben:
- kein Brechsand
- erstmals aus seiner natürlichen Lagerstätte abgebaut
- nur an der Schürfstelle zwischengelagert
- nicht länger als einen Monat nach dem Abbau zwischengelagert
- gemäß seinem Einsatzzweck als Spielsand unbedenklich für die Gesundheit
- frei von Fremd- oder Schadstoffen
- Gehalt an Carbonat kleiner 8 Masse-%
- Wassergehalt bei der Wägung maximal 4 Gewichts-% bezogen auf die
Trockensubstanz
- Korngröße 0/2 mit folgenden Kriterien:
- Absiebung im nassen Zustand
- Anteil an Schlämmkorn (0,0 bis 0,063 mm) kleiner 3 Masse-%
- Anteil an Feinsand (0,063 bis 0,2 mm) 15 bis 30 Masse-%
- Anteil an Kieskorn (größer 2,0 mm) maximal 10 Masse-%
- Größtkorn maximal 4,0 mm
- Ungleichförmigkeitszahl (U=d60/d10) 4 bis 6

Der Sand muß beim Transport zur Verwendungsstelle abgedeckt sein

Füllhöhe 40 cm.

4 Wochen vor Einbau des Sandes sind die Prüfzeugnisse

gem. den folgenden Positionen vorzulegen.

Planungsgrundlage:

'........................................'

oder gleichwertig mit Nachweisen.

Bei Produktabweichung einzutragen.

Ohne Eintrag gilt das beschriebene Produkt als angeboten.

Abrechnung nach Aufmaß zzgl. Originallieferschein. Datiert und mit Angabe der Baustelle

Sandkastenfüllung Fallschutzsand H 40cm KITA KRIPPE

1.000St

Untersuchung des Spielsandes mit Vorlage eines

Prüfzeugnisses aus dem folgendes zu entnehmen ist:

- Korngrößenverteilung

- abschlämmbare Bestandteile

- Stoffe organischen Ursprungs

Untersuchung durch das Materialprüfungsamt für das

Bauwesen der Technischen Universität München oder eines

anderen gleichwertigen Institutes.

Mind. 4 Wochen vor Durchführung der Analyse ist der

Bauleitung unaufgefordert das vorgesehene Institut zur

Freigabe zu benennen.

Untersuchung Spielsand Korngröße

1.000St

Mikrobiologische Untersuchung des Spielsandes mit

Vorlage eines Prüfzeugnisses aus dem folgendes zu

entnehmen ist:

- Höhe des pH-Wertes

- Gesamtkolonienzahl

- Anteile an Escherichia coli, Enteerobacteriaceaen,

coliformen Keimen und Salmonellen

Untersuchung durch einen staatlich anerkannten und

vereidigten Handels- und Lebensmittelchemiker.

Mind. 4 Wochen vor Durchführung der Analyse ist der

Bauleitung unaufgefordert das vorgesehene Institut zur

Freigabe zu benennen.

Mikrobiologische Untersuchung Spielsand

1.000St

Nukleuidspezifische Untersuchung des Spielsandes

mittels hochauflösender Gamma-Spektroskopie mit Vorlage

eines Prüfzeugnisses. Dem Zeugnis müssen folgende

Messergebnisse zu entnehmen sein, wobei die Werte in Bq

pro Kg Sand anzugeben sind:

- Cäsium 134

- Cäsium 137

- Kalium 40

- Nuklide der natürlichen Zerfallsreihen (z.B. Uran-

oder Thoriumreihe)

Untersuchung durch den TÜV Bayern oder eines anderen

gleichwertigen Institutes, welches Teilnehmer am

Ringversuch des Bundesgesundheitsamtes ist.

Mind. 4 Wochen vor Durchführung der Analyse ist der

Bauleitung unaufgefordert das vorgesehene Institut zur

Freigabe zu benennen.

Nukleuidspezifische Untersuchung Spielsand

SPIELGERÄTE KINDERKRIPPE

Yes1.000pschYes

Spielbauten einbauen
gemäß EN 1176
mit Schutzzeichen (TÜV)
nach Detail und Herstellervorschrift
Gerätelieferung durch AN

Sandspielgerät Zwergensandwerk
Abmessungen 3,70 m x 3,20 m Höhe: 2,85 m
Platzbedarf mit Sicherheitsabstand: 6,85 m x 5,00m
Freie Fallhöhe: 0,55 m

Spielwert:

Ab 1 Jahr, Sandplattformen für Sandspiel, Sandtransport, Sandkran, Sandkran schwenkbar, Sandtransport auf oben montierter Schien, Sandrohr und Sandrinnen.

Materialbeschreibung:
Kiefer chromfrei kesseldruckimprägniert

8 Steher (Pfosten), aus Rundhölzern Ø 12 cm , kerngetrennt und rundgefräst, 1 MAXIMO-Viereckpodest, 4 MAXIMO-Dreieckpodeste, 3 Handläufe aus Kanthölzern 7/7 cm, 1 Handlauf aus Kantholz 9/9 cm, 1 Sandkran fix, 1 Sandkran drehbar, aus Edelstahl, jeweils mit Ketten, 4 mm, in Edelstahl, 2 Sandkübeln aus Gummi, 1 Sandtransport mit Laufschiene, Kette und 1 Sandkübel aus Gummi, 1 Sandrohr, 2 Sandrinnen, V-förmig mit Sandrad aus Edelstahl.
Aufständerung mit 8 verdeckten Aufständerungen feuerverzinkt.

Fundamente: 8 Stk. 50x50x50 cm C 20/25 zum Einbetonieren + 10 cm Grobkiesschicht nach Herstellervorschrift

incl. Montage-, Erd- und Fundamentarbeiten.

Planungsgrundlage:

OBRA-Design, Best.Nr. 87016

Ing. Philipp GmbH & CoKG

Satteltal 2 A-4872 Neukirchen/V.

Tel.: +43 (0)7682/2162-0

Fax: +43 (0)7682/2165

E-Mail: obra@obra.at

'........................................'

oder gleichwertig mit Nachweisen.

Bei Produktabweichung einzutragen.

Ohne Eintrag gilt das beschriebene Produkt als angeboten.

Abrechnung nach Aufmaß zzgl. Originallieferschein. Datiert und mit Angabe der Baustelle

Sandspielgerät Zwergensandwerk

Yes1.000pschYes

Spielbauten einbauen
gemäß EN 1176
mit Schutzzeichen (TÜV)
nach Detail und Herstellervorschrift
Gerätelieferung durch AN

Spielhauskombination

Gewählte Variante:bananengelb-rotorange

Standpfosten: Stahl, feuerverzinkt, matt pulverbeschichtet

Ø 101,6 mm

Gründung G1: zum Einbetonieren

Hauptkomponenten: Schnittholz Lärche kernfrei, natur/ Rahmenplatten, HPL/ Podestboden, HPLX

Rahmenplatten: HPL 10 mm

Podestboden: HPLX 18 mm, strukturierte Oberfläche

Anbaurutschbahn HST: Seitenwangen HPL 15 mm, Rutschfläche Edelstahl 2 mm, Breite 50 cm, Anbauhöhe 50 cm

Farbvariante VF3: Savanne

Bestandteile:

Spielhaus (T1): Podesthöhe 50 cm, Außenmaß 100 x 100 cm

4-Eck-Giebeldach, Dachflächen, HPL 10 mm, Bullauge mit Umrandungsapplikation, HPL 10 mm, hinterlegt mit Makrolon 5 mm, beschichtet mit Tönfolie

Unterkonstruktion: Sparren 5,5 x 5,5 cm, Pfetten 9,5 x 9,5 cm

Öffnungsbegrenzungsplatte am Einstieg, HPL 10 mm

Verkleidung "Conic", Brettschalung und HPL-Streifen auf Abstand, Fensterapplikation, HPL 10 mm, Sitzbank, HPL 10 mm

Brettschalung 2,5 cm x 8,0 - 16,0 cm

HPL-Streifen 10 mm

Giebelverkleidung, HPL 10 mm, Bullauge mit Umrandungsapplikation, HPL 10 mm, hinterlegt mit Makrolon 5 mm, beschichtet mit Tönfolie

Verkleidung "Conic", Brettschalung und HPL-Streifen auf Abstand, Fensterapplikation "Cubo", HPL 10 mm

Brettschalung 2,5 cm x 8,0 - 16,0 cm

HPL-Streifen 10 mm

4-Eck-Anbauspielpodest (T2): Podesthöhe 50 cm, Außenmaß 100 x 100 cm

Brüstung "Bubble", HPL 10 mm, durchsichtige Halbkugel, PETG

Schwabbelmattenaufstieg, Seitenwangen, HPL 10 mm, schwingende Gummimatte mit Tritthilfen

Matte: Transportband Breda 3,3 mm, PVC, Tritthilfen: PE

Bodenanker: Stahl, feuerverzinkt

Kriechröhre mit Verstärkung: Länge ca. 100 cm, PP, 2-teilige Flanschplatten, HPL 10 mm

Röhre: Innendurchmesser 49,5 cm, Außendurchmesser ca. 57 cm

Platte mit Durchschlupf, HPL 10 mm, unter der Kriechröhre

4-Eck-Spielpodest (T3): Podesthöhe 50 cm, Außenmaß 100 x 100 cm

> Naturtreppe, lasierte Seitenwangen, Seitenverkleidungen, HPL 10 mm, Handläufe, Edelstahl

Seitenwangen 4,5 x 23,5 cm, Stufen, 2,5 x 16,0 cm

Handläufe: Edelstahlrundrohr Ø 33,7 mm

Bodenanker: Stahl, feuerverzinkt

Anbaurutschbahn, Seitenwangen, HPL 15 mm, Rutschfläche Edelstahl 2 mm

Rutschfläche und Seitenwangen form- und kraftschlüssig verschraubt

Auslaufbereich: Bodenanker: Stahl, feuerverzinkt

Brüstung "Conic", Brettschalung und HPL-Streifen auf Abstand

Brettschalung 2,5 cm x 8,0 - 16,0 cm

HPL-Streifen 10 mm

Technische Informationen:

Platzbedarf 626 cm x 696 cm

Gerätegröße 303 cm x 382 cm x 195 cm

Prüfgrundlage TÜV-Product-Service geprüft nach EN 1176

Größtes Bauteil 210 cm x 135 cm x 260 cm

Schwerstes Bauteil 280 kg

Freie Fallhöhe 50 cm

Aufprallfläche 33,90 m²

Montageaufwand:

Anzahl Hebegerät 1

Anzahl Monteure 2

Zeitaufwand je Monteur 190 Min

Farbschema:

HPL-Platten Edelweiß

HPL-Platten Bärbraun

HPL-Platten Corallenrot

HPL-Platten Kürbisorange

HPL-Platten Bananengelb

HPL-Platten Froschgrün

HPL-Platten Drachengrün

HPLX-Platten Biberbraun

Pulverbeschichtung Tiefschwarz RAL 9005

Pulverbeschichtung Rotorange RAL 2001

Holzlasur Blassbraun RAL 8025

Fundamentangaben:

Fundamente nach Herstellerangaben 15 St.

Maximale Aushubtiefe 75 cm

Betonbedarf: 0,80 m³, C25/30, XF1/WF

mit abgerundeten - R10 Fundamentkanten

Sauberkeitsschicht : 10 cm

incl. Montage-, Erd- und Fundamentarbeiten.

Planungsgrundlage:

BAMZA Felipe 59100

EM-F6-59100-G1-S6-L1-AR1H1-VF3

Ernst Maier Spielplatzgeräte GmbH

Wasserburger Straße 70

D-83352 Altenmarkt a. d. Alz

Telefon: ++49-(0)8621/ 50 82-10

Telefax: ++49-(0)8621/ 50 82-12

info@spielplatzgeraete-maier.de

www.spielplatzgeraete-maier.de

'........................................'

oder gleichwertig mit Nachweisen.

Bei Produktabweichung einzutragen.

Ohne Eintrag gilt das beschriebene Produkt als angeboten.

Abrechnung nach Aufmaß zzgl. Originallieferschein. Datiert und mit Angabe der Baustelle

Spielhauskombination

Yes1.000pschYes

Spielbauten einbauen
gemäß EN 1176
mit Schutzzeichen (TÜV)
nach Detail und Herstellervorschrift
Gerätelieferung durch AN

Holzspielzeug Schneckenzug

Deutsches Qualitätsprodukt gebaut nach DIN EN 1176-2017

aus Eichen/Robinienkernholz (splintfrei) mit natürlicher Wuchsform, geschliffen, Anbauteile aus Edelstahl,

zum festen Einbau in Beton.

Maße gesamt ca. 300x50x50cm (L,B,H)

1 St. Schneckenfigur ca. 90x25x50cm (L,B,H)

2 St. Wagen ca. 100x50x35cm (L,B,H)

6 St. Bodenanker

incl. Montage-, Erd- und Fundamentarbeiten.

Ziegler Spielplätze von A bis Z

23.11.10. Schneckenzug

Am Dreieck 10, 04828 Zeititz

Telefon: 03425/8543-0

www.ziegler-spielplatz.de

'........................................'

oder gleichwertig mit Nachweisen.

Bei Produktabweichung einzutragen.

Ohne Eintrag gilt das beschriebene Produkt als angeboten.

Abrechnung nach Aufmaß zzgl. Originallieferschein. Datiert und mit Angabe der Baustelle

Holzspielzeug Schneckenzug

Yes1.000pschYes

Spielbauten einbauen
gemäß EN 1176
mit Schutzzeichen (TÜV)
nach Detail und Herstellervorschrift
Gerätelieferung durch AN

Balancierbalken

Deutsches Qualitätsprodukt gebaut nach DIN EN 1176-2017

aus Eichen/Robinienkernholz (splintfrei) mit natürlicher Wuchsform,

geschliffen, ökologischer Lasur, Anbauteile aus Edelstahl,

zum festen Einbau in Beton.

Farbgebung: Grün

Maße gesamt ca. 300x50x30cm (L,B,H)

- grobfigürlich dargestellt aus einem Robinienstamm

- 2 St. Rundhölzer als symbolische Füße

- 2 St. Bodenanker (Stahlrohr)

incl. Montage-, Erd- und Fundamentarbeiten.

Ziegler Spielplätze von A bis Z

23.03.07. Balancierbalken "Krokodil"

Am Dreieck 10, 04828 Zeititz

Telefon: 03425/8543-0

www.ziegler-spielplatz.de

'........................................'

oder gleichwertig mit Nachweisen.

Bei Produktabweichung einzutragen.

Ohne Eintrag gilt das beschriebene Produkt als angeboten.

Abrechnung nach Aufmaß zzgl. Originallieferschein. Datiert und mit Angabe der Baustelle

Balancierbalken

Yes1.000pschYes

Spielbauten einbauen
gemäß EN 1176
mit Schutzzeichen (TÜV)
nach Detail und Herstellervorschrift
Gerätelieferung durch AN

Maltafel Allwetter für Wandmontage GFK schwarz
empfohlene Altersgruppe: ab 1 Jahr
Lieferumfang: 1x Maltafel: GFK
Befestigungsmaterial
Mindest-Raum: 140x1x80 cm
Montage: 1 Person/0,5 Std.

RAL Maltafel: Platte Durostone 895x726mm, t=10mm
inkl. Lieferung und Montage an vorhandenes Fahrradhaus

Planungsgrundlage:
Artikel-Nr.: 5590660
Maltafel Allwetter für Wandmontage
eibe Produktion+Vertrieb GmbH &‘; Co. KG
Industriestr. 1
97285 Röttingen
09338/89-376
eibe@eibe.de

'........................................'

oder gleichwertig mit Nachweisen.

Bei Produktabweichung einzutragen.

Ohne Eintrag gilt das beschriebene Produkt als angeboten.

Abrechnung nach Aufmaß zzgl. Originallieferschein. Datiert und mit Angabe der Baustelle

Spielbauten einbauen Maltafel

Yes1.000pschYes

Spielbauten einbauen
gemäß EN 1176
mit Schutzzeichen (TÜV)
nach Detail und Herstellervorschrift
Gerätelieferung durch AN

Weidenhütte 150 D 150cm standard

empfohlene Altersgruppe: ab 1 Jahr

Lieferumfang: 1 Weidenhütte D 150 cm: Weide

Mindest-Raum: Ø 150x160 cm

freie Fallhöhe: -

Montage: -

Bodenbeschaffenheit:

Fundamente: -

Fallschutz netto: -

Prüforganisation: TÜV-Produkt Service

LV USP: Handarbeit. Komplett vormontiert, statischer Unterbau für Stecklinge und Kletterpflanzen

incl. Montage-, Erd- und Fundamentarbeiten.

Planungsvorschlag:

Artikel-Nr.: 5680010

Bezeichnung: eibe playo Weidenhütte 150

eibe Produktion+Vertrieb GmbH & Co. KG

Industriestr. 1

97285 Röttingen

09338/89-376

eibe@eibe.de

'........................................'

oder gleichwertig mit Nachweisen.

Bei Produktabweichung einzutragen.

Ohne Eintrag gilt das beschriebene Produkt als angeboten.

Abrechnung nach Aufmaß zzgl. Originallieferschein. Datiert und mit Angabe der Baustelle

Weidenhütte 150 D 150cm standard

3.000pschYes

Spielbauten einbauen
gemäß EN 1176
mit Schutzzeichen (TÜV)
nach Detail und Herstellervorschrift
Gerätelieferung durch AN

Sitzwürfel verklebt nach Anleitung des Herstellers

Material: Recycling-Kautschuk

Maße: 400 x 400 x 400

Farbe: rotbraun oder nach Wahl des AG

incl. Montage-, Erd- und Fundamentarbeiten.

Planungsvorschlag:

Terrasoft ǀ Würfel, Nr. 256500101

stilum GmbH

Gewerbegebiet Larsheck 39

56271 Kleinmaischeid, Germany

Fon: +49(0)2689 9279-00

Fax: +49(0)2689 9279-029

www.stilum.de

info@stilum.de

'........................................'

oder gleichwertig mit Nachweisen.

Bei Produktabweichung einzutragen.

Ohne Eintrag gilt das beschriebene Produkt als angeboten.

Abrechnung nach Aufmaß zzgl. Originallieferschein. Datiert und mit Angabe der Baustelle

Sitzwürfel liefern und einbauen

3.000pschYes

wie vor jedoch :

Material: Recycling-Kautschuk mit EPDM-Oberschicht

Maße: 400 x 400 x 400 mm

Farbe: EPDM blau oder nach Wahl des AG

Planungsvorschlag:

Terrasoft ǀ EPDM Würfel, 256500231

stilum GmbH

Gewerbegebiet Larsheck 39

56271 Kleinmaischeid, Germany

Fon: +49(0)2689 9279-00

Fax: +49(0)2689 9279-029

www.stilum.de

info@stilum.de

'........................................'

oder gleichwertig mit Nachweisen.

Bei Produktabweichung einzutragen.

Ohne Eintrag gilt das beschriebene Produkt als angeboten.

Abrechnung nach Aufmaß zzgl. Originallieferschein. Datiert und mit Angabe der Baustelle

Recycling-Kautschuk mit EPDM-Oberschicht

SPIELGERÄTE KINDERGARTEN

Yes1.000pschYes

Spielbauten einbauen
gemäß EN 1176
mit Schutzzeichen (TÜV)
nach Detail und Herstellervorschrift
Gerätelieferung durch AN

Baumhaus Solo Lärche BSH, ET 800

empfohlene Altersgruppe: ab 3 Jahre

Lieferumfang: 1x Strickleiter: kunststoffummanteltes Stahlseil

1x Absperrseil: kunststoffummanteltes Stahlseil

1x Dach: Nadelholz

1x Fahne: Zeltplane

1x Kletterstange: Stahl feuerverzinkt

1x Rutscheneinstieg: Nadelholz

Holzkonstruktion: Nadelholz

Pfostenschuhe: Stahl feuerverzinkt

Mindest-Raum: 8,80x5,57x4,05 m

freie Fallhöhe: 145 cm

Montage: 3 Personen/8 Std.

Bodenbeschaffenheit DE/NL/BE: mind. Rasen

Bodenbeschaffenheit alle außer DE/NL/BE: mind. Sand

Fundamente: 6x OF oder 2x FFk + 4x OF

Fallschutz netto: 34,5 m²

Zertifikat: Z2_010651_0536_Rev00

LV USP: -

Artikel-Nr.: 56635501300

incl. Anbaurutsche der nachfolgenden Position

incl. Montage-, Erd- und Fundamentarbeiten.

Planungsvorschlag:

Bezeichnung: Baumhaus, Solo

eibe Produktion+Vertrieb GmbH & Co. KG

Bezeichnung: Baumhaus, Solo

Industriestr. 1

97285 Röttingen

09338/89-376

eibe@eibe.de

'........................................'

oder gleichwertig mit Nachweisen.

Bei Produktabweichung einzutragen.

Ohne Eintrag gilt das beschriebene Produkt als angeboten.

Abrechnung nach Aufmaß zzgl. Originallieferschein. Datiert und mit Angabe der Baustelle

Baumhaus Lärche BSH, ET 800

Yes1.000pschYes

Spielbauten einbauen
gemäß EN 1176
mit Schutzzeichen (TÜV)
nach Detail und Herstellervorschrift
Gerätelieferung durch AN

Anbaurutsche breit PH 145cm FL 1, ET 40cm V2A

empfohlene Altersgruppe: ab 3 Jahre

Lieferumfang: 1x Rutsche: Edelstahl (V2A)

Beschläge: Edelstahl (V2A)

Mindest-Raum: 4,45x4,14x3,25 m

freie Fallhöhe: 145 cm

Montage: 2 Personen/0,25 Std.

Bodenbeschaffenheit DE/NL/BE: mind. Rasen

Bodenbeschaffenheit alle außer DE/NL/BE: mind. Sand

Fundamente: 1x OF oder 1x FFk

Fallschutz netto: 16,0 m²

Zertifikat: -

LV USP: -

Artikel-Nr.: 54031412100

incl. Montage-, Erd- und Fundamentarbeiten.

Planungsvorschlag:

Bezeichnung: Anbaurutsche breit PH 145 cm, V2A

eibe Produktion+Vertrieb GmbH & Co. KG

Bezeichnung: Baumhaus, Solo

Industriestr. 1

97285 Röttingen

09338/89-376

eibe@eibe.de

'........................................'

oder gleichwertig mit Nachweisen.

Bei Produktabweichung einzutragen.

Ohne Eintrag gilt das beschriebene Produkt als angeboten.

Abrechnung nach Aufmaß zzgl. Originallieferschein. Datiert und mit Angabe der Baustelle

Anbaurutsche breit PH 145cm FL 1, ET 40cm V2A

Yes1.000pschYes

Spielbauten einbauen
gemäß EN 1176
mit Schutzzeichen (TÜV)
nach Detail und Herstellervorschrift
Gerätelieferung durch AN

Sandbaustelle Grünspecht Lärche BSH, ET400

empfohlene Altersgruppe: ab 2 Jahre

Lieferumfang: Satz Pfosten mit Ständerfüßen: Nadelholz, Stahl feuerverzinkt

Satz Podeste: Nadelholz

Podest mit Siebeinlage: Nadelholz, Edelstahl

Hängebahn: Edelstahl, Gummi PAK-frei

Sandsieb: Edelstahl

Sandkran: Edelstahl, Gummi PAK-frei

Satz Sandrinne: Nadelholz

Leiteraufstieg: Nadelholz

Sandschüttrohr: Kunststoff, Hochdrucklaminat (HPL), Nadelholz

Mindest-Raum: 5,53x4,22x2,35 m

freie Fallhöhe: 58 cm

Montage: 2 Personen/5 Std.

Bodenbeschaffenheit DE/NL/BE: mind. Sand

Bodenbeschaffenheit alle außer DE/NL/BE: -

Fundamente: 8x OF oder 7x FFk + 1x FFr

Fallschutz netto: 18,5 m²

Zertifikat: Z2_010651_0512_Rev00

LV USP: Pfosten: mit Rundkopf 80x80mm; 2facher Mantelschliff; kernfreies oder kerngetrenntes Lärcheholz ölgrundiert FSC zertifiziert

Aufständerung: Ständerfüße d=42mm feuerverzinkt, kraftschlüssig in Pfosten verklebt

Podest: Kanthölzer 82x38mm; Bretter t=22mm; mit Stahlschrauben vormontiert

Podest Dreieck: Kanthölzer 82x38mm; Bretter t=22mm; mit Stahlschrauben vormontiert

Podest Dreieck Sandsieb: Kanthölzer 82x38mm; Platte HPL braun, t=15mm; Lochblech Edelstahl t=2mm

Zaun Schüttrohr: Zaunlatten 80x38mm; Platte HPL beige, t=15mm; Sandschüttrohr Polypropylen d=110mm, t=5mm; Feingliederkette Edelstahl DIN766 mit Ringmuttern; Stehlager

Leiter PH 575: Kanthölzer 80x60mm; Sprosse Robinie d=35mm

Sandkran: Schwenkarm Edelstahlrohr d=33,7mm; Befestigungsplatte Edelstahl t=8mm; Feingliederkette Edelstahl DIN766; Transportwagen Stahl; Sandeimer Gummi PAK-frei, schwarz

Hängebahn: Stahlrohr gebürstet d=33,7mm; Feingliederkette Edelstahl DIN766; Transportwagen Stahl; Sandeimer Gummi PAK-frei, schwarz

Sandsieb: Sieb d=270mm; Rundstahl d=15mm; Edelstahl

Sandrinnen: Kiefer kesseldruckimprägniert, d/2=140mm, t=20mm; Rinnenbeschlag Stahl

Artikel-Nr.:51003904110

incl. Montage-, Erd- und Fundamentarbeiten.

Planungsvorschlag:

Bezeichnung: Sandbaustelle Grünspecht

eibe Produktion+Vertrieb GmbH & Co. KG

Bezeichnung: Baumhaus, Solo

Industriestr. 1

97285 Röttingen

09338/89-376

eibe@eibe.de

'........................................'

oder gleichwertig mit Nachweisen.

Bei Produktabweichung einzutragen.

Ohne Eintrag gilt das beschriebene Produkt als angeboten.

Abrechnung nach Aufmaß zzgl. Originallieferschein. Datiert und mit Angabe der Baustelle

Sandbaustelle Grünspecht Lärche BSH, ET400

Yes1.000pschYes

Spielbauten einbauen
gemäß EN 1176
mit Schutzzeichen (TÜV)
nach Detail und Herstellervorschrift
Gerätelieferung durch AN

Pinta, Solo Lärche natur, ET 400

empfohlene Altersgruppe: ab 3 Jahre

Lieferumfang: 1x Steuerrad: Hochdrucklaminat (Hochdrucklaminat (HPL))

1x Anker: Hochdrucklaminat (Hochdrucklaminat (HPL))

1x Ankerkette: Stahl feuerverzinkt

1x Kletternetz: kunststoffummanteltes Stahlseil

1x Netzaufstieg: Nadelholz, kunsstoffummanteltes Stahlseil

1x Wackelbrückenaufstieg: Stahl feuerverzinkt

1x schräges Kletternetz: kunststoffummanteltes Stahlseil

1x Rutscheneinstieg: Nadelholz

1x Fahne: Hochdrucklaminat (Hochdrucklaminat (HPL))

Holzkonstruktion: Nadelholz

Pfostenschuhe: Stahl feuerverzinkt

Mindest-Raum: 13,33x9,81x4,02 m

freie Fallhöhe: 211 cm

Montage: 3 Personen/14 Std.

Bodenbeschaffenheit DE/NL/BE: mind. Sand

Bodenbeschaffenheit alle außer DE/NL/BE: mind. Sand

Fundamente: 7x OF + 9x FFg

Fallschutz netto: 75,5 m²

Zertifikat: Z2_010651_0536_Rev00

Artikel-Nr.: 55914704100

incl. Montage-, Erd- und Fundamentarbeiten.

Planungsvorschlag:

Bezeichnung: Bewegungsaktive Pinta, Solo

eibe Produktion+Vertrieb GmbH & Co. KG

Bezeichnung: Baumhaus, Solo

Industriestr. 1

97285 Röttingen

09338/89-376

eibe@eibe.de

'........................................'

oder gleichwertig mit Nachweisen.

Bei Produktabweichung einzutragen.

Ohne Eintrag gilt das beschriebene Produkt als angeboten.

Abrechnung nach Aufmaß zzgl. Originallieferschein. Datiert und mit Angabe der Baustelle

Pinta, Solo Lärche natur, ET 400

Yes1.000pschYes

Spielbauten einbauen
gemäß EN 1176
mit Schutzzeichen (TÜV)
nach Detail und Herstellervorschrift
Gerätelieferung durch AN

Maltafel Allwetter freistehend NH-RAL KDI, GFK standard, grün

empfohlene Altersgruppe: ab 1 Jahr

Lieferumfang: 1 Maltafel: GFK

Satz Pfosten mit Ständerfüßen: NH, Stahl feuerverzinkt

Pfostenschuhe: Stahl feuerverzinkt

Mindest-Raum: 142x14x180 cm

freie Fallhöhe: -

Montage: 2 Personen/1 Std.

Bodenbeschaffenheit: -

Fundamente: 2x OF

Fallschutz netto: -

Prüforganisation: TÜV-Produkt Service

LV USP: Pfosten: mit Rundkopf 100x100mm; 2facher Mantelschliff; KDI chromfreie Kesseldruckimprägnierung mit RAL Gütezeichen; kernfreies oder kerngetrenntes Nadelholz FSC zertifiziert

Aufständerung: Fundamentanker Stahl feuerverzinkt DIN EN ISO 1461, L=1080mm, t=8mm; durchgängig verschraubt

Maltafel: Platte Durostone 895x726mm, t=10mm

Artikel-Nr.: 5456445

incl. Montage-, Erd- und Fundamentarbeiten.

Planungsvorschlag:

Bezeichnung: eibe playo Maltafel Allwetter freistehend

eibe Produktion+Vertrieb GmbH & Co. KG

Industriestr. 1

97285 Röttingen

09338/89-376

eibe@eibe.de

'........................................'

oder gleichwertig mit Nachweisen.

Bei Produktabweichung einzutragen.

Ohne Eintrag gilt das beschriebene Produkt als angeboten.

Abrechnung nach Aufmaß zzgl. Originallieferschein. Datiert und mit Angabe der Baustelle

Maltafel Allwetter freistehend NH-RAL KDI, GFK standard, grün

Yes1.000pschYes

Spielbauten einbauen
gemäß EN 1176
mit Schutzzeichen (TÜV)
nach Detail und Herstellervorschrift
Gerätelieferung durch AN

Material: unbehandelte und ungeschälte Weide, Stahlgestell in Weidenfarbe grundiert

Lieferumfang: drei gerade Elemente (Art.: 105120) und zwei Kurvenelement (Art.: 105130) , Kabelbinder, Aufbauanleitung, Wartungsprotokoll, Betreiberunterlagen nach DIN 1176.1 und 7

Größe: 3 x gerades Element: je B100, H120, L120cm

2 x Kurve: B100, H120, L87cm

incl. Montage-, Erd- und Fundamentarbeiten.

Planungsgrundlage:

Weidenzauber - Kerstin Mülders

Ziegeleistr. 31

70825 Korntal-Münchingen / Baden-Württemberg

Telefon +49 (0) 7150 919 77 66

E-Mail info@weidenzauber.de

'........................................'

oder gleichwertig mit Nachweisen.

Bei Produktabweichung einzutragen.

Ohne Eintrag gilt das beschriebene Produkt als angeboten.

Abrechnung nach Aufmaß zzgl. Originallieferschein. Datiert und mit Angabe der Baustelle

Weidentunnel

Yes1.000pschYes

Spielbauten einbauen
gemäß EN 1176
mit Schutzzeichen (TÜV)
nach Detail und Herstellervorschrift
Gerätelieferung durch AN

Farbiges Spielplatztrampolin

Außenmaß: 2,25 x 2,25 m,

Sprungfläche: 1,60 x 1,60 m

Inkl. Eingrabrahmen sowie einer aushängbaren

Kunststoffgliedermatte.

Inkl. einer Reihe Fallschutzplatten mit Anschlagskante mit Flüssigfallschutz ringsum,

Farbe: rot-braun oder schwarz nach Wahl des AG

incl. Sprungmatte von oben aushängbar, Haken im

Lieferumfang enthalten.

Gerät wird zerlegt geliefert.

incl. Montage-, Erd- und Fundamentarbeiten.

Planungsgrundlage:

Art.: 20.02.102E - Spielplatz-Trampolin "2014"

Fa. Hally Gally

Spiel- Sport- und Freiraumausstattungen
Heinz Ulrich Busch
Kollerstr. 15
96114 Hirschaid
Tel.: 09545 9433-0
Fax: 09545 9433-22
Mail: busch-freiraum@gmx.de (busch-freiraum@gmx.de)

'........................................'

oder gleichwertig mit Nachweisen.

Bei Produktabweichung einzutragen.

Ohne Eintrag gilt das beschriebene Produkt als angeboten.

Abrechnung nach Aufmaß zzgl. Originallieferschein. Datiert und mit Angabe der Baustelle

Trampolin

SPIELGERÄTE SCHULE

Yes1.000pschYes

Spielbauten liefern und einbauen
gemäß EN 1176
mit Schutzzeichen (TÜV)
nach Detail und Herstellervorschrift
Gerätelieferung durch AN

Farbige Tischtennisplatte

Tischtennistisch bestehend aus

Polymerbetonplatte mit abgerundeten Ecken

Stärke 30 mm

Umrandung aus weißem Hart-PVC

Maße 274 x 152 x 76 cm,

UV- und frostbeständig,

mit 1 Spielnetz aus Aluminium 8 mm inkl. Netzhalter

Farbe: Laubgrün RAL 6002,

Unterbau aus Polymerbeton

mit Bodenverankerung; Gewicht: ca. 400 kg

Gerät wird zerlegt geliefert.

incl. Montage-, Erd- und Fundamentarbeiten.

Planungsgrundlage:

Art.: Solido P-30-R- Mailith Spielgeräte

Spiel- Sport- und Freiraumausstattungen
Heinz Ulrich Busch
Kollerstr. 15
96114 Hirschaid
Tel.: 09545 9433-0
Fax: 09545 9433-22
Mail: busch-freiraum@gmx.de (busch-freiraum@gmx.de)

'........................................'

oder gleichwertig mit Nachweisen.

Bei Produktabweichung einzutragen.

Ohne Eintrag gilt das beschriebene Produkt als angeboten.

Abrechnung nach Aufmaß zzgl. Originallieferschein. Datiert und mit Angabe der Baustelle

Tischtennisplatte

Yes1.000pschYes

Spielbauten einbauen
gemäß EN 1176
mit Schutzzeichen (TÜV)
nach Detail und Herstellervorschrift
Gerätelieferung durch AN

Tisch Schach Mühle alpinweiß

Tisch aus Polymerbeton weiß

Maße: (L x B x H)

135 x 76 x 74 cm

Gewicht: 200 kg

incl. Eingeformtes Spielfeld Mühle + Schach

incl. Bodenbefestigung

incl. Montage-, Erd- und Fundamentarbeiten.

Planungsgrundlage:

Art.: Tisch Mühle Schach- Mailith Spielgeräte

Spiel- Sport- und Freiraumausstattungen
Heinz Ulrich Busch
Kollerstr. 15
96114 Hirschaid
Tel.: 09545 9433-0
Fax: 09545 9433-22
Mail: busch-freiraum@gmx.de (busch-freiraum@gmx.de)

'........................................'

oder gleichwertig mit Nachweisen.

Bei Produktabweichung einzutragen.

Ohne Eintrag gilt das beschriebene Produkt als angeboten.

Abrechnung nach Aufmaß zzgl. Originallieferschein. Datiert und mit Angabe der Baustelle

Tisch Schach Mühle

2.000pschYes

Spielbauten einbauen
gemäß EN 1176
mit Schutzzeichen (TÜV)
nach Detail und Herstellervorschrift
Gerätelieferung durch AN

Sitzbank alpinweiß

Sitzbank aus Polymerbeton weiß

Maße: (L x B x H)

135 x 45 x 46 cm

Gewicht: 95 kg

incl. Bodenbefestigung

incl. Montage-, Erd- und Fundamentarbeiten.

Planungsgrundlage:

Art.: Sitzbank Mailith Spielgeräte

Spiel- Sport- und Freiraumausstattungen
Heinz Ulrich Busch
Kollerstr. 15
96114 Hirschaid
Tel.: 09545 9433-0
Fax: 09545 9433-22
Mail: busch-freiraum@gmx.de (busch-freiraum@gmx.de)

'........................................'

oder gleichwertig mit Nachweisen.

Bei Produktabweichung einzutragen.

Ohne Eintrag gilt das beschriebene Produkt als angeboten.

Abrechnung nach Aufmaß zzgl. Originallieferschein. Datiert und mit Angabe der Baustelle

Sitzbank

Yes1.000pschYes

Spielbauten einbauen
gemäß EN 1176
mit Schutzzeichen (TÜV)
nach Detail und Herstellervorschrift
Gerätelieferung durch AN

Maltafel Allwetter freistehend NH-RAL KDI, GFK standard, grün

empfohlene Altersgruppe: ab 1 Jahr

Lieferumfang: 1 Maltafel: GFK

Satz Pfosten mit Ständerfüßen: NH, Stahl feuerverzinkt

Pfostenschuhe: Stahl feuerverzinkt

Mindest-Raum: 142x14x180 cm

freie Fallhöhe: -

Montage: 2 Personen/1 Std.

Bodenbeschaffenheit: -

Fundamente: 2x OF

Fallschutz netto: -

Prüforganisation: TÜV-Produkt Service

LV USP: Pfosten: mit Rundkopf 100x100mm; 2facher Mantelschliff; KDI chromfreie Kesseldruckimprägnierung mit RAL Gütezeichen; kernfreies oder kerngetrenntes Nadelholz FSC zertifiziert

Aufständerung: Fundamentanker Stahl feuerverzinkt DIN EN ISO 1461, L=1080mm, t=8mm; durchgängig verschraubt

Maltafel: Platte Durostone 895x726mm, t=10mm

Artikel-Nr.: 5456445

incl. Montage-, Erd- und Fundamentarbeiten.

Planungsvorschlag:

Bezeichnung: eibe playo Maltafel Allwetter freistehend

eibe Produktion+Vertrieb GmbH & Co. KG

Industriestr. 1

97285 Röttingen

09338/89-376

eibe@eibe.de

'........................................'

oder gleichwertig mit Nachweisen.

Bei Produktabweichung einzutragen.

Ohne Eintrag gilt das beschriebene Produkt als angeboten.

Abrechnung nach Aufmaß zzgl. Originallieferschein. Datiert und mit Angabe der Baustelle

Maltafel Allwetter freistehend NH-RAL KDI, GFK standard, grün

Yes1.000pschYes

Spielbauten einbauen incl. Fundamente
gemäß EN 1176
mit Schutzzeichen (TÜV)
nach Detail und Herstellervorschrift
Gerätelieferung durch AN

Kletterturm mit der Ausstattung:

- 1 Stahlmast (Ø 160 mm), feuerverzinkt

Länge 6,00 m

- 4 Querträger aus Stahl

- 1 Klettertau

- 2 schräge Aufstiegsnetze

- 2 Lümmelnetze

- 2 Horizontalleitern

- 2 Horizontalnetze

- 4 Girlandenseile

- 1 Aussichtsplattform

- 4 Halteseile

- Seile und Netze aus Herkulesseil

(Ø 16 mm, 6-litzig, mit Stahleinlage

Technische Daten:

Gerätehöhe: 5,50 m

Geräteraum: 3,75 x 2,55 m

Fallschutzfläche: 44,40 m²

Mindestraum: 7,00 x 7,00 m

Fallhöhe: 2,70 m

Betonbedarf: 1,60 m³

Aushub + Fundamente incl. 10 cm Sickerschicht

1x1,2x1,2x0,60 , Tiefe 1,1m

1x1,5x0,4x0,50 , Tiefe 1,0m

1x1,6x0,4x0,50 , Tiefe 1,0m

1x0,4x0,4x0,50 , Tiefe 1,0m

Benutzeranzahl: 25

Empfohlene Altersgruppe: Für Kinder ab

6 Jahren

incl. Montage-, Erd- und Fundamentarbeiten.

Planungsgrundlage:

Art.: 4687-20S -Piratenturm" Störtebeker" Huck Seilspielgeräte

Spiel- Sport- und Freiraumausstattungen
Heinz Ulrich Busch
Kollerstr. 15
96114 Hirschaid
Tel.: 09545 9433-0
Fax: 09545 9433-22
Mail: busch-freiraum@gmx.de (busch-freiraum@gmx.de)

'........................................'

oder gleichwertig mit Nachweisen.

Bei Produktabweichung einzutragen.

Ohne Eintrag gilt das beschriebene Produkt als angeboten.

Abrechnung nach Aufmaß zzgl. Originallieferschein. Datiert und mit Angabe der Baustelle

Kletterturm

Yes1.000pschYes

Spielbauten einbauen incl. Fundamente
gemäß EN 1176
mit Schutzzeichen (TÜV)
nach Detail und Herstellervorschrift
Gerätelieferung durch AN

Kletternetz mit der Ausstattung:

Parcours-Element 3 aus Herk.

Ausstattung:

- Kletternetz mit Kunststoff-Knotenkugel

- Diverse Zubehör (6xManschettenhaken,

Schloßschrauben, U-Scheiben, Stopmuttern)

- Seile und Netze aus Herkulesseil

(Ø 16 mm, 6-litzig, mit Stahleinlage)

- mit Standpfosten Typ 4591-0

- Länge: 3,00 m (Achsmaß Standpfosten)

Technische Daten:

Gerätehöhe: 2,45 m

Geräteraum: 3,15 x 0,40 m

Fallschutzfläche: 19,30 m²

Mindestraum: 6,40 x 3,40 m

Fallhöhe: 1,50 m

Betonbedarf: 0,77 m³

Benutzeranzahl: 5

Empfohlene Altersgruppe: Für Kinder ab

4 Jahren

Parcours-Element 8 aus Herk.

Ausstattung:

- Hangelseile und Laufseil

- Diverse Zubehör (Manschettehaken,

Alu-Verbindung, Schäkel, etc.)

- Seile und Netze aus Herkulesseil

(Ø 16 mm, 6-litzig, mit Stahleinlage)

- ohne Standpfosten Typ 4591-60-0

- Länge: 3,00 m (Achsmaß Standpfosten)

Gerätehöhe: 2,45 m

Geräteraum: 3,40 x 0,40 m

Fallschutzfläche: 19,30 m²

Mindestraum: 6,40 x 3,40 m

Fallhöhe: 0,45 m

Betonbedarf: 0,77 m³

Benutzeranzahl: 5

Wackelbalken

Ausstattung:

1 Wackelbalken, 14 cm Ø, Lärche/Douglasie, kerngetrennt und lasiert, ca. 1,94 m lang, mit Ketten und rotem Schlauchüberzug zum Befestigen an den Stahlmasten

Diverse Zubehör (Manschettenhaken, Alu-Verbindung, Schäkel, etc.)

1 Halteseil (oben) aus Herkulesseil (Ø 16 mm, 6-litzig, mit Stahleinlage)

ohne Standpfosten Typ 4591-60-0

Länge: 3,00 m (Achsmaß Standpfosten)

4 Stück Standpfosten für Vario-Element

Ausstattung:

- Standpfosten aus Stahl (Ø 102 mm),

feuerverzinkt, Länge 3,40 m, mit Abdeckkappen

incl. Montage-, Erd- und Fundamentarbeiten.

Planungsgrundlage:

Art.: 4591-60-3, 4591-60-8, 4591-60-9, 4591-30-0 Huck Seilspielgeräte

Spiel- Sport- und Freiraumausstattungen
Heinz Ulrich Busch
Kollerstr. 15
96114 Hirschaid
Tel.: 09545 9433-0
Fax: 09545 9433-22
Mail: busch-freiraum@gmx.de (busch-freiraum@gmx.de)

'........................................'

oder gleichwertig mit Nachweisen.

Bei Produktabweichung einzutragen.

Ohne Eintrag gilt das beschriebene Produkt als angeboten.

Abrechnung nach Aufmaß zzgl. Originallieferschein. Datiert und mit Angabe der Baustelle

Kletternetz

Yes1.000pschYes

Spielbauten liefern und einbauen
gemäß EN 1176 mit Schutzzeichen (TÜV)
nach Detail und Herstellervorschrift
Gerätelieferung durch AN

Boulderwand mit der Ausstattung:

Material der Kletterplatten: Polymerbeton

Material der Stützen: verzinkter Stahl

UV-und frostbeständiges Material

10 Jahre Garantie

Boulderwand mit 3 Kletterelementen

Freistehend, einseitig bekletterbar mit Übersteigschutz

incl. Ausbildung ein Element im Innenwinkel ca. 140°

incl. Anpassung des Übersteigeschutz an den Winkel

Oberfläche in Schieferplattenstruktur

Maße Kletterfläche je Element:

1,50 m x 2,40 m (BxH)

Neue Griffe können hinzugefügt werden

Bestehende Griffe können versetzt werden

Max. 60 Griffe je Element proSeite

incl. Überkletterschutz an jedem Element

4 Fundamente 80x80x80 cm Beton C20/25

Mit Innenaussparung D=15 cm x L=40 cm für Kunststoffrohr des Herstellers, Variante für EPDM - Kunststofffallschutz

OK Fundament 40 cm unter OK Belag

incl. Montage-, Erd- und Fundamentarbeiten.

Planungsgrundlage:

Art.: Outdoor Boulderwand Typ I Mailth GmbH

Spiel- Sport- und Freiraumausstattungen
Heinz Ulrich Busch
Kollerstr. 15
96114 Hirschaid
Tel.: 09545 9433-0
Fax: 09545 9433-22
Mail: busch-freiraum@gmx.de (busch-freiraum@gmx.de)

'........................................'

oder gleichwertig mit Nachweisen.

Bei Produktabweichung einzutragen.

Ohne Eintrag gilt das beschriebene Produkt als angeboten.

Abrechnung nach Aufmaß zzgl. Originallieferschein. Datiert und mit Angabe der Baustelle

Boulderwand mit 3 Kletterelementen

Yes1.000psch

Zulage für Lackierung der 4 Pfosten der Boulderwand der vorh. Pos. in RAL 1003 Signalgelb

Korrosionsschutzbeschichtung nasslackiert gemäß DIN EN ISO 12944-5,

Korrosivitätskategorie C3, Schutzdauer H,

Beschichtungssystem EP/EP/PUR,

Mindesttrockenschichtdicke = 240 µm.

nach Herstellervorschrift

Zulage für Lackierung der Pfosten in RAL 1003 Signalgelb

Yes1.000pschYes

Spielbauten einbauen
gemäß EN 1176
mit Schutzzeichen (TÜV)
nach Detail und Herstellervorschrift
Gerätelieferung durch AN

Spielgerät bestehend aus zwei Robinienbalken

Rundhölzer liefern und einbauen

liegend aus Robinienholz

Durchmesser über 14 bis 16 cm,

1 Balken Länge in cm: ca. 300 cm

Balken waagrecht eingebaut

Oberfläche naturgewachsen, unbehandelt, entsplintet, geschliffen

Pro Rundholz je 2 Stahlfüsse V2A mit zwei Distanzblöcken in zwei Fundamente einbetonieren.

Verbindung mit Gewindehülsen und Schrauben

Dicke der Robinienbalken ca. 14 - 16 cm

Mindestabstand vom Boden ca. 5 cm

Fallhöhe maximal 59 cm

Zur Montage in Fundamente aus nachfolgend beschriebener Position

Planungsgrundlage:

Art.: Balancierbalken DUO- BST-300-300-VA-Duo

baumann+trapp gmbh

Weinstraße 74 B

D-77815 Bühl/Baden

Tel. 07223-9388-0

E-Mail: info@baumann-trapp.de

'........................................'

oder gleichwertig mit Nachweisen.

Bei Produktabweichung einzutragen.

Ohne Eintrag gilt das beschriebene Produkt als angeboten.

Abrechnung nach Aufmaß zzgl. Originallieferschein. Datiert und mit Angabe der Baustelle

Balancierbalken einbauen

0.260m³

Fundament für Robininenstämme

Erstellung Fundamente für Spielbauten mit

Beton C25/30 in folgenden Anordnungen nach

Herstellerangabe:

4 Stück mit Abmessungen 40/40/40 cm

Aushubtiefe ca. 60 cm, inkl. Erdarbeiten

überschüssigen Aushub aufnehmen und im Baugebiet

einplanieren. Endgültige Bemessung Größe und Betongüte

nach Herstellervorgabe.

Die jeweils gültige Montageanlteitung ist zu beachten

Fundamente liegender Baumstamm

Yes1.000pschYes

Spielbauten einbauen
gemäß EN 1176
mit Schutzzeichen (TÜV)
nach Detail und Herstellervorschrift
Gerätelieferung durch AN

Spielgerät bestehend aus einem Robinienbalken

Rundhölzer liefern und einbauen

liegend aus Robinienholz

Durchmesser über 14 bis 16 cm,

1 Balken Länge in cm: ca. 300 cm

Balken waagrecht eingebaut

Oberfläche naturgewachsen, unbehandelt, entsplintet, geschliffen

Pro Rundholz je 2 Stahlfüsse V2A mit zwei Distanzblöcken in zwei Fundamente einbetonieren.

Verbindung mit Gewindehülsen und Schrauben

Dicke der Robinienbalken ca. 14 - 16 cm

Mindestabstand vom Boden ca. 5 cm

Fallhöhe maximal 59 cm

Zur Montage in Fundamente aus nachfolgend beschriebener Position

Planungsgrundlage:

Art.: Balancierbalken SOLO, BST-300-VA

baumann+trapp gmbh

Weinstraße 74 B

D-77815 Bühl/Baden

Tel. 07223-9388-0

E-Mail: info@baumann-trapp.de

'........................................'

oder gleichwertig mit Nachweisen.

Bei Produktabweichung einzutragen.

Ohne Eintrag gilt das beschriebene Produkt als angeboten.

Abrechnung nach Aufmaß zzgl. Originallieferschein. Datiert und mit Angabe der Baustelle

Balancierbalken einbauen

0.130m³

Fundament für Robininenstämme

Erstellung Fundamente für Spielbauten mit

Beton C25/30 in folgenden Anordnungen nach

Herstellerangabe:

2 Stück mit Abmessungen 40/40/40 cm

Aushubtiefe ca. 60 cm, inkl. Erdarbeiten

überschüssigen Aushub aufnehmen und im Baugebiet

einplanieren. Endgültige Bemessung Größe und Betongüte

nach Herstellervorgabe.

Die jeweils gültige Montageanlteitung ist zu beachten

Fundamente liegender Baumstamm

Yes1.000pschYes

Spielbauten einbauen
gemäß EN 1176
mit Schutzzeichen (TÜV)
nach Detail und Herstellervorschrift
Gerätelieferung durch AN

Spielgerät bestehend aus drei Robinienbalken

Rundhölzer liefern und einbauen

liegend aus Robinienholz

Durchmesser über 14 bis 16 cm,

3 Balken Länge in cm: ca. 300 cm

Balken waagrecht eingebaut

Oberfläche naturgewachsen, unbehandelt, entsplintet, geschliffen

Pro Rundholz je 2 Stahlfüsse V2A mit zwei Distanzblöcken in zwei Fundamente einbetonieren.

Verbindung mit Gewindehülsen und Schrauben

Dicke der Robinienbalken ca. 14 - 16 cm

Mindestabstand vom Boden ca. 5 cm

Fallhöhe maximal 59 cm

Zur Montage in Fundamente aus nachfolgend beschriebener Position

Planungsgrundlage:

Art.: Balancierbalken SOLO, BST-300-VA

baumann+trapp gmbh

Weinstraße 74 B

D-77815 Bühl/Baden

Tel. 07223-9388-0

E-Mail: info@baumann-trapp.de

'........................................'

oder gleichwertig mit Nachweisen.

Bei Produktabweichung einzutragen.

Ohne Eintrag gilt das beschriebene Produkt als angeboten.

Abrechnung nach Aufmaß zzgl. Originallieferschein. Datiert und mit Angabe der Baustelle

Balancierbalken einbauen

0.380m³

Fundament für Robininenstämme

Erstellung Fundamente für Spielbauten mit

Beton C25/30 in folgenden Anordnungen nach

Herstellerangabe:

2 Stück mit Abmessungen 40/40/40 cm

Aushubtiefe ca. 60 cm, inkl. Erdarbeiten

überschüssigen Aushub aufnehmen und im Baugebiet

einplanieren. Endgültige Bemessung Größe und Betongüte

nach Herstellervorgabe.

Die jeweils gültige Montageanlteitung ist zu beachten

Fundamente liegender Baumstamm

Ausstattung

FAHRRADSTÄNDER

48.000StYes

Fahrradparkanlage zur einseitigen hoch/tief Radeinstellung Hauptbügel aus Stahlrohr mit ca. 42mm Durchmesser, Haltebügel aus Stahl mit 16 mm Durchmesser. Verzinkt nach DIN EN ISO 1461, Lackierung DB 703 bzw. nach Wahl des AG Verschraubung der Hauptbügel mit den Trapezschienen mittels Schlossschrauben aus Edelstahl auf der verdeckten Unterseite. Modulbauweise, Endlosreihenanlagen. Modell patentrechtlich geschützt, ADFC-empfohlen, ADFC-Prüf-Nr.Q0904.Verlängerte Ausführung der Hauptbügel zum unterirdischen Aufschrauben bei -250 mm

Ausrichtung: 90°

Hauptbügel: Ø = 42,4 mm Stahl Rundrohr

Radführung: Ø = 16 mm Stahl Rundeisen

ADFC empfohlene Qualität Prüfnummer: Q2105

Geprüft nach DIN 79008

Trapezschienen sind im Lieferumfang enthalten.

Radabstand: 50 cm
Einstellung: hoch/ tief
Nutzung: einseitig

einschl. notwendiger Streifenfundamente B=60;T=30 aus Beton Überstand jeweils 10 cm , auf - 15 cm unter OK Gel mit einer Zusammensetzung C 20/25 DIN EN 206-1 und DIN 1045-2, nach Herstellerangaben, einschl. Erdarbeiten.

Planungsgrundlage:

Fahrradständer KAPPA Firma GRONARD Metallbau & Stadtmobiliar GmbH Bayerwaldstraße 23
81737 München
Tel: 089/6701015
info@gronard.de www.gronard.de

'........................................'

oder gleichwertig mit Nachweisen.

Bei Produktabweichung einzutragen.

Ohne Eintrag gilt das beschriebene Produkt als angeboten.

Abrechnung nach Aufmaß zzgl. Originallieferschein. Datiert und mit Angabe der Baustelle

Fahrradparkanlage zur einseitigen Radeinstellung hoch/tief Fundamente

18.000StYes

Fahrradparkanlage zur zweiseitigen hoch/tief Radeinstellung Hauptbügel aus Stahlrohr mit ca. 42mm Durchmesser, Haltebügel aus Stahl mit 16 mm Durchmesser. Verzinkt nach DIN EN ISO 1461, Lackierung DB 703 bzw. nach Wahl des AG Verschraubung der Hauptbügel mit den Trapezschienen mittels Schlossschrauben aus Edelstahl auf der verdeckten Unterseite. Modulbauweise, Endlosreihenanlagen. Modell patentrechtlich geschützt, ADFC-empfohlen, ADFC-Prüf-Nr.Q0904.Verlängerte Ausführung der Hauptbügel zum unterirdischen Aufschrauben bei -250 mm

Ausrichtung: 90°

Hauptbügel: Ø = 42,4 mm Stahl Rundrohr

Radführung: Ø = 16 mm Stahl Rundeisen

ADFC empfohlene Qualität Prüfnummer: Q2105

Geprüft nach DIN 79008

Trapezschienen sind im Lieferumfang enthalten.

Radabstand: 50 cm
Einstellung: hoch/ tief
Nutzung: zweiseitig

Planungsgrundlage:

Fahrradständer KAPPA Firma GRONARD Metallbau & Stadtmobiliar GmbH Bayerwaldstraße 23
81737 München
Tel: 089/6701015
info@gronard.de www.gronard.de

'........................................'

oder gleichwertig mit Nachweisen.

Bei Produktabweichung einzutragen.

Ohne Eintrag gilt das beschriebene Produkt als angeboten.

Abrechnung nach Aufmaß zzgl. Originallieferschein. Datiert und mit Angabe der Baustelle

Fahrradparkanlage zur zweieitigen Radeinstellung hoch/tief

3.000StYes

Kinderfahrradständer 6 Stellplätze, pulverbeschichtet

Stabile Stahlkonstruktion mit verschraubbaren, allseits gerundeten Bügeln aus Rundrohr

Ø18mm. Vorbereitet zur Reihenverbindung und Bodenbefestigung. In bis zu sechs Farben

pulverbeschichtet (das Farbenspiel variiert, Farbvorgaben nicht möglich).

Detailinformationen

Nutzung : doppelseitig

Anzahl Stellplätze : 6 Stück

Einstellwinkel : 90°

Radabstand : 350 mm

Reifenbreite : 55 mm

Radeinstellung : hoch / tief

Befestigungsart : zum Aufdübeln

Material : Stahl

Oberfläche : feuerverzinkt und pulverbeschichtet

B x T x H : 2100 x 390 x 415 mm

empfohlene Einbautiefe : +/- 0 mm

Gewicht : 22 kg

Anlieferung : zerlegt

incl. Montage und Befestigungsarbeiten

Planungsvorschlag:

Artikel 271.037, MARYLAND

Ziegler Metallbearbeitung GmbH

Gewerbepark am See 1

D- 01920 Nebelschütz

Tel. 0800-1004901 (kostenfreie Fachberatung)

ausschreibung@ziegler-metall.de

www.ziegler-metall.de

'.........'

oder gleichwertig mit Nachweisen.

Bei Produktabweichung einzutragen.

Ohne Eintrag gilt das beschriebene Produkt als angeboten. Der Nachweis der Gleichwertigkeit ist zu erbringen.

Abrechnung nach Aufmaß in der Projektion zzgl. Originallieferschein. Datiert und mit Angabe der Baustelle

Kinderfahrradständer 6 Stellplätze, pulverbeschichtet

1.000StYes

Kinderfahrradständer 3 Stellplätze, pulverbeschichtet

Stabile Stahlkonstruktion mit verschraubbaren, allseits gerundeten Bügeln aus Rundrohr

Ø18mm. Vorbereitet zur Reihenverbindung und Bodenbefestigung. In bis zu sechs Farben

pulverbeschichtet (das Farbenspiel variiert, Farbvorgaben nicht möglich).

Detailinformationen

Nutzung : doppelseitig

Anzahl Stellplätze : 3 Stück

Einstellwinkel : 90°

Radabstand : 350 mm

Reifenbreite : 55 mm

Radeinstellung : hoch / tief

Befestigungsart : zum Aufdübeln

Material : Stahl

Oberfläche : feuerverzinkt und pulverbeschichtet

B x T x H : 2100 x 390 x 415 mm

empfohlene Einbautiefe : +/- 0 mm

Gewicht : 22 kg

Anlieferung : zerlegt

incl. Montage und Befestigungsarbeiten

Planungsvorschlag:

Artikel 271.036, MARYLAND

Ziegler Metallbearbeitung GmbH

Gewerbepark am See 1

D- 01920 Nebelschütz

Tel. 0800-1004901 (kostenfreie Fachberatung)

ausschreibung@ziegler-metall.de

www.ziegler-metall.de

'.........'

oder gleichwertig mit Nachweisen.

Bei Produktabweichung einzutragen.

Ohne Eintrag gilt das beschriebene Produkt als angeboten. Der Nachweis der Gleichwertigkeit ist zu erbringen.

Abrechnung nach Aufmaß in der Projektion zzgl. Originallieferschein. Datiert und mit Angabe der Baustelle

Kinderfahrradständer 3 Stellplätze, pulverbeschichtet

FEUERWEHR

6.000St

Einzelfundament einschl. Aushub, Fundament aus Beton

C 20/25 DIN EN 206-1, Maße L/B 40/75 cm, Tiefe 60 cm, Bodenklassen 3 bis 5 DIN 18300, überschüssigen Boden auf der Baustelle einbauen.

Für Bodenhülse Schilder

Fund. C20/25 40/75cm T 60cm BK3-5 Boden einbauen

Ref1.000St

Schild,

"Feuerwehrzufahrt", Größe 594 mm x 210 mm,

DIN 4066, weißer Grund, rote Umrandung, schwarze

Aufschrift, Schild aus Leichtmetall, Mindestblechdicke

1,75 mm

an Metallpfosten, UK Schild 2,20 m über OKG, befestigen

einschl. Befestigungsmaterial.

Schild Feuerwehrzufahrt

Rep1.000St

Feuerwehrlageplanschild, Größe 500 mm x 800 mm,

DIN 4066, einschl. Erstellung Schilderlayout

Feuerwehrlageplanschild Größe 500 mm x 800 mm

Rep4.000St

Vorschriftzeichen Nr 283-10,

Größe 1 nach Verkehrszeichenkatalog

Schild Vorschriftzeichen Nr 283-10

Rep1.000St

Zusatzzeichen "Anfahrzone für Feuerwehr § 22 VVB",

Größe 1 nach Verkehrszeichenkatalog

Schild Zusatzzeichen Anfahrzone

4.000St

Schild,

"Sammelpunkt", Größe 400 mm x 400 mm,

Fluchtwegschild nach DIN EN ISO 7010 E007, Vorschrift ASR A1. 3 1997-07 aus Aluminium. Reflexfolie: RA1/A, Profilrandverstärkt grüner Grund, weisse Umrandung, Schild aus Leichtmetall, Mindestblechdicke 2 mm

an Metallpfosten L 3m, d= 6cm , UK Schild 2,20 m über OKG, befestigen, einschl. Befestigungsmaterial incl. Betonfundament oder Montage an Wand nach Wahl des AG

Schild Sammelpunkt

SONNENSEGEL

YesRef1.000pschYes

Sonnensegel, Material Austronet 950 auf Erdgeschossebene

Luft- und Wasserdurchlässig

Gewicht 230 g/m2, stabiler, langlebiger, sehr robustes HPDE Gewirke, 5 Jahre Garantie

auf die UV-Beständigkeit,

Verrottungs- und schimmelbeständig

Starke Reißfestigkeit, Recyclbar

Lichtechtheit: 8 (1= mangelhaft / 8 = sehr gut)

Größe 65 m2

Material Austronet 950, Farbe gemäß Soliday Farbmusterkartei

Terracotta, Nr. 950070

Abrechnung nach Aufmaß
liefern und montieren

Bestehende aus
System Soliday M/A
komplette Aufrollvorrichtung inkl. Welle 12,00 m Länge und

4 Masten aus Alu 3000 x 78 x 6 mm,
sämtliches Zubehör wie Lagerungen, Seile, Seilblöcke, inkl. Schrauben und Befestigungsmaterialien
Incl. Mehrpreis für Lieferung von 2 Masten in Aluminium 6000x78x 6 mm und 2 Versteifungsrohre für Aluminiummast , Material Alu , Länge bis 3000 mm

incl. Zulage für Mastverstellung ab einer Höhe von 3-5m über dem Boden

Montage mit 4 Stück Schraubhülsen SPF 114/1170/3,6

der Firma Deutsche Fundamentbaugesellschaft (DFG), Länge 90 bis117 cm, (je nach Erfordernis) Außendurchmesser Schaft 114 mm, Wandstärke 3,6 mm, Material Stahl feuerverzinkt, beidseitig nach DIN EN ISO 1461,

Gewindesteigung 40 mm, 12x3mm durchgehend geschweißt liefern und zur Aufmahme der Masten eindrehen mit Spezial-Eindrehmaschine einbauen.

Sie benötigen dann keine Betonfundamente und können den Mast direkt in die Schraubhülse einstecken.

(s.a. www.deutsche-fundamentbau.com)

Gleitschiene auf Mast montiert, Länge 1,5 m inkl. Endkappen und Gleitschlitten. inkl. VerspannungssetMast I Mast, bei Höhenverstellung mit Gleitschiene unbedingt vorgeschrieben, da sonst bei tiefgestelltem Segel das Seil auf der Welle aufliegt und am Tuch reibt.

Segelspannungs-Winch mit Kurbel
für ein komfortables Spannen des Segels. (Übersetzung 8:1)
Sinnvoll inkl. Masthalterung

Tasche für Sonnensegel

Material Austronet 950

atmungsaktiv, schimmel- und verrottungsresistent

Seilhalter

Reinigungs- und Pflegeset, MA / M / X / XS
bestehend aus Sonnsegeltuchreiniger, Grünalgenentferner-Konzentrat, und
einem Schlüsselanhänger

Passende Schutzhülle Premium, mit Klettband und integriertem Verzurrsystem, Material Austrosail, Farbe stone

Liefern und fachgerechte Montage der gesamten Anlage mit
Erstinbetriebnahme.

Sicherheitstechnische Änderungen am Sonnensegelsystem gernäß Vorgaben des AG
- Kürzen des Umlaufseils (Höhe mind. 1,60 m über Gelände)
- Stoffbeutel zur Aufmahme des Bedienungsseils
inkl. Materiallieferung aller notwendigen Teile sowie Montage

Prallschutz für Segelmast
Säulenschutzpolster /Prallschutz
Schaumstoff per Reißverschlus
Höhe: 70 bis 150 cm
Material: PVC-Era,
mögliche Farben:rot - RAL 3001
Lieferzeit 8-12 Wochen

Planungsgrundlage:

Soliday Sonnensegel

Weisenfeld-Projekt-Nr. 2026-01-14-005

Weisenfeld Dachbegrünungen GmbH

Kornstraße 14

85304 llmmünster

Deutschland

Tel. : 084 41 87 16 75·0

Fax 0 84 41 87 16 75·29

firma@weisenfeld.info

'........................................'

oder gleichwertig mit Nachweisen.

Bei Produktabweichung einzutragen.

Ohne Eintrag gilt das beschriebene Produkt als angeboten.

Abrechnung nach Aufmaß zzgl. Originallieferschein. Datiert und mit Angabe der Baustelle

Sonnensegel, Material Austronet 950 Segelfläche 65 qm

YesRep1.000pschYes

Segelfläche 45 qm

Material Austronet 950, Farbe gemäß Soliday Farbmusterkartei

Sunshine Nr. 950070

Planungsgrundlage:

Soliday Sonnensegel

Weisenfeld-Projekt-Nr. 2026-01-14-005

Weisenfeld Dachbegrünungen GmbH

Kornstraße 14

85304 llmmünster

Deutschland

Tel. : 084 41 87 16 75·0

Fax 0 84 41 87 16 75·29

firma@weisenfeld.info

'........................................'

oder gleichwertig mit Nachweisen.

Bei Produktabweichung einzutragen.

Ohne Eintrag gilt das beschriebene Produkt als angeboten.

Abrechnung nach Aufmaß zzgl. Originallieferschein. Datiert und mit Angabe der Baustelle

Sonnensegel, Material Austronet 950 Segelfläche 43 qm

HANDLAUF (H1) HAUPTZUGANG

1.000StSTLB-Bau2025-100172851124001212390710300011126640177240112410172136015Vom AN sind folgende Zeichnungen anzufertigen: Ausführungszeichnungen einschl. Übersichts- und Detailzeichnungen, in Papierform und auf Datenträger, in den Datenformaten DXF und PDF.

Zeichnungen anfertigen Ausführungszeichnung

17.000mYes

Handlauf, für Rampe, im Außenbereich,
Handlauf aus nichtrostendem Stahl, Werkstoff-Nr 1.4301, gebürstet und geschliffen, rund, Handlaufdurchmesser DN42 mm, mit Stützen befestigen, verschraubt, seitlich an Geländer, Befestigungsuntergrund Stahl, Ausführung gemäß Zeichnung.

Handlauf: Rundrohr DN=42mm,

Oberfläche gebürstet,

Baustellenstöße geschweißt,

inkl. Handlaufträger mit Befestigungsplatten (23 Stück) zur Verschraubung an Geländerpfosten mit

je 2 Befestigungspunkten,Abdeckung mit Hutmuttern

inkl. Endkappen (6 Stück), halbrund,

zum Verschließen der Geländerenden.

Geländerenden 30/30 cm abgewickelt

Ausführung gemäß Zeichnung.

Alle Schrauben und Verbindungsteile

Edelstahl V4A (1.4401)

nach Statik sind in den Einheitspreis mit einzukalkulieren.

Planungsvorschlag:

Högel Studiotechnik GmbH

Furtweg 21

85716 Unterschleißheim

E-Mail: info@hoegel-studiotechnik.de

Telefon: +49 (0)89 374 77 99 0

Telefax: +49 (0)89 317 49 12

Martin Hoffmann

martin.hoffmann@hoegel-studiotechnik.de

'........................................'

oder gleichwertig mit Nachweisen.

Bei Produktabweichung einzutragen.

Ohne Eintrag gilt das beschriebene Produkt als angeboten.

Abrechnung nach Aufmaß zzgl. Originallieferschein. Datiert und mit Angabe der Baustelle

Handlauf Stahl niro Durchm. DN42mm

46.000StSTLB-Bau2025-10017808858520112510172552205210164012136015Bohrung, in Pfosten aus Stahl, Durchmesser über 10 bis 15 mm.

Bohrung Pfosten Durchm. 10-15mm

16.000mYes

Pfostengeländer mit Handlauf auf Pfosten beidseitig

Geländerhöhe 850 mm über OK Gelände, für Rampe 6%, aus Stahl, geschweißt/geschraubt, Baustellenstöße geschweißt, Ausführung gemäß Zeichnung,

bestehend aus:

12 Stahlpfosten

Flachstahlprofil, warmgefertigt, nahtlos oder geschweißt, DIN EN 10210-2, 2 Stück 50x6mm

alle Kanten gefast, 2mm

Länge bis 1000mm

mit Fußplatte ca. 150x150x12mm,

für die Verschraubung auf Fundamenten

70/70/70 cm , C20/25 unbewehrt X0 auf Kiestragschicht 0/32

mit je 4 Gewindestangen M12

Handlauf der sep. Position

Rundrohrprofil- Edelstahl, Handlauf aus nichtrostendem Stahl, Werkstoff-Nr 1.4301, gebürstet und geschliffen, rund, Handlaufdurchmesser DN42

als oberer Abschluss des Geländers auf Pfosten

Untergurt mit Radabweiser der sep. Pos.

Rechteck-Hohlprofil, warmgefertigt, nahtlos oder geschweißt, DIN EN 10210-2, 60x40x2mm

alle Kanten gefast, 2mm

Befestigung zwischen den Pfosten

zur Aussteifung und Aufnahme des Radabweisers

Korrosionsschutz

Alle Stahlbauteile mit Korrosionsschutz durch Feuerverzinken gemäß DIN EN ISO 1461: 2022-12,

2K-Nassbeschichtung DB 703 matt oder

Pulverbeschichtung DB 703 Feinstruktur matt

Alle Schrauben und Verbindungsteile

Edelstahl V4A (1.4401)

nach Statik sind in den Einheitspreis mit einzukalkulieren.

incl. Fundament, Montage- und Nebenarbeiten

Planungsvorschlag:

Högel Studiotechnik GmbH

Furtweg 21

85716 Unterschleißheim

E-Mail: info@hoegel-studiotechnik.de

Telefon: +49 (0)89 374 77 99 0

Telefax: +49 (0)89 317 49 12

Martin Hoffmann

martin.hoffmann@hoegel-studiotechnik.de

'........................................'

oder gleichwertig mit Nachweisen.

Bei Produktabweichung einzutragen.

Ohne Eintrag gilt das beschriebene Produkt als angeboten.

Abrechnung nach Aufmaß zzgl. Originallieferschein. Datiert und mit Angabe der Baustelle

Pfostengeländer Handlauf auf Pfosten beidseitig im Gefälle

9.000mYes

Pfostengeländer mit Handlauf auf Pfosten einseitig

Geländerhöhe 850 mm über OK Gelände, aus Stahl, geschweißt/geschraubt, Baustellenstöße geschweißt, Ausführung gemäß Zeichnung,

bestehend aus:

11 Stahlpfosten

Flachstahlprofil, warmgefertigt, nahtlos oder geschweißt, DIN EN 10210-2, 2 Stück 50x6mm

alle Kanten gefast, 2mm

Länge bis 1000mm

mit Fußplatte ca. 150x150x12mm,

für die Verschraubung auf Fundamenten

mit je 4 Gewindestangen M12

Handlauf der sep. Position

Rundrohrprofil- Edelstahl, Handlauf aus nichtrostendem Stahl, Werkstoff-Nr 1.4301, gebürstet und geschliffen, rund, Handlaufdurchmesser 4

als oberer Abschluss des Geländers auf Pfosten

Untergurt mit Radabweiser der sep. Pos.

Rechteck-Hohlprofil, warmgefertigt, nahtlos oder geschweißt, DIN EN 10210-2, 60x40x2mm

alle Kanten gefast, 2mm

Befestigung zwischen den Pfosten

zur Aussteifung und Aufnahme des Radabweisers

Korrosionsschutz

Alle Stahlbauteile mit Korrosionsschutz durch Feuerverzinken gemäß DIN EN ISO 1461: 2022-12,

2K-Nassbeschichtung DB 703 matt oder

Pulverbeschichtung DB 703 Feinstruktur matt

Alle Schrauben und Verbindungsteile

Edelstahl V4A (1.4401)

nach Statik sind in den Einheitspreis mit einzukalkulieren.

Planungsvorschlag:

Högel Studiotechnik GmbH

Furtweg 21

85716 Unterschleißheim

E-Mail: info@hoegel-studiotechnik.de

Telefon: +49 (0)89 374 77 99 0

Telefax: +49 (0)89 317 49 12

Martin Hoffmann

martin.hoffmann@hoegel-studiotechnik.de

'........................................'

oder gleichwertig mit Nachweisen.

Bei Produktabweichung einzutragen.

Ohne Eintrag gilt das beschriebene Produkt als angeboten.

Abrechnung nach Aufmaß zzgl. Originallieferschein. Datiert und mit Angabe der Baustelle

Pfostengeländer Handlauf auf Pfosten einseitig eben

17.000mYes

Radabweiser zur Montage am Geländer der Vorpositionen

Rechteck-Hohlprofil, warmgefertigt, nahtlos oder geschweißt, DIN EN 10210-2, 80x40x2mm

alle Kanten gefast, 2mm

an Pfosten verschraubt

Korrosionsschutz

Alle Stahlbauteile mit Korrosionsschutz durch Feuerverzinken gemäß DIN EN ISO 1461: 2022-12

2K-Nassbeschichtung DB 703 matt oder

Pulverbeschichtung DB 703 Feinstruktur matt

Alle Schrauben und Verbindungsteile

Edelstahl V4A (1.4401)

nach Statik sind in den Einheitspreis mit einzukalkulieren.

Planungsvorschlag:

Högel Studiotechnik GmbH

Furtweg 21

85716 Unterschleißheim

E-Mail: info@hoegel-studiotechnik.de

Telefon: +49 (0)89 374 77 99 0

Telefax: +49 (0)89 317 49 12

Martin Hoffmann

martin.hoffmann@hoegel-studiotechnik.de

'........................................'

oder gleichwertig mit Nachweisen.

Bei Produktabweichung einzutragen.

Ohne Eintrag gilt das beschriebene Produkt als angeboten.

Abrechnung nach Aufmaß zzgl. Originallieferschein. Datiert und mit Angabe der Baustelle

Radabweiser

92.000StkYes

Gewindestangen zur Befestigung der Geländerpfosten

auf bauseitigen Betonfundamenten,

Gewindestange mit Muttern, mit Scheibe, aus nichtrostendem Stahl, Werkstoff-Nr 1.4401, M 12,

Länge bis 250 mm, einschl. Bohrung in Beton und Einkleben,

Verbundmörtel Fischer FIS VS 150

oder das nachstehende gleichwertige Erzeugnis

bzw. Verfahren nach Wahl des Bieters.

Planungsvorschlag:

Högel Studiotechnik GmbH

Furtweg 21

85716 Unterschleißheim

E-Mail: info@hoegel-studiotechnik.de

Telefon: +49 (0)89 374 77 99 0

Telefax: +49 (0)89 317 49 12

Martin Hoffmann

martin.hoffmann@hoegel-studiotechnik.de

'........................................'

oder gleichwertig mit Nachweisen.

Bei Produktabweichung einzutragen.

Ohne Eintrag gilt das beschriebene Produkt als angeboten.

Abrechnung nach Aufmaß zzgl. Originallieferschein. Datiert und mit Angabe der Baustelle

Gewindestangen M12 Edelstahl V4A

HANDLAUF (H2) TÜR ZUM KRIECHKELLER

4.000mYes

Pfostengeländer mit Handlauf auf Pfosten einseitig

Geländerhöhe 850 mm über OK Gelände, aus Stahl, geschweißt/geschraubt, Baustellenstöße geschweißt, Ausführung gemäß Zeichnung,

bestehend aus:

4 Stahlpfosten

Flachstahlprofil, warmgefertigt, nahtlos oder geschweißt, DIN EN 10210-2, 2 Stück 50x6mm

alle Kanten gefast, 2mm

Länge bis 1000mm

mit Fußplatte ca. 150x150x12mm,

für die Verschraubung auf Fundamenten/Blockstufen

mit je 4 Gewindestangen M12

incl. Handlauf analog der sep. Position

Rundrohrprofil- Edelstahl, Handlauf aus nichtrostendem Stahl, Werkstoff-Nr 1.4301, gebürstet und geschliffen, rund, Handlaufdurchmesser DN42

als oberer Abschluss des Geländers auf Pfosten

1 Ende angewinkelt 30/30 cm , anderes Ende stumpf

Korrosionsschutz

Alle Stahlbauteile mit Korrosionsschutz durch Feuerverzinken gemäß DIN EN ISO 1461: 2022-12,

2K-Nassbeschichtung DB 703 matt oder

Pulverbeschichtung DB 703 Feinstruktur matt

Alle Schrauben und Verbindungsteile

Edelstahl V4A (1.4401)

nach Statik sind in den Einheitspreis mit einzukalkulieren.

incl. Fundament, Montage und Nebenarbeiten

Planungsvorschlag:

Högel Studiotechnik GmbH

Furtweg 21

85716 Unterschleißheim

E-Mail: info@hoegel-studiotechnik.de

Telefon: +49 (0)89 374 77 99 0

Telefax: +49 (0)89 317 49 12

Martin Hoffmann

martin.hoffmann@hoegel-studiotechnik.de

'........................................'

oder gleichwertig mit Nachweisen.

Bei Produktabweichung einzutragen.

Ohne Eintrag gilt das beschriebene Produkt als angeboten.

Abrechnung nach Aufmaß zzgl. Originallieferschein. Datiert und mit Angabe der Baustelle

Pfostengeländer Handlauf auf Pfosten einseitig eben

HANDLAUF (H3) RAMPE KINDERGARTEN

7.500mYes

Pfostengeländer mit Handlauf auf Pfosten einseitig

Geländerhöhe 850 mm über OK Gelände, aus Stahl, geschweißt/geschraubt, Baustellenstöße geschweißt, Ausführung gemäß Zeichnung,

bestehend aus:

6 Stahlpfosten

Flachstahlprofil, warmgefertigt, nahtlos oder geschweißt, DIN EN 10210-2, 2 Stück 50x6mm

alle Kanten gefast, 2mm

Länge bis 1000mm

mit Fußplatte als Pfostenschuh an L-Winkel Aussenseite ca. 150x150x12mm, für die Verschraubung auf Fundamenten/Blockstufen

mit je 4 Gewindestangen M12

incl. Handlauf analog der sep. Position

Rundrohrprofil- Edelstahl, Handlauf aus nichtrostendem Stahl, Werkstoff-Nr 1.4301, gebürstet und geschliffen, rund, Handlaufdurchmesser DN42

als oberer Abschluss des Geländers auf Pfosten

Rohrprofil endet stumpf am Gebäude und Nebenanlage

Korrosionsschutz

Alle Stahlbauteile mit Korrosionsschutz durch Feuerverzinken gemäß DIN EN ISO 1461: 2022-12,

2K-Nassbeschichtung DB 703 matt oder

Pulverbeschichtung DB 703 Feinstruktur matt

Alle Schrauben und Verbindungsteile

Edelstahl V4A (1.4401)

nach Statik sind in den Einheitspreis mit einzukalkulieren.

incl. Fundament, Montage und Nebenarbeiten

Planungsvorschlag:

Högel Studiotechnik GmbH

Furtweg 21

85716 Unterschleißheim

E-Mail: info@hoegel-studiotechnik.de

Telefon: +49 (0)89 374 77 99 0

Telefax: +49 (0)89 317 49 12

Martin Hoffmann

martin.hoffmann@hoegel-studiotechnik.de

'........................................'

oder gleichwertig mit Nachweisen.

Bei Produktabweichung einzutragen.

Ohne Eintrag gilt das beschriebene Produkt als angeboten.

Abrechnung nach Aufmaß zzgl. Originallieferschein. Datiert und mit Angabe der Baustelle

Pfostengeländer Handlauf auf Pfosten einseitig eben

HANDLAUF (H4) TREPPE DIREKTOR

1.500mYes

Handläufe für Treppengeländer , Höhendifferenz ca. 46 cm

aus nichtrostendem Stahl,

wie vor jedoch

inkl. Handlaufträger mit Befestigungsplatten (2 Stück) zur Verschraubung an Treppenstufen als Betonfertigteil mit je 2 Befestigungspunkten, inkl. Bohrungen in Beton,

inkl. Endkappen (2 Stück), halbrund,

zum Verschließen der Geländerenden.

Ausführung gemäß Zeichnung.

Pfostengeländer mit Handlauf auf Pfosten einseitig

Geländerhöhe 850 mm über OK Gelände, aus Stahl, geschweißt/geschraubt, Baustellenstöße geschweißt, Ausführung gemäß Zeichnung,

bestehend aus:

2 Stahlpfosten

Flachstahlprofil, warmgefertigt, nahtlos oder geschweißt, DIN EN 10210-2, 2 Stück 50x6mm

alle Kanten gefast, 2mm

Länge bis 1000mm

mit Fußplatte ca. 150x150x12mm, für die Verschraubung auf Blockstufen

mit je 4 Gewindestangen M12

incl. Handlauf analog der sep. Position

Rundrohrprofil- Edelstahl, Handlauf aus nichtrostendem Stahl, Werkstoff-Nr 1.4301, gebürstet und geschliffen, rund, Handlaufdurchmesser DN42

als oberer Abschluss des Geländers auf Pfosten

Ende jeweils angewinkelt 30/30 cm

Korrosionsschutz

Alle Stahlbauteile mit Korrosionsschutz durch Feuerverzinken gemäß DIN EN ISO 1461: 2022-12,

2K-Nassbeschichtung DB 703 matt oder

Pulverbeschichtung DB 703 Feinstruktur matt

Alle Schrauben und Verbindungsteile

Edelstahl V4A (1.4401)

nach Statik sind in den Einheitspreis mit einzukalkulieren.

incl. Fundament, Montage und Nebenarbeiten

Planungsvorschlag:

Högel Studiotechnik GmbH

Furtweg 21

85716 Unterschleißheim

E-Mail: info@hoegel-studiotechnik.de

Telefon: +49 (0)89 374 77 99 0

Telefax: +49 (0)89 317 49 12

Martin Hoffmann

martin.hoffmann@hoegel-studiotechnik.de

'........................................'

oder gleichwertig mit Nachweisen.

Bei Produktabweichung einzutragen.

Ohne Eintrag gilt das beschriebene Produkt als angeboten.

Abrechnung nach Aufmaß zzgl. Originallieferschein. Datiert und mit Angabe der Baustelle

Pfostengeländer Handlauf 4 auf Pfosten einseitig als Treppengeänder

HANDLAUF (H5) TREPPE PFLEGEZUFAHRT

1.500mYes

Handläufe für Treppengeländer , Höhendifferenz ca. 66 cm

aus nichtrostendem Stahl,

wie vor jedoch

inkl. Handlaufträger mit Befestigungsplatten (2 Stück) zur Verschraubung an Treppenstufen als Betonfertigteil mit je 2 Befestigungspunkten, inkl. Bohrungen in Beton,

inkl. Endkappen (2 Stück), halbrund,

zum Verschließen der Geländerenden.

Ausführung gemäß Zeichnung.

Pfostengeländer mit Handlauf auf Pfosten einseitig

Geländerhöhe 850 mm über OK Gelände, aus Stahl, geschweißt/geschraubt, Baustellenstöße geschweißt, Ausführung gemäß Zeichnung,

bestehend aus:

2 Stahlpfosten

Flachstahlprofil, warmgefertigt, nahtlos oder geschweißt, DIN EN 10210-2, 2 Stück 50x6mm

alle Kanten gefast, 2mm

Länge bis 1000mm

mit Fußplatte ca. 150x150x12mm, für die Verschraubung auf Blockstufen

mit je 4 Gewindestangen M12

incl. Handlauf analog der sep. Position

Rundrohrprofil- Edelstahl, Handlauf aus nichtrostendem Stahl, Werkstoff-Nr 1.4301, gebürstet und geschliffen, rund, Handlaufdurchmesser DN42

als oberer Abschluss des Geländers auf Pfosten

Enden jeweils abgewinkelt 30/30 cm

Korrosionsschutz

Alle Stahlbauteile mit Korrosionsschutz durch Feuerverzinken gemäß DIN EN ISO 1461: 2022-12,

2K-Nassbeschichtung DB 703 matt oder

Pulverbeschichtung DB 703 Feinstruktur matt

Alle Schrauben und Verbindungsteile

Edelstahl V4A (1.4401)

nach Statik sind in den Einheitspreis mit einzukalkulieren.

incl. Fundament, Montage und Nebenarbeiten

Planungsvorschlag:

Högel Studiotechnik GmbH

Furtweg 21

85716 Unterschleißheim

E-Mail: info@hoegel-studiotechnik.de

Telefon: +49 (0)89 374 77 99 0

Telefax: +49 (0)89 317 49 12

Martin Hoffmann

martin.hoffmann@hoegel-studiotechnik.de

'........................................'

oder gleichwertig mit Nachweisen.

Bei Produktabweichung einzutragen.

Ohne Eintrag gilt das beschriebene Produkt als angeboten.

Abrechnung nach Aufmaß zzgl. Originallieferschein. Datiert und mit Angabe der Baustelle

Pfostengeländer Handlauf 5 auf Pfosten einseitig als Treppengeländer

Vegetationstechnik

OBERBODEN RASEN

75.000m3STLB-Bau2026-040035263701025362801653347067119610109493047806018210840121085072271201227110156510178090236310501016404213603Oberboden, liefern, profilgerecht auftragen, Bodengruppe 3b DIN 18915 (schwach bindig, kiesig), eine Bodengruppe, Bodengruppe 1 GU DIN 18196 (Kies-Schluff-Gemisch), in Einzelflächen, 2 bis 4 Einzelflächen, Auftragsdicke über 10 bis 20 cm, Mengenermittlung nach Aufmaß an der Auftragstelle, Ausführung gemäß Zeichnung und Einzelbeschreibung.

Oberboden liefern auftragen BG3b GU in Einzelflächen D 10-20cm

25.000m3

Oberboden, gesiebt, liefern, profilgerecht auftragen, Bodengruppe 2 DIN 18915, Auftragsdicke bis 5 cm, Mengenermittlung nach Aufmaß an der Auftragstelle.

Oberboden gesiebt liefern auftragen BG2 D bis 5cm

7.000m3STLB-Bau2026-04003117277440457805033882025387905278790277580110164012136033631030Bodenverbesserung der Vegetationstragschicht für Rasen, Kompost, gütegesichert aufbringen, Einarbeiten wird gesondert vergütet, Menge ca. 10 l/m2, Abrechnung nach Aufmaß auf dem Fahrzeug.

Bodenverbesserung Rasen Kompost Stoff aufbringen 10l/m2

40.000kgSTLB-Bau2012-04003117221360477440397805047886027891012610017788702775801773001Grunddüngen der Rasenfläche, mineralischen NPK-Dünger aufbringen, Menge ca. 80 g/m2, Nährstoffgehalt 16:8:16 + Spurenelemente.

Grunddüngung Rasenfläche mineral.NPK-Dünger aufbringen 80g/m2

500.000m2STLB-Bau2012-04003116021360177440297807097839067740103605010780602775801Vegetationstragschicht lockern, Bodenverbesserungs- bzw. Düngemittel einarbeiten, Lockerungstiefe 10 cm, Bodengruppe 2 DIN 18915.

Vegetationstragschicht lockern Bodenverbess.-/Düngem. einarbeiten T 10cm BG2

500.000m2STLB-Bau2026-0400311663890028780504800301964590207860023605098318202027806018210840121085077758025108020610803048123011016401213601Feinplanum für Rasenfläche, zulässige Abweichung von der Ebenheit bei 4 m 7 cm/bei 2 m 5 cm (Kategorie 2) DIN 18917, Anschlüsse an Kanten, Wege- und Platzbeläge oberflächengleich, Steine von mehr als 5 cm Durchmesser und schwer verrottbare Pflanzenteile ablesen, anfallende Stoffe zur Abfuhr auf Haufen setzen, Bodengruppe 3b DIN 18915 (schwach bindig, kiesig), eine Bodengruppe, Bodengruppe 1 GU DIN 18196 (Kies-Schluff-Gemisch), Anteil der nichtgeneigten Fläche 90 %, Neigung der Restfläche 1:1,5 bis 1:1.

Feinplanum Rasenfläche BG3b GU

OBERBODEN PFLANZFLÄCHE

245.000m3STLB-Bau2026-0400352637010253628016533470309493047806018210840121085072271201227110156510178090836310501016401213603Oberboden, liefern, profilgerecht auftragen, Bodengruppe 3b DIN 18915 (schwach bindig, kiesig), eine Bodengruppe, Bodengruppe 1 GU DIN 18196 (Kies-Schluff-Gemisch), Auftragsdicke über 30 bis 40 cm, Mengenermittlung nach Aufmaß an der Auftragstelle.

Oberboden liefern auftragen BG3b GU D 30-40cm

7.000m3STLB-Bau2026-0400311727744045780502388202538790577839037879027770027806018360501077580110164012136033631030Bodenverbesserung der Vegetationstragschicht für Pflanzung, Kompost, gütegesichert aufbringen und einarbeiten, durch Fräsen, Menge ca. 10 l/m2, Arbeitstiefe 20 cm, Bodengruppe 3b DIN 18915 (schwach bindig, kiesig), Abrechnung nach Aufmaß auf dem Fahrzeug.

Bodenverbesserung Pflanzung Kompost Stoff aufbringen einarbeiten fräsen 10l/m2 T 20cm

700.000m2STLB-Bau2012-10003116621360138900287805057858046459020786002360509831820202780602775801Feinplanum für Pflanzfläche, zulässige Abweichung von der Ebenheit 5 cm, Anschlüsse an Kanten, Wege- und Platzbeläge oberflächengleich, Steine von mehr als 5 cm Durchmesser und schwer verrottbare Pflanzenteile ablesen, anfallende Stoffe zur Abfuhr auf Haufen setzen, Bodengruppe 2 DIN 18915.

Feinplanum Pflanzfläche Abweichung 5cm BG2

150.000m²

Wurzelschonende Bodenbearbeitung im Wurzelbereich von Bestandsbäumen gemäß ZTV-Baumpflege

Im Traufbereich des vorhandenen Baumbestand

nur unmittelbar an der Bodenoberfläche;

Die Arbeiten sind unter größter Schonung des Wurzelwerks auszuführen und nur mit Einsatz von

kleineren Werkzeugen wie Dreizahn, Rechen, Kralle o.ä., nicht mit Hacke oder Spaten.

Vegetationsschicht lockern in Handarbeit

PFLANZGRUBE BÄUME SOLITÄR

76.000Stk

herstellen und mit Oberboden verfüllen, Bodengruppe 2 -

5, DIN 18915, einschließlich Einarbeiten von Dünger und

Bodenverbesserungsmitteln.

Lockern der Sohle: 10 cm tief.

Pflanzgrube für Solitärstrauch.

Grubenbreite: 60/60 cm

Grubentiefe: 60 cm

Pflanzgrube (Solitär)

28.000StSTLB-Bau2026-040031162363203557844083696010784701370101780601877580110164012136015Boden für Pflanzgrube, 12 m3, lösen, seitlich lagern, Sohle 10 cm tief lockern, Bodengruppe 3b DIN 18915 (schwach bindig, kiesig).

Pflanzgrube 12m3 lösen lagern BG3b

5.000StSTLB-Bau2026-0400311623632035578440443696010784701370101780601877580110164012136015Boden für Pflanzgrube, 24 m3, lösen, seitlich lagern, Sohle 10 cm tief lockern, Bodengruppe 3b DIN 18915 (schwach bindig, kiesig).

Pflanzgrube 24m3 lösen lagern BG3b

336.000m3Yes

Pflanzgrube verfüllen, , incl. Lieferung des gemischten Substrat der vorh. Pos. Vegetationstragschicht/Substrat

gemäß FLL-Empfehlungen für Baumpflanzungen - Teil 2:und

ZTV-Vegtra-Mü 2018, Sieblinienband A

Standortvorbereitungen für Neupflanzungen; Pflanzgruben

und Wurzelraumerweiterung, Bauweisen und Substrate -

Ausgabe 2010 - Tabelle 1,

Pflanzgrubenbauweise 1 (nicht überbaubar),

Pflanzgrube 1,5/1,5 m,- 2,5/2,5 m

Schichtdicke bis 2,5 m.

Planungsgrundlage:

Süderde GmbH

Lochhausener Straße 67

81249 München

089/8120001

Email: sued@suederde.de

'........................................'

oder gleichwertig mit Nachweisen.

Bei Produktabweichung einzutragen.

Ohne Eintrag gilt das beschriebene Produkt als angeboten.

Abrechnung nach Aufmaß zzgl. Originallieferschein. Datiert und mit Angabe der Baustelle

Pflanzgrube verfüllen VTS Grube Typ 1 1,5 m D bis 2,5m

70.000m3Yes

Pflanzgrube verfüllen, incl. Lieferung des gemischten Substrat der vorh. Pos. Grube m, Tiefe 1,50 bis 2,5 m,

Vegetationstragschicht/Substrat gemäß FLL-Empfehlungen und ZTV-Vegtra-Mü 2018, Sieblinienband B

für Baumpflanzungen - Teil 2: Standortvorbereitungen

für Neupflanzungen; Pflanzgruben und

Wurzelraumerweiterung, Bauweisen und Substrate -

Ausgabe 2010 - Tabelle 2,

Pflanzgrubenbauweise 2 (überbaubar)

Verformungsmodul EV2 min. 45 MN/m2, max. 60 MN/m2)

Der Einbau hat entsprechend dem Kapitel "Ausführung"

ZTV-Vegtra Mü (aktuelle Fassung) zu erfolgen.

Die Leistungen sind zu dokumentieren; die Nachweise sind

unaufgefordert dem AG zu übergeben.

Einbaubereich Geh- und Radwege

Planungsgrundlage:

Süderde GmbH

Lochhausener Straße 67

81249 München

089/8120001

Email: sued@suederde.de

'........................................'

oder gleichwertig mit Nachweisen.

Bei Produktabweichung einzutragen.

Ohne Eintrag gilt das beschriebene Produkt als angeboten.

Abrechnung nach Aufmaß zzgl. Originallieferschein. Datiert und mit Angabe der Baustelle

Pflanzgrube verfüllen VTS Typ 2 bis 2,5m

PFLANZGRUBE HECKE

20.000m

Pflanzgraben ausheben, Breite 50 cm, Tiefe 40 cm,

Aushub seitlich lagern, Sohle 10 cm tief lockern,

Bodengruppe 4 DIN 18915 (schwach bindig).

Pflanzgraben Hecke B 50cm T 40cm lösen lagern BG4

Rasen- und Pflanzarbeiten

Rasenarbeiten

500.000m2STLB-Bau2026-0400312737744048854890124795102912945022349101723492097826052249201775801363101101016401213601Rasen ansäen mit gebietseigenem Saatgut als Trocken-Ansaat DIN 18918, Saatverfahren SB (Saatgut mit Bodenverbesserungsstoffen) DIN 18918, Regiosaatgutmischung, RSM Regio 7.1.1 Landschaftsrasen - Standard ohne Kräuter, Ursprungsgebiet UG 17 Südliches Alpenvorland, Aussaatmenge 10 g/m2, Nachweis der Stoffe durch Vorlage von Lieferscheinen bzw. Wiegekarten.

Rasen gebietseigen Trocken-Ansaat SB RSM Regio RSM7.1.1 UG17 10g/m2

Pflanzarbeiten

550.000m²

Pflanzfläche lockern

nach der Pflanzung,

Staudenflächen

in Handarbeit, durch kreilen,

Steine und Fremdkörper, Unkraut und

schwer verrottbare Pflanzenteile sind abzulesen,

Durchmesser der Steine und Fremdkörper ab 3 cm,

Dauerunkräuter sind auszugraben

Anfallendes Material wiederwerwerten einschl.

Verwertungsgebühr,

Tiefe der Lockerung 5 cm.

Pflanzfl.lockern Handarbeit 5cm tief kreilen

0.000m²

als Schutz vor Verunkrauten und Austrocknen nach DIN 18916. Mulchdicke: 3 cm

Material: Rindendekor, fein

Abrechnung in der Abwicklung

Pflanzfläche mulchen

9.000StkYes

Hochstämme der nachfolgenden Pos.mit Unterflurverankerung (für Bäume bis 25 cm Stammumfang) nach Herstellervorschrift unterirdisch verankern. Zur Anwendung kommen 3 unbehandelte Stahlanker (Zugkraft: je 335 kg) mit 50 mm breiten, geschlossenen Gurtschlaufen (1,1 m) und einem Spanngurt (2,5 m) aus zertifiziertem Biopolymer mit Ratschenunterteil. Der Nachweis einer min. 3-jährigen Haltbarkeit (DIN EN 12225), der biologischen Abbaubarkeit (DIN EN 13432) und Einhaltung der DIN 18916 muss erbracht werden.
Der Spannhebel wird separat geliefert und ist nach dem Festzurren zur Reduzierung der Aufbauhöhe vom Ratschenkörper zu entfernen. Zur Schonung der Ballenoberfläche wird eine langsam verrottbare Kokosfaserscheibe (60 cm) untergelegt.

Befestigung auf Baustahlmatte Q335 unter dem Ballen.

Planungsvorschlag:

TREELOCK® 25

GEFA Produkte® Fabritz GmbH

Elbestraße 12
47800 Krefeld

Fon: +49(0)2151 / 49 47 49
Fax: +49(0)2151 / 49 47 50
eMail: info@gefafabritz.de

www.gefafabritz.de

'........................................'

oder gleichwertig mit Nachweisen.

Bei Produktabweichung einzutragen.

Ohne Eintrag gilt das beschriebene Produkt als angeboten.

Abrechnung nach Aufmaß zzgl. Originallieferschein. Datiert und mit Angabe der Baustelle

Unterflurverankerung verrotbar

0.000StkYes

GEFA Unterflurverankerung TREELOCK® 25

..... Stk. Hochstämme der Pos. ..... mit TREELOCK® 25 (bis 25 cm StU) nach Herstellervorschrift als Ballenverankerung unterirdisch sichern. Zur Anwendung kommen 3 unbehandelte Stahlanker mit 50 mm breiten, geschlossenen Gurtschlaufen (0,7m) und einem Spanngurt (2,5m) aus Polyestergewebe mit Ratschenunterteil. Der Spannhebel ist nach dem Festzurren zur Reduzierung der Aufbauhöhe vom Ratschenunterteil zu entfernen. Zur Schonung der Ballenoberfläche wird eine langsam verrottbare Kokosfaserscheibe (Ø 60 cm) untergelegt.

Liefernachweis:

GEFA Produkte® Fabritz GmbH

Elbestraße 12
47800 Krefeld

Fon: +49(0)2151 / 49 47 49
Fax: +49(0)2151 / 49 47 50
eMail: info@gefafabritz.de

www.gefafabritz.de

'........................................'

oder gleichwertig mit Nachweisen.

Bei Produktabweichung einzutragen.

Ohne Eintrag gilt das beschriebene Produkt als angeboten.

Abrechnung nach Aufmaß zzgl. Originallieferschein. Datiert und mit Angabe der Baustelle

GEFA Unterflurverankerung TREELOCK® 25

9.000St

Pflanzenverankerung mit Pfahl-Dreibock mit Rahmen aus Halbrundhölzern, Pfahl, weißgeschält, Pfahllänge 250 cm, Zopfdicke 8/10 cm, Bindegurt aus Gewebegurtband, Breite 50 mm. Anbindung auf ca . 1 m

Pflanzenverankerung Pfahl-Dreibock Rahmen Halbrundhölzer L 250cm Gewebegurtband 50mm

3.000Stk

nach DIN 18916 mit geschältem Baumpfahl, senkrecht, zwei Pfähle pro Baum, liefern und ausführen. Pfähle und Befestigungsmaterial müssen 2 Jahre haltbar sein. Abrechnung pro Baum.

Pflanzenverankerung Baum

18.000StkYes

Rindenschutz incl. Voranstrich herstellen Schutz der Rinde an Stamm und Hauptästen von Hochstämmen und Solitären gegen Verdunstung und Sonneneinstrahlung unmmittelbar vor oder nach der Pflanzung herstellen.

Stammumfang über 20 cm bis 25 cm.
Arbeitshöhe bis ca. 3 m.

1. Stamm mittels Schleifvlies oder Spezialbürste verletzungsfrei reinigen
2. Voranstrich LX 60 (Artikel-Nr. 04.091.01) oder gleichwertig "satt" streichen und antrocknen lassen (griffest)
3. Rindenschutz durch deckenden Anstrich mehrjährig (>= 5 Jahre) haftender Stammschutzfarbe (weiß) wie ARBO-FLEX oder gleichwertig vom Stammfuß bis in die Hauptäste anlegen.

Hinweis: ARBO-FLEX ab + 10°C auftragen (nicht auf gefrorenes oder nasses Holz streichen)
Bei ungeeigneter Witterung ist ein zeitweiliger Schutz z.B. mit Schilfmatten anzubringen.

Planungshinweis:

GEFA Produkte® Fabritz GmbH

Elbestraße 12
47800 Krefeld

Fon: +49(0)2151 / 49 47 49
Fax: +49(0)2151 / 49 47 50
eMail: info@gefafabritz.de

www.gefafabritz.de

'........................................'

oder gleichwertig mit Nachweisen.

Bei Produktabweichung einzutragen.

Ohne Eintrag gilt das beschriebene Produkt als angeboten.

Abrechnung nach Aufmaß zzgl. Originallieferschein. Datiert und mit Angabe der Baustelle

Stammschutzfarbe weiss

15.000St

Verdunstungs- und Stammschutz am Stamm

mit Schilfrohrmatten, einlagig, vierfach befestigt,

Stammdurchmesser über 20 bis 25 cm,

Stammhöhe bis 2,5 m.

Verdunstungs-/Stammschutz Stamm Schilfrohrmatten

Durchm. 20 -25 cm H bis 2,5m

Allgemeine Regelung für die Pflanzenlieferung.

Gehölze müssen den Gütebestimmungen für Baumschulpflanzen der FLL entsprechen.

Für die Ausführung der Pflanzarbeiten gelten die FLL-Empfehlungen für Baumpflanzungen - Teil1: Planung, Pflanzarbeit, Pflege.

Unkräuter und unerwünschter Aufwuchs in den Pflanzballen sind vor der Pflanzung zu entfernen.

Pflanzen liefern und pflanzen gemäß

freigegebener Pflanzenliste!

Standardbeschreibung

Bäume

5.000StSTLB-Bau2025-10004374713334044772125808268560496855010668570127183580118194039621072136015Acer rubrum (Rot-Ahorn) H 3xv mDb, StU. 20 bis 25 cm, liefern und einpflanzen.

Acer rubrum H 3xv mDb StU. 20-25cm liefern einpflanzen

1.000StSTLB-Bau2025-10004374713334045212125808268560496855010668570127183580218194019621072136015Acer campestre (Feld-Ahorn) H 3xv mDb, StU. 20 bis 25 cm, Substrateigenschaft gemäß FLL-Empfehlungen für Baumpflanzungen - Teil 2, liefern und einpflanzen Pflanzgrubenbauweise 1 (nicht überbaubar).

Acer campestre H 3xv mDb StU. 20-25cm liefern einpflanzen

2.000StSTLB-Bau2025-10004374713334044842125808268560496855010668570127183580218194039621072136015Acer platanoides "Royal Red" (Oregon-Blut-Ahorn) H 3xv mDb, StU. 20 bis 25 cm, Substrateigenschaft gemäß FLL-Empfehlungen für Baumpflanzungen - Teil 2, liefern und einpflanzen.

Acer platanoides Royal Red H 3xv mDb StU. 20-25cm liefern einpflanzen

3.000StSTLB-Bau2025-10004386413334039822125808268570127685604968550106183580218194039621072136015Carpinus betulus "Fastigiata" (Pyramiden-Hainbuche) H 3xv mDb, StU. 20 bis 25 cm, Substrateigenschaft gemäß FLL-Empfehlungen für Baumpflanzungen - Teil 2, liefern und einpflanzen.

Carpinus betulus Fastigiata H 3xv mDb StU. 20-25cm liefern einpflanzen

1.000StSTLB-Bau2025-100043867133340396921258085685701276856049685501069621072136015Castanea sativa (Ess-Kastanie) H 4xv mDb, StU. 20 bis 25 cm, liefern und einpflanzen.

Castanea sativa H 4xv mDb StU. 20-25cm liefern einpflanzen

3.000StSTLB-Bau2025-100044017133340327721258058685604968550106685701279621072136015Ginkgo biloba (Fächerblattbaum) Sol 4xv mDb, StU. 20 bis 25 cm, liefern und einpflanzen.

Ginkgo biloba Sol 4xv mDb StU. 20-25cm liefern einpflanzen

2.000St

Ginkgo biloba ‘Princeton Sentry‘ (Fächerblattbaum) Sol 4xv mDb, StU. 20 bis 25 cm, liefern und einpflanzen.

männlich veredelt

Ginkgo biloba ‘Princeton Sentry‘ Sol 4xv mDb StU. 20-25cm liefern einpflanzen

1.000StSTLB-Bau2025-10004410513334057522125808268570127685604968550106183580218194039621072136015Liquidambar styraciflua (Amerikanischer Amberbaum) H 3xv mDb, StU. 20 bis 25 cm, Substrateigenschaft gemäß FLL-Empfehlungen für Baumpflanzungen - Teil 2, liefern und einpflanzen.

Liquidambar styraciflua H 3xv mDb StU. 20-25cm liefern einpflanzen

2.000StSTLB-Bau2025-10004410613334028602125804868570127685604968550106183580218194039621072136015Liriodendron tulipifera (Amerikanischer Tulpenbaum) Sol 3xv mDb, StU. 20 bis 25 cm, Substrateigenschaft gemäß FLL-Empfehlungen für Baumpflanzungen - Teil 2, liefern und einpflanzen.

Liriodendron tulipifera Sol 3xv mDb StU. 20-25cm liefern einpflanzen

2.000StSTLB-Bau2025-10004412513334047992125804868570127685604968550106183580218194039621072136015Apfel "Jonagold" Sol 3xv mDb, StU. 20 bis 25 cm, Substrateigenschaft gemäß FLL-Empfehlungen für Baumpflanzungen - Teil 2, liefern und einpflanzen.

Apfel Jonagold Sol 3xv mDb StU. 20-25cm liefern einpflanzen

2.000St

Apfel "Baya Marisa" H 3xv mDb, StU. 14 bis 16 cm, Substrateigenschaft gemäß FLL-Empfehlungen für Baumpflanzungen - Teil 2, liefern und einpflanzen.

Apfel Baya Marisa H 3xv mDb StU. 14-16cm liefern

einpflanzen

1.000StSTLB-Bau2025-10004423613334019832125804868570127685604668550106183580218194039621072136015Süßkirsche "Regina" Sol 3xv mDb, StU. 14 bis 16 cm, Substrateigenschaft gemäß FLL-Empfehlungen für Baumpflanzungen - Teil 2, liefern und einpflanzen.

Süßkirsche Regina Sol 3xv mDb StU. 14-16cm liefern einpflanzen

1.000StSTLB-Bau2025-10004421613334021422125808268560496855010668570127183580218194039621072136015Platanus x acerifolia (Platane) H 3xv mDb, StU. 20 bis 25 cm, Substrateigenschaft gemäß FLL-Empfehlungen für Baumpflanzungen - Teil 2, liefern und einpflanzen.

Platanus x acerifolia H 3xv mDb StU. 20-25cm liefern einpflanzen

1.000StSTLB-Bau2025-10004424813334016852125808268560496855010668570127183580118194039621072136015Quercus rubra (Rot-Eiche) H 3xv mDb, StU. 20 bis 25 cm, liefern und einpflanzen.

Quercus rubra H 3xv mDb StU. 20-25cm liefern einpflanzen

Sträucher

2.000StSTLB-Bau2025-1000437751333404398212580486856066855010668570127183580118194039621072136015Amelanchier lamarckii (Kupfer-Felsenbirne) Sol 3xv mDb, liefern und einpflanzen.

Amelanchier lamarckii Sol 3xv mDb liefern einpflanzen

2.000StSTLB-Bau2025-100043838133340552921258049685701599621072136015Buddleja davidii "Pink Delight" (Sommerflieder "Pink Delight") Sol 3xv C, h 100 bis 125 cm, liefern und einpflanzen.

Buddleja davidii Pink Delight Sol 3xv C h 100-125cm liefern

einpflanzen

2.000StSTLB-Bau2025-100043838133340552621258049685701599621072136015Buddleja davidii "Nanho Purple" (Sommerflieder "Nanho Purple") Sol 3xv C, h 100 bis 125 cm, liefern und einpflanzen.

Buddleja davidii Nanho Purple Sol 3xv C h 100-125cm liefern

einpflanzen

5.000St

Buddleja ´Black Night´ (Sommerflieder ´Black Knight´) Sol C 7,5 125 - 150 liefern und einpflanzen.

Buddleja ´Black Knight´ Sol C 7,5 125-150 liefern einpflanzen

5.000St

Buddleja ´Royal Red´ (Sommerflieder ´Royal Red´) Sol C 7,5 125 - 150 liefern und einpflanzen.

Buddleja ´Royal Red´ Sol C 7,5 125-150 liefern einpflanzen

3.000St

Cornus mas (Kornelkirsche) Sol 3xv mB

150 - 175 liefern und einpflanzen.

Cornus mas Sol 3xv mB 150-175 liefern einpflanzen

2.000StSTLB-Bau2025-1000439151333405552212580466857016868550106183580118194039621072136015Corylus avellana (Gewöhnliche Hasel) Sol 3xv mB, h 150 bis 200 cm, liefern und einpflanzen.

Corylus avellana Sol 3xv mB h 150-200cm liefern einpflanzen

3.000StSTLB-Bau2025-10004394613334035852125804668570159183580118194039621072136015Deutzia x hybrida "Mont Rose" (Rosen-Deutzie) Sol 3xv mB, h 100 bis 125 cm, liefern und einpflanzen.

Deutzia x hybrida Mont Rose Sol 3xv mB h 100-125cm liefern einpflanzen

3.000St

Fargesia murielae "Fresena" (Muriels Fresena) C 5, h 80 bis 100 cm, liefern und einpflanzen.

Fargesia murielae Fresena C 5 h 80-100cm liefern einpflanzen

3.000StSTLB-Bau2026-04004399813334056512125804668570159183580118194039621072136015Forsythia x intermedia "Lynwood" (Garten-Forsythie "Lynwood") Sol 3xv mB, h 100 bis 125 cm, liefern und einpflanzen.

Forsythia x intermedia Lynwood Sol 3xv mB h 100-125cm

liefern einpflanzen

5.000Stk

Forsythia ´Goldzauber´ (Goldglöckchen ´Goldzauber´)

Sol 3xv mB 100 - 125 liefern und einpflanzen.

Forsythia ´Goldzauber´ Sol 3xv mB 100 - 125 liefern und einpflanzen

2.000St

Hibiscus ´Red Heart´ (Garteneibisch ´Red Heart´)

Sol 3xv mB 125 - 150 liefern und einpflanzen.

Hibiscus 'Red Heart' Sol 3xv mB 125-150 liefern einpflanzen

10.000Stk

Kerria japonica ´Pleniflora´

(Gefüllter Ranunkelstrauch)

Sol 3xv mB 100 - 125 liefern und einpflanzen.

Kerria japonica ´Pleniflora´ Sol 3xv mB 100-125 liefern einpflanzen

3.000StSTLB-Bau2025-100044196133340228721258046685701599621072136015Philadelphus "Schneesturm" (Gefüllter Gartenjasmin "Schneesturm") Sol 3xv mB, h 100 bis 125 cm, liefern und einpflanzen.

Philadelphus Schneesturm Sol 3xv mB h 100-125cm liefern einpflanzen

3.000StSTLB-Bau2025-1000443211333405890212580486855010668570167183580118194039621072136015Syringa vulgaris "Andenken an Ludwig Späth" (Gewöhnlicher Flieder "Andenken an Ludwig Späth") Sol 3xv mDb, h 150 bis 175 cm, liefern und einpflanzen.

Syringa vulgaris Andenken an L. Späth Sol 3xv mDb h

150-175cm liefern einpflanzen

6.000St

Syringa josikaea (Ungarischer Flieder)

Sol 3xv mB 100 - 125 liefern und einpflanzen.

Syringa josikaea Sol 3xv mB 100-125 liefern einpflanzen

3.000StSTLB-Bau2025-100044365133340312125804668570159183580118194039621072136015Weigela "Eva Rathke" (Weigelie "Eva Rathke") Sol 3xv mB, h 100 bis 125 cm, liefern und einpflanzen.

Weigela Eva Rathke Sol 3xv mB h 100-125cm liefern einpflanzen

Obststräucher

6.000StSTLB-Bau2025-10004795813334053292125801839621072136015Brombeere "Thornless Evergreen", C, liefern und einpflanzen.

Brombeere Thornless Evergreen C liefern einpflanzen

6.000StSTLB-Bau2025-1000479571333405300212580119621072136015Rote Johannisbeere "Heros" vStr 8 Tr. oB, liefern und einpflanzen.

Rote Johannisbeere Heros vStr 8 Tr. oB liefern einpflanzen

6.000StSTLB-Bau2025-1000479571333405298212580119621072136015Schwarze Johannisbeere "Silvergieters Schwarze" vStr 8 Tr. oB, liefern und einpflanzen.

Schw. Johannisb. Silvergieters Schwarze vStr 8 Tr. oB liefern

einpflanzen

6.000StSTLB-Bau2025-1000479571333405308212580119621072136015Weiße Johannisbeere "Weiße Versailler" vStr 8 Tr. oB, liefern und einpflanzen.

Weiße Johannisbeere Weiße Versailler vStr 8 Tr. oB liefern einpflanzen

Decksträucher

10.000St

Hydrangea arborescens ´Annabelle´

(Ballhortensie Annabelle)

C 5 60 - 100 liefern und einpflanzen.

Hydrangea arborescens ´Annabelle´ C 5 60-100 liefern einpflanzen

50.000StSTLB-Bau2025-1000442331333402084212580200685701429621072136015Potentilla "Goldteppich" (Fingerstrauch "Goldteppich") C 2, h 30 bis 40 cm, liefern und einpflanzen.

Potentilla Goldteppich C 2 h 30-40cm liefern einpflanzen

100.000St

Potentilla "Royal Flush" (Fingerstrauch "Royal Flush") C 2, h 30 bis 40 cm, liefern und einpflanzen.

Potentilla Royal Flush C 2 h 30-40cm liefern einpflanzen

100.000StSTLB-Bau2025-10004430613334058732125801468570142183580118194039621072136015Spiraea japonica "Little Princess" (Japanischer Spierstrauch "Little Princess") 2xv C, h 30 bis 40 cm, liefern und einpflanzen.

Spiraea japonica Little Princess 2xv C h 30-40cm liefern einpflanzen

50.000St

Spiraea bumalda ´Anthony Waterer´

(Sommer-Spieren ´Anthony Waterer´)

vStr 5 Tr. 40-60 liefern und einpflanzen.

Spiraea bumalda 'Anthony Waterer' vStr 5 Tr. 40-60 liefern einpflanzen

Stauden, Gräser, Farne, Bodendecker

50.000St

Alchemilla mollis (Großblättriger Frauenmantel)

P 0,5 liefern und einpflanzen.

Alchemilla mollis P 0,5 liefern einpflanzen

40.000St

Aster divaricatus (Gebüsch-Aster)

P 0,5 liefern und einpflanzen.

Aster divaricatus P 0,5 liefern einpflanzen

60.000St

Aubrieta ´Blaumeise´ (Blaukissen ´Blaumeise´)

P 0,5 liefern und einpflanzen.

Aubrieta Hybr.'Blaumeise' P 0,5 liefern einpflanzen

70.000St

Geranium x magnificum ´Rosemoor´

(Pracht-Storchschnabel ´Rosemoor´)

P 0,5 liefern und einpflanzen.

Geranium x magnificum 'Rosemoor' P 0,5 liefern einpflanzen

500.000St

Geranium macrorrhizum "Bevan" (Balkan-Storchschnabel) P 0,5, liefern und einpflanzen.

Geranium macrorrhizum "Bevan" P 0,5 liefern einpflanzen

15.000St

Hemerocallis Hybr.´Crimson Pirate´ (Garten-Taglilie)

P 0,75 liefern und einpflanzen.

Hemerocallis Hybr.'Crimson Pirate' P 0,75 liefern einpflanzen

50.000St

Nepeta x faassenii (Katzen-Minze)

P 0,5 liefern und einpflanzen.

Nepeta x faassenii P 0,5 liefern einpflanzen

15.000St

Pennisetum alopecuroides ´Hameln´

(Niedriges Lampenputzergras)

P 0,5 liefern und einpflanzen.

Pennisetum alopecuroides 'Hameln' P 0,5 liefern einpflanzen

45.000St

Salvia nemorosa ´Blauhügel´ (Sommer-Garten-Salbei)

P 0,5 liefern und einpflanzen.

Salvia nemorosa 'Blauhügel' P 0,5 liefern einpflanzen

300.000St

Heucherella tiarelloides (Kissen Purpurglöckchen) P 0,5, liefern und einpflanzen.

Heuchera tiarelloides P 0,5 liefern einpflanzen

BLUMENZWIEBELN

gemäß dem beiliegenden Plan in den angegebenen Mengen und Qualitäten gem. DIN 18 916

liefern, pflanzen und wässern.

BLUMENZWIEBELN

60.000St

Allium christophii (Sternkugel-Lauch)

Zwiebel/Knolle liefern und einpflanzen.

Allium christophii Zwiebel/Knolle liefern einpflanzen

100.000St

Muscari botryoides (Traubenhyazinthe)

Zwiebel/Knolle liefern und einpflanzen.

Muscari Zwiebel/Knolle liefern einpflanzen

Fertigstellungspflege

STLB-Bau2026-0400316879457019107019109010938302938404911402911102911002Für die Ausführung der Pflegearbeiten als Fertigstellungspflege gilt DIN 18918. Die erforderlichen Teilleistungen sind ohne besondere Anordnung rechtzeitig auszuführen, die Ausführung jeder Teilleistung ist dem AG anzuzeigen, die vorgesehenen Pflegeleistungen sind durchschnittliche Regelannahmen, der Preis der Einzelleistung errechnet sich aus dem Einheitspreis geteilt durch die Anzahl der Arbeitsgänge, Mehr- bzw. Minderleistungen werden zusätzlich zu dem vereinbarten Einheitspreis vergütet oder in Abzug gebracht.

Standardbesch Pflegearbeiten Fertigstellungspflege

Wässerungsarbeiten

Wasser kann den Zapfstellen kostenfrei

entnommen werden,

Wässerungsarbeiten

BAUM

216.000St

Wässern der Großgehölze,

Wasser kann den Zapfstellen kostenfrei

entnommen werden,

Mindestwassermenge je Arbeitsgang/St

150 l,

8 Arbeitsgänge,

Abrechnung nach bewässerten Gehölzen.

Die in der Position angegebene Menge ist die Gesamt-

menge der zu bearbeitenden Bäume, multipliziert

mit der Anzahl der Arbeitsgänge

(d.h. Stückzahl x Anzahl AG).

27 St x 8 AG

Großgehölz wässern Zapfstelle Schlauch

5.000St

Unerwünschten Aufwuchs in Pflanzflächen abtrennen, ohne flächige Bodenlockerung, auf Baumscheiben, Einzelgröße bis 2,5 m2, Bearbeitungstiefe 2 cm, Abfall und Laub von der Fläche entfernen, abgetrennte Teile des unerwünschten Aufwuchses sammeln, auf LKW des AN laden, transportieren zur Entsorgungsstelle, die Entsorgungsgebühren werden vom AN übernommen,

Stoffe sind nicht gefährlich, nicht schadstoffbelastet, Zuordnung Z 0 (uneingeschränkter Einbau),

Abfallschlüssel nach AVV (Abfallverzeichnis-Verordnung) 200201 biologisch abbaubare Abfälle,
3 Arbeitsgänge, der Preis der Einzelleistung errechnet sich aus dem Einheitspreis geteilt durch die Anzahl der Arbeitsgänge.

Unerwünschten Aufwuchs abtrennen Baumscheibe bis 2,5m2 T 2cm Abfall Laub entfernen 3Arbeitsgänge

400.000m2

Pflegen, Anzahl der Arbeitsgänge "4",

der Baumscheiben, Heckengräben

Wildkraut und Grasbewuchs jäten, Unrat entfernen,

tiefwurzelnde Arten sind mit entsprechenden Werkzeugen

wurzeltief zu entfernen,

Stammausschläge entfernen und dürre Triebe

nachschneiden,

Verankerungen und Gießmulden nachrichten.

Steinen ab 5 cm Durchmesser beseitigen.

Anfallender Unrat wird Eigentum des AN und ist

zu beseitigen.

Bearbeitungstiefe 10 cm.

Abrechnung in der Abwicklung.

Die in der Position angegebene Menge ist die Gesamt-

menge der zu bearbeitenden Fläche, multipliziert mit

der Anzahl der Arbeitsgänge (d.h. Fläche x Anzahl AG).

100 m² x 4 AG

Pflegen der Baumscheiben 4 AG

5.000St

Stamm- und Stockaustriebe entfernen, gemäß ZTV-Baumpflege, bis 2 m über dem Boden, Reduzierung um 100 %, Gesamthöhe des Baumes bis 6 m, einstämmig, Stammdurchmesser bis 10 cm, mittlerer Kronendurchmesser bis 3 m, Schnittgut zur Abfuhr sammeln, auf LKW des AN laden, transportieren zur Entsorgungsstelle, die Entsorgungsgebühren werden vom AN übernommen,

Stoffe sind nicht gefährlich, nicht schadstoffbelastet, Zuordnung Z 0 (uneingeschränkter Einbau),

Abfallschlüssel nach AVV (Abfallverzeichnis-Verordnung) 200201 biologisch abbaubare Abfälle,
Abrechnung nach Anzahl der Bäume.

Stamm-/Stockaustriebe entfernen Reduzierung 100%

33.000StSTLB-Bau2025-100038198774404467891069109014360001078860778870662133801213350110164012136015Düngen von Bäumen, Baumscheibendüngung, gemäß ZTV-Baumpflege, Stammdurchmesser bis 10 cm, mineralischer Dünger, flüssig, Nährstoffgehalt N+P2O5+K2O 10+4+7, 100 l Düngerlösung je Baum, Konzentration 10 ml/l.

Düngen Bäume Baumscheibendüngung Durchm. bis 10cm

mineral.Dünger flüssig 10+4+7 100l 10ml/l

608.000St

Wässern von Solitärgehölzen,

Mindestwassermenge je Arbeitsgang/St

50 l,

8 Arbeitsgänge,

Abrechnung nach bewässerten Pflanzen.

Die in der Position angegebene Menge ist die Gesamt-

menge der zu bearbeitenden Pflanzen,

multipliziert mit der Anzahl der Arbeitsgänge

(d.h. Stückzahl x Anzahl AG).

76 St x 8 AG

Wässern von Solitärgehölzen,

RASEN

10000.000m2

Wässern der Rasenfläche, Spielrasen, Wasser kann den vorh. Zapfstellen unentgeltlich entnommen werden, tägliche Bewässerung unter Berücksichtigung der natürlichen Niederschläge, Menge je Arbeitsgang ca.

15 l/m2, Dauer der Intensivbewässerung 2 Wochen nach Anssaat/Verlegung, 10 Arbeitsgänge, der Preis der Einzelleistung errechnet sich aus dem Einheitspreis geteilt durch die Anzahl der Arbeitsgänge.

Beregnungseinrichtungen sind durch den AN zu stellen,

Mindestwassermenge je Arbeitsgang/m²:

direkt nach Verlegung 2 - 3 Wochen

dauerhaft feucht halten,

danach entspr. Rasenentwicklung u. Erfordernis,

1 - 2 mal pro Woche 15 l

20 Arbeitsgänge,

Abrechnung in der Abwicklung.

Die in der Position angegebene Menge ist die Gesamt-

menge der zu bearbeitenden Fläche,

multipliziert mit der Anzahl der Arbeitsgänge

(d.h. Fläche x Anzahl AG).

500 m² x 20 AG

Wässern Rasenfläche Spielrasen 15l/m2 10Arbeitsgänge

3000.000m2

Mähen von Spielrasenrasen, Wuchshöhe 6 bis 8 cm, Schnitthöhe 4 cm, Schnittfolge in der Regel wöchentlich nach Wuchshöhe, Schnittgut zur Abfuhr sammeln, auf LKW des AN laden, transportieren zur Entsorgungsstelle, incl. Entsorgungsgebühren

Stoffe sind nicht gefährlich, nicht schadstoffbelastet, Zuordnung Z 0 (uneingeschränkter Einbau),

Abfallschlüssel nach AVV (Abfallverzeichnis-Verordnung) 200201 biologisch abbaubare Abfälle,

6 Schnitte, der Preis der Einzelleistung errechnet sich aus dem Einheitspreis geteilt durch die Anzahl der Arbeitsgänge.

Mähen Spielrasen H 6-8cm H 4cm 6Schnitte Schnittgut

1000.000m²

Düngen der Rasenfläche, Spielrasen, Menge ca. 60 g/m2, mineralischer NPK-Dünger, Nährstoffgehalt 12:12:17 + Spurenelemente, in 2 Arbeitsgängen zu jeweils der halben Menge, der Preis der Einzelleistung errechnet sich aus dem Einheitspreis geteilt durch die Anzahl der Arbeitsgänge.

Abrechnung in der Abwicklung.

Die in der Position angegebene Menge ist die Gesamt-

menge der zu bearbeitenden Fläche,

multipliziert mit der Anzahl der Arbeitsgänge

(d.h. Fläche x Anzahl AG).

500 m² x 2 AG

Düngen Rasenfläche Spielrasen 60g/m2 mineral.NPK-Dünger

1000.000m2

Säubern

der Rasenfläche, von Laub,

Anzahl der Arbeitsgänge: 2,

anfallendes Material entfernen und beseitigen, einschl.

Entsorgungsgebühr,

Abrechnung in der Abwicklung.

Die in der Position angegebene Menge ist die Gesamt-

menge der zu bearbeitenden Fläche,

multipliziert mit der Anzahl der Arbeitsgänge

(d.h. Fläche x Anzahl AG).

500m² x 2 AG

Säubern Rasenfläche

PFLANZFLÄCHE

3500.000m2

Wässern der Pflanzung, Pflanzfläche, Wasser kann den vorh. Zapfstellen unentgeltlich entnommen werden, Mindestwassermenge je Arbeitsgang 15 l/m2,

5 Arbeitsgänge, der Preis der Einzelleistung errechnet sich aus dem Einheitspreis geteilt durch die Anzahl der Arbeitsgänge.

Wässern Pflanzung Pflanzfläche 15l l/m2 5Arbeitsgänge

3500.000m2

Lockern der Pflanzfläche, unerwünschten Aufwuchs abtrennen, auf Kleingehölz- und Staudenflächen, aufgenommene Stoffe zur Abfuhr sammeln, auf LKW des AN laden, transportieren zur Entsorgungsstelle, incl. Entsorgungsgebühren

Stoffe sind nicht gefährlich, nicht schadstoffbelastet, Zuordnung Z 0 (uneingeschränkter Einbau),

Abfallschlüssel nach AVV (Abfallverzeichnis-Verordnung) 200201 biologisch abbaubare Abfälle,

4 Arbeitsgänge, der Preis der Einzelleistung errechnet sich aus dem Einheitspreis geteilt durch die Anzahl der Arbeitsgänge.

Pflanzfläche lockern Aufwuchs abtrennen Kleingehölz- Staudenfläche 4Arbeitsgänge

700.000m²

Düngen der Pflanzfläche, Menge ca. 60 g/m2,

mit mineralischem NPK-Dünger, Nährstoffgehalt 12:12:17 + Spurenelemente, in 2 Arbeitsgängen zu jeweils der halben Menge, der Preis der Einzelleistung errechnet sich aus dem Einheitspreis geteilt durch die Anzahl der Arbeitsgänge.

Düngung Pflanzfläche 60g/m2 mineral.NPK-Dünger

2800.000m2

Unerwünschten Aufwuchs beseitigen,

in der Stauden- und Bodendeckerfläche,

Anzahl der Arbeitsgänge 4,

Wildkraut und Grasbewuchs jäten, Unrat entfernen,

tiefwurzelnde Arten sind mit entsprechenden Werkzeugen

wurzeltief zu entfernen,

Steine ab 5 cm Durchmesser beseitigen,

abgestorbene Pflanzenteile sind abzuschneiden.

Anfallender Unrat wird Eigentum des AN und ist

zu beseitigen.

Bearbeitungstiefe 5 cm.

Abrechnung in der Abwicklung.

Die in der Position angegebene Menge ist die Gesamt-

menge der zu bearbeitenden Fläche, multipliziert mit

der Anzahl der Arbeitsgänge (d.h. Fläche x Anzahl AG).

700 m² x 4 AG

Unerwünschten Aufwuchs beseitigen, Pflanzflächen

1400.000m2

Säubern, Anzahl der Arbeitsgänge 2,

der Stauden- und Bodendeckerfläche,

verblühte und vertrocknete Pflanzenteile

entfernen, Fläche von Laub säubern.

Anfallendes Material wird Eigentum des AN und ist

zu beseitigen.

Abrechnung in der Abwicklung.

Die in der Position angegebene Menge ist die Gesamt-

menge der zu bearbeitenden Fläche, multipliziert mit

der Anzahl der Arbeitsgänge (d.h. Fläche x Anzahl AG).

700 m² x 2 AG

Säubern der Stauden- Bodendeckerfläche

HECKEN

240.000St

Wässern von Heckenpflanzen,

Mindestwassermenge je Arbeitsgang/St

7 l,

8 Arbeitsgänge,

Abrechnung nach bewässerten Pflanzen.

Die in der Position angegebene Menge ist die Gesamt-

menge der zu bearbeitenden Pflanzen,

multipliziert mit der Anzahl der Arbeitsgänge

(d.h. Stückzahl x Anzahl AG).

30 St x 8 AG

Wässern von Heckenpflanzen,

15.000mSTLB-Bau2025-100031701774402689387028949702993900179440019851508938602911101360509231820365785081786061016401213602Hecke schneiden, Höhe vor dem Verjüngen über 1 bis 1,5 m, Breite vor dem Verjüngen bis 0,5 m, geforderte Schnittbreite nach dem Verjüngen bis 0,5 m, 2 Schnitte, Abrechnung nach Heckenlänge, Schnitt einseitig, Schnittgut auf LKW des AG laden, die Entsorgung wird gesondert vergütet.

Hecke schneiden H 1-1,5m B bis 0,5m Schnitt-B bis 0,5m

2Schnitte Schnitt einseitig Schnittgut Direktbeladung laden LKW

2.000kgSTLB-Bau2025-10003169377440368773001780506678860478870102610098524015911102213604Düngen der Hecke, mit organisch-mineralischem Dünger, fest, Menge ca. 100 g/m2 je Arbeitsgang, in einem Arbeitsgang, der Preis der Einzelleistung errechnet sich aus dem Einheitspreis geteilt durch die Anzahl der Arbeitsgänge.

Düngen Hecke organ.-mineral.Dünger fest 100g/m2

MULCHEN

5.000m3STLB-Bau2025-100031252774405778050147824098577017825067730057758013631030213603Mulchen der Baumscheibe mit Rindenmulch, gütegesichert, Körnung 10/40, Dicke der Mulchdecke über 10 bis 15 cm, Feststellung der Dicke 3 Wochen nach Andeckung, Abrechnung nach Aufmaß auf dem Fahrzeug.

Mulchen Baumscheibe Rindenmulch 10/40 D 10-15cm

500.000m2STLB-Bau2025-1000311557744034774302782702782409857701782502773005775801213601Mulchabdeckung zum Schutz von Vegetationsflächen, Abdecken mit Mulchstoff, Rindenmulch, gütegesichert, Körnung 10/40, Dicke über 3 bis 5 cm, Feststellung der Dicke 3 Wochen nach Andeckung.

Mulchabdeck. Mulchstoff Rindenmulch D 3-5cm

Stundenlohnarbeiten

Yes1.000psch

Dokumentation Garten- und Landschaftsbau

Zusammenstellung sämtlicher relevanter Unterlagen, Pläne, Lieferscheine, Prüfzeugnisse und Pflegehinweise;

als Papier in Ordner DIN A4 geheftet

und auf USB-Datenträger mit Schlußrechnung an den AG übergeben

Dokumentation Garten- und Landschaftsbau Papier Datenträger

Yes1.000psch

Dokumentation Entwässerung Regenwasser

Zusammenstellung sämtlicher Revisions-,

Prüf-, Bestands- und Herstellerunterlagen,

Wartungs- und Betriebsanleitungen

Fotodokumentation

Aufmaßunterlagen

als Papier in Ordner DIN A4 geheftet

und auf USB-Datenträger mit Schlußrechnung an den AG übergeben

Dokumentation Entwässerung Regenwasser Papier Datenträger

Hinweistext Stundenlohnarbeiten

Die angeführten Stundenlohnverrechnungssätze kommen nur für außerplanmäßige Arbeiten in Frage und dürfen nur auf

besondere Anordnung der Objektüberwachung

ausgeführt werden und sind unmittelbar nach Ausführung der Leistung zu rapportieren.

Es werden folgende Stundensätze verrechnet, wobei An- und Abfahrt, Transport, Bedienung von Maschinen und Geräten,

Betriebsstoffe, Wartung und Zuschläge für

Nebenkosten, Auslösen, etc. nicht gesondert vergütet werden.

Fahrzeuge und Maschinen incl. Bedienung.

Materialpreise sind Festpreise, einschl. aller Zuschläge wie Unkosten, Verpackung, Vorhaltung von Transportbehältern,

Gewinn usw. sowie frei Baustelle zu den Verwendungsstellen abgeladen.

Eine Vergütung für höher qualifizierte Arbeitskräfte, als erforderlich, wird nicht gewährt.

Der Paragraph 2 VOB, Teil B, Absatz 3, Mehr- oder Minderung des Mengenansatzes gilt für Regiearbeiten nicht. Die

Abrechnung der Stundenlohnarbeiten hat unter den jeweils zutreffenden Kostenstellen zu erfolgen. Stundenlohnbelege sind

so anzufertigen, dass jeder Teilleistung eindeutig die dazugehörigen Stunden und ggf. verbrauchten Materialien zuzuordnen

sind. Andernfalls ist keine Anrechnung möglich. Die Preise gelten als Festpreise.

Hinweistext Stundenlohnarbeiten

200.000h

Landschaftsgärtner - Vorarbeiter

200.000h

Landschaftsgärtner - Meister

200.000h

Landschaftsgärtner - Fachwerker

200.000h

Arbeiter - Werker

Hinweistext Verrechnungssätze für Geräte

Der jeweilige Verrechnungssatz für Geräte bzw. Fahrzeuge hat sämtliche Aufwendungen für den Einsatz, insbesondere für

Vorhalten, Betriebsstoffe sowie sämtliche Zuschläge und Kosten für das Bedienpersonal zu enthalten. Vorausgesetzt wird

der Einsatz des hierzu geschulten und zahlenmäßig erforderlichen Personals. Eine Vergütung besser qualifizierter Arbeitskräfte als erforderlich wird nicht gewährt. Ansonsten gelten die vorgenannten Hinweise für die Verrechnung von Stundenlohn gleichlautend.

Hinweistext Verrechnungssätze für Geräte

1.000d

Hubarbeitsbühne bis 15m

Arbeitshöhe 13 m, inkl. Bedienung

horizontale Reichweite / mit Korblast 20 m

Schwenkbereich Arbeitskorb +/- 90°

zulässige Korblast mind. 300 kg

Gesamtgewicht bis 5,5to

inkl. Umsetzen, An- und Abtransport sowie Bedienung

Hubarbeitsbühne bis 15m

20.000h

LKW; Nutzlast bis 1,0 to

einschl. Fahrer/Bedienung

LKW; Nutzlast bis 1,0 to

20.000h

LKW; Nutzlast 1,0 - 3,5 to

einschl. Fahrer/Bedienung

LKW; Nutzlast 1,0 - 3,5 to

20.000h

LKW; Nutzlast 3,5 - 5,0 to

einschl. Fahrer/Bedienung

LKW; Nutzlast 3,5 - 5,0 to

20.000h

LKW; Nutzlast 5,0 - 7,5 to

einschl. Fahrer/Bedienung

LKW; Nutzlast 5,0 - 7,5 to

20.000h

LKW; Nutzlast 7,5 -12 to

einschl. Fahrer/Bedienung

LKW; Nutzlast 7,5 -12 to

20.000h

LKW, mit Selbstladeeinrichtung

einschl. Fahrer/Bedienung

LKW, mit Selbstladeeinrichtung

40.000h

Flächenrüttler Betriebsgewicht bis 0,8 t

30.000h

Kompressor

30.000h0194110400300001Planier- und Ladegeräte
Radlader, luftbereift
Motorleistung, 37 bis 63 kW (51-85 PS)

Planier-/Ladeger.

30.000h

Minibagger

Fahrwerk mit Ketten

mit Grabenlöffel

Löffelinhalt bis 0,5m3

Minibagger Kette Grabenlöffel bis 0,5m3

10.000h0194113610000001Motorsäge
Schwertlänge bis 20cm

Motorsäge 20cm

20.000t

Materiallieferung Zement

Zement CEM I 32,5 R

Materiallieferung Zement

5.000m³

Sand liefern

Körnung 0/5 mm

Sand/Splitt lief. 0/5 mm

5.000m³

Splitt liefern

Körnung 2/5 mm

Sand/Splitt lief. 2/5 mm

DACHTERRASSE 1.OG

Hinweis zur Lage Dachfläche 1.OG

Die nachfolgenden Leistungspositionen beschreiben die Arbeiten auf einer zusammenhängenden Fläche im Bauteil B Grundschule

+-0,00 = 506,70 m

Höhe OKRFB über EG +5,52 m = +512,22

zzgl. bauseitiger Attika

Höhe Attika über EG +5,83 = +512,53 m

Fläche Dachfläche ca. 134 m2

Hinweis zur Lage Dachfläche 1.OG

Vorarbeiten

134.000m²

Abgeräumte Dachfläche kehren und reinigen.

Die abgedichtetete Dachfläche ist im Zuge dieser Arbeiten erstmalig optisch auf ihren Zustand zu prüfen:

Dachdichtung auf gesamter Dachfläche inkl. Hochführungen an Einbauten/ Dachdurchdringungen.

Kehrricht laden, abfahren, Material ist einer Wiederverwertung zuzuführen.

Bereich:

Dachfläche 1.OG,

Dachterrasse Schule Lehrer Sozialraum

Abgeräumte Dachfläche kehren, reinigen

Yes1.000psch

Prüfung der Vorleistungen des Dachdeckerhandwerks und Dokumentation gem. DDV-Leitfaden Dachbegrünung "Sicherer

Gewerkeübergang".

Nach Fertigstellung der Dachabdichtung und unmittelbar vor Beginn der Dachbegrünungsarbeiten muss die

Dachabdichtung vom Dachbegrüner überprüft werden.

Diese Überprüfung erfolgt also durch sog. "In-Augenscheinnahme", d.h. auf sichtbare und offene Mängel, deren Erkennung

für den Dachbegrüner im Rahmen seiner Fachkunde, zumutbaren Möglichkeiten und Pflichten möglich sind.

Diese Überprüfung ersetzt nicht die förmliche Abnahme der Dachabdichtung.

Nach der Überprüfung ist sicherzustellen, dass die Abdichtung nicht durch Dritte (weiter) beschädigt werden kann. Die

Abdichtung ist unmittelbar nach dieser Begehung zu schützen.

Bei grösseren Flächen, die abschnittsweise begrünt werden, soll die Abdichtung in Abschnitten unmittelbar vor Beginn der

jeweiligen Begrünungsarbeiten (erneut) überprüft werden.

Der Dachbegrüner hat hierzu ein Begehungsprotokoll zu erstellen und dieses auf Verlangen dem Auftraggeber vorzulegen.

Einschl. Durchführung und Koordinierung des Begehungstermins mit der erforderlichen Beteiligten.

Die Dokumentation ist 3-fach in Papierform und digital im PDF-Format unmittelbar nach der Prüfung - spätestens binnen 2 Werktagen - an die örtliche Bauleitung und den AG zu übergeben.

Bereich:

Dachfläche 1.OG,

Dachterrasse Schule Lehrer Sozialraum

Prüfung Vorleistung Dachdeckerhandwerk

Yes1.000psch

Lichtbilder in digit. Form herstellen

Lichtbilder - mind. 15 Stück - über den wesentlichen Bauablauf der Bauwerke und die fertigen Bauwerke in digitalisierter

Form.

Auflösung mindestens 3.0 Mio. Pixel, 16bit Farbentiefe herstellen Dateiformat: JPEG oder PNG (nach Vorgabe des AG).

Auf USB-Datenträger mit der Schlußrechnung an den AG übergeben. Zusätzlich: Digitale Übermittlung per E-Mail oder Downloadlink möglich

Rechteübertragung: Nutzungsrechte für den Auftraggeber zur Dokumentation und Archivierung

Lichtbilder in digit. Form herstellen

Schutzlagen, Vliese, Drainagen

134.000m²Yes

Schutzlage RMS 300 liefern und als Schutz der Dachabdichtung/Wurzelschutzbahn vor mechanischer Beanspruchung bzw. bei Materialunverträglichkeit gemäß DIN 18531-2, mit 20 cm Überlappung fachgerecht verlegen.

Eigenschaften:
Material: 100 % Recycling-Kunststofffasern
Festigkeitsklasse: GRK 2
Dicke: ca. 3,6 mm
Gewicht: mind. 300 g/m²
Verfügt über eine Europäische Technische Bewertung (ETA-13/0557) als Bestandteil der Optigrün-Systemlösungen.

Planungsgrundlage

Artikelnr.: 14790

Optigrün international AG

Am Birkenstock 15-19

72505 Krauchenwies-Göggingen

Tel.: +49 7576 772-0

Fax: +49 7576 772-299

E-Mail: info@optigruen.de

www.optigruen.de

'........................................'

oder gleichwertig mit Nachweisen.

Bei Produktabweichung einzutragen.

Ohne Eintrag gilt das beschriebene Produkt als angeboten.

Abrechnung nach Aufmaß zzgl. Originallieferschein. Datiert und mit Angabe der Baustelle

Trenn-, Schutz- u. Speichervlies RMS 300

14790

Trenn-, Schutz- u. Speichervlies RMS 300

65.000mYes

Schutzlage aus Vorpositionen am Dachrand und an aufgehenden Dachabdichtungen ca. 20 cm i.M.
hochführen.

Anschlusshöhe bis 25 cm

Hochziehen einschließlich der erforderlichne ANpaßarbeiten an Vliese/Drainagen etc.

Fabrikat:

Planungsgrundlage

Schutzlage FIL 200 K/RMS 300

Optigrün international AG

Am Birkenstock 15-19

72505 Krauchenwies-Göggingen

Tel.: +49 7576 772-0

Fax: +49 7576 772-299

E-Mail: info@optigruen.de

www.optigruen.de

oder gleichwertig

'........................................'

oder gleichwertig mit Nachweisen.

Bei Produktabweichung einzutragen.

Ohne Eintrag gilt das beschriebene Produkt als angeboten.

Abrechnung nach Aufmaß zzgl. Originallieferschein. Datiert und mit Angabe der Baustelle

Schutzlage hochführen

Beläge und Befestigte Flächen

PLATTENBELAG

134.000m²Yes

Terrassen-Oberbelag Keramische Platten liefern und verlegen: Keramische Terrassenplatten. Verlegung auf in nachfolgenden Pos. beschriebener Unterkonstruktion mit vom Hersteller zugelassenen Bauteilen.

Verlegeart: Kreuzfuge

Rutschfestigkeit R11, A+B+C. Salz- und frostbeständig, Wasseraufnahme unter 0,5%, UV-beständig und lichtecht. Maximale Maßtoleranz o,3mm, alle Kanten rektifiziert, d.h. nach dem Brennvorgang sehr genau begradigt für sehr schmale Fugenbreiten.

Fleckenbeständigkeit: Klasse 5, mit warmem Wasser zu reinigen.

(Abstand und Ausführung Unterkonstruktion auf angegebenen Oberbelag für 5 KN/qm Nutzlast abgestimmt).

Anpassen der Ausparungen, Schrägen und runden Formen ist miteinzukalkulieren.

Planungsgrundlage:

Fabrikat Karle und Rubner Terracon Keramikplatte

Ardesia, Plattengröße 598x598x20 mm

Karle & Rubner GmbH

Im Schosseifen 4

D-35713 Eschenburg

Email: bs@karle-rubner.de

home: karle-rubner.de

'........................................'

oder gleichwertig mit Nachweisen.

Bei Produktabweichung einzutragen.

Ohne Eintrag gilt das beschriebene Produkt als angeboten.

Abrechnung nach Aufmaß zzgl. Originallieferschein. Datiert und mit Angabe der Baustelle

Terrassen-Oberbelag, Keramische Platten

134.000m²Yes

Aluminium Unterkonstruktion mit Terrassenlager

für Terrassenbelag liefern und einbauen:

Grundangaben:

Gesamtaufbauhöhe von OK zu belegender Untergrund bis OKFF Oberbelag: 10 bis 12 cm

Stärke Oberbelag (ist in separater Position ausgeschrieben): 20 mm

Material Oberbelag: Keramik Ardesia 598 x 598 x 20 mm

Beschreibung Untergrund: Bautenschutzmatte bzw. Abdichtungbahn

Gefälle Untergrund: 2 %

Abstand und Ausführung Unterkonstruktion muss auf ausgeschriebenen Oberbelag abgestimmt sein. Alle eingesetzten Bauteile müssen aus dem System des ausgewählten Herstellers stammen und von diesem für den Verwendungszweck zugelassen sein.

Unterkonstruktion bestehend aus:

Aluminium Unterkonstruktion:

- Alu-Schienen mit Rastnasen zur Befestigung auf Terrassenlager - CLIP. Stabile und belastbare Konstruktion.

- Wandstärke im Schraubbereich 3 mm.

- Aluminium: Legierung ENAW6063, chromfreie Vorbehandlung

- Oberfläche pulverbeschichtet, RAL 9005 Schwarz, beständig gegen Gerbsäure, witterungsbeständig.

- 10 Jahre Systemgarantie auf Systemprofile, Terrassenlager und Pads im Zusammenbau

- für den Abstand zwischen zwei Auflagepunkten (Terrassenlagern):

bis 70 cm - TWIXT-Isostep-Schiene 64x30mm (BxH)

Berechnungsgrundlage: Flächennutzlast nach der DIN EN 1991 = 5 kn/m²

(Abstand und Ausführung Unterkonstruktion auf angegebenen Oberbelag für 5 KN/qm Nutzlast abgestimmt).

Aufsätze und Randbefestigungen:

- M-Fix: für ein gleichmäßiges Fugenbild von 3 mm, zur Verlegung von Platten in Kreuzfuge, Halb- oder Drittelverband, inkl. Gummipad für eine gedämmte und rutschfeste Auflage der Platten

Material: Polypropylen, 6 mm stark inkl. Isopad

- S-Fix: für eine seitliche Fixierung der Platten auf den Schienen BIG- und TWIXT- Isostep, verhindert Kippbewegung der Platten im Randbereich

Material: 5 mm starkes Aluminium pulverbeschichtet RAL 9005 Schwarz

- Wand-Fix: für Fixierung der letzten Platten an der Stirnseite der Unterkonstruktion. Einsetzbar in den Bereichen, in denen eine Rahmenausbildung der Unterkonstruktion nicht möglich ist oder bei Konstruktion mit Konterlattung.

Material: 5 mm starkes Aluminium pulverbeschichtet RAL 9005 Schwarz

Wand-Fix Langprofil: Funktion wir Wand-Fix, allerdings als Langprofil zur stabileren und schnelleren Montage

Höhenverstellbares Terrassenlager mit Möglichkeit des Neigungsausgleichs des Untergrundes bis 8 % in alle Richtungen. Millimetergenaue Verstellung muss möglich sein.

- Material:

Frost- und witterungsbeständig; UV beständiger Hartkunststoff Polypropylen. Hohe Stoß-, Schlag- und Bruchfestigkeit. Alle Bauteile des Lagers müssen vormontiert und gegen Herausdrehen gesichert sein. Belastbarkeit je Lager mindestens 800 kg.

Terracon Terrassenlager CLIP für einfache und schnelle Clipbefestigung der aufclipbaren Alutragschienen (empfohlene Ausführung); Bodentellergröße 190 x 190 mm.

Hinweise zur Kalkulation:

Eckausbildungen, Anschnitte, Verschnitte, Anpassung an Terrassengeometrie sind einzukalkulieren.

Planungsgrundlage:

Fabrikat Karle und Rubner Terracon Unterkonstruktion

mit Terrassenlager-Clip, Twixt-Iostep, Konterlattung , KL-Kreuzverbinder, M-Fix, Wand-Fix-T-Profil

Karle & Rubner GmbH

Im Schosseifen 4

D-35713 Eschenburg

Email: bs@karle-rubner.de

home: karle-rubner.de

'........................................'

oder gleichwertig mit Nachweisen.

Bei Produktabweichung einzutragen.

Ohne Eintrag gilt das beschriebene Produkt als angeboten.

Abrechnung nach Aufmaß zzgl. Originallieferschein. Datiert und mit Angabe der Baustelle

Aluminium Unterkonstruktion mit Terrassenlager

WithoutTotal134.000m²Yes

Stelzlager liefern und unter Belagsflächen der vorh. Position incl. evtl. mittigem Stelzlager unter Platte einbauen

Standard-Stelzlager

Höhen von 100 bis 150 mm optional unter Plattenbelag

Rundlager RL-V stufenlos verstellbares Lager zum Höhenausgleich für alle gängigen Bauhöhen zur Verlegung auf festen, ebenen Untergrund.

2-teilig mit Gewindeverstellung und mittiger Aussparung zum Einlegen

Mit integrierter Rückdrehsicherung

Fugenbreiten in 2, 3, 4, 5, 6 oder 8mm sowie Fugensteghöhen in 12, 17, 22 oder 52mm

Mit vorgefertigte Auflageteller mit L-Schenkel zur Montage von Metallprofilen

Verstellung durch optionalen Schraub-Adapter zum Einspannen in Akku-Schrauber

Anpassen der Ausparungen, Schrägen und runden Formen ist miteinzukalkulieren.

(Abstand und Ausführung Unterkonstruktion auf angegebenen Oberbelag für 5 KN/qm Nutzlast abgestimmt).

Planungsgrundlage:

VOLFI-Systeme

Heinsberger Straße 42 ǀ D-57399 Kirchhundem

T: 02723 / 979360

F: 02723 / 979361

E-Mail: info@volfi.de

oder gleichwertig

'........................................'

oder gleichwertig mit Nachweisen.

Bei Produktabweichung einzutragen.

Ohne Eintrag gilt das beschriebene Produkt als angeboten.

Abrechnung nach Aufmaß zzgl. Originallieferschein. Datiert und mit Angabe der Baustelle

Eventualposition ohne GP

134.000m²Yes

Gummigranulat - Pads als Auflager oder Schutz des Untergrundes im Zusammenhang mit Ausführung der Unterkonstruktion liefern und verlegen.

Zum Schutz der Untergrundoberfläche bzw. der Abdichtung, als Unterlage der Terrassenlager und Verbesserung der Trittschalldämpfung. unverrottbares, rutschfestes Gummigranulatmaterial auf Recyclingbasis. UV-beständig, salzwasserbeständig.

Gewählte Ausführung:

ohne unterseitige Verbundkaschierung, Größe:

192x192x8 mm

Abrechnung nach qm Terrassenfläche.

Planungsgrundlage:

Fabrikat Karle und Rubner

Isopads

Holzbau Reigl GbR

Schulstr. 3

82544 Egling (www.google.com/maps/place/data=!4m2!3m1!1s0x479dc246a3c45aeb:0xc2a4972b8d4dea71?sa=X&ved=1t:8290&ictx=111)

08176 7428 (www.google.com/search?q=reigl+gbr+thanning&rlz=1C1GCER_en&oq=reigl+gbr+thanning&gs_lcrp=EgZjaHJvbWUyBggAEEUYOTIHCAEQIRigAdIBCDY1NjVqMGo3qAIAsAIA&sourceid=chrome&ie=UTF-8)

GReigl.Thanning@t-online.de

'........................................'

oder gleichwertig mit Nachweisen.

Bei Produktabweichung einzutragen.

Ohne Eintrag gilt das beschriebene Produkt als angeboten.

Abrechnung nach Aufmaß zzgl. Originallieferschein. Datiert und mit Angabe der Baustelle

Gummigranulat - Pads als Auflager und Schutz Untergrund

5.000StYes

Windlastträger - Träger für das Auflegen z.B. von Betonplatten zur Beschwerung der Gesamtkonstruktionen bei Dielenverlegung, geeignet für alle CLIP-Schienen, einfache und schnelle Montage durch

Einrasten unter die Systemschiene

- Material:

Oberfläche pulverbeschichtet, RAL 9005 Schwarz, beständig gegen Gerbsäure, witterungsbeständig.

Planungsgrundlage:

Fabrikat Karle und Rubner Windlastträger

Holzbau Reigl GbR

Schulstr. 3

82544 Egling (www.google.com/maps/place/data=!4m2!3m1!1s0x479dc246a3c45aeb:0xc2a4972b8d4dea71?sa=X&ved=1t:8290&ictx=111)

08176 7428 (www.google.com/search?q=reigl+gbr+thanning&rlz=1C1GCER_en&oq=reigl+gbr+thanning&gs_lcrp=EgZjaHJvbWUyBggAEEUYOTIHCAEQIRigAdIBCDY1NjVqMGo3qAIAsAIA&sourceid=chrome&ie=UTF-8)

GReigl.Thanning@t-online.de

'........................................'

oder gleichwertig mit Nachweisen.

Bei Produktabweichung einzutragen.

Ohne Eintrag gilt das beschriebene Produkt als angeboten.

Abrechnung nach Aufmaß zzgl. Originallieferschein. Datiert und mit Angabe der Baustelle

Windlastträger - Träger für das Auflegen z.B. von Betonplatten

60.000m

Schnitte der Platten

Plattenbelag anpassen, gerade schneiden T bis 6cm

Plattenbelag anpassen durch gerades Schneiden, Tiefe bis 6 cm,

mit Nassschneidegerät mit diamantbesetzter Scheibe,

an Einfassungen und aufgehenden Wänden.

Schnittarbeiten auf ungeschützter Dachhaut oder Wänden sind unzulässig.

Die gekürzte Seite von Passstücken ist = 1/3 der größten Kantenlänge

und = 1/2 der Dicke des unbearbeiteten Steines bzw. der unbearbeiteten Platte auszuführen.

Verschmutztes Wasser auffangen. Schlämme aus Schnitten aufnehmen, transportieren, laden und abfahren.

Anfallenden Verschnitt transportieren, laden und abfahren. Vergütung ist einzukalkulieren.

Schnitte der Platten gerade

10.000m

Schnitte der Platten wie vor 02.03.6 jedoch

Plattenbelag anpassen, schräg schneiden T bis 6cm

Schnitte der Platten schräg

Entwässerung

RINNEN EINGÄNGE

19.000mYes

Systemrinne Profiline als Fassaden- und Terrassenrinne stufenlos von oben höhenverstellbar, mit beidseitiger integrierter Kiesleiste gegen fassadenseitige Staunässe, Dränschlitzen 4 mm, geschlossenem Rinnenboden, werkseitig vormontiertem Rostverriegelungs- sowie Stecksystem zur Rinnenverbindung, inkl Rostabdeckung, begehbar sowie rollstuhlbefahrbar, liefern und fachgerecht verlegen.
Abdeckung mit Gitterrost, Maschenweite 10/30 mm, Belastungsklasse K 3 DIN EN 1253-4, Entwässerung über vorh. Flachdachablauf am Dachrand , Anschluss wird nicht gesondert vergütet.

Fassadenrinne gerade, Stahl S235JR, NW150, verstellbare Bauhöhe 55-18 mm

Fassadenrinne gerade Ausführung,

B/H 155 x 70 mm

Länge nach Aufmaß

Belastungsklasse: Kl. A 15

Rostauflage, aus Werkstoff Stahl S235JR - stückverzinkt nach DIN EN ISO 1461,

Erforderliche Stirnwände werksseitig verschweißt.

Passschnitte sind unzulässig. Stückverzinkte Rinnen nach Aufmaß, Einbau passgenau nach Aufmaß ohne spätere Zuschnitte am Rinnenkörper und Abdeckungen

Freigabe nach Vorlage der vermaßten Werkzeichnungen des Herstellers.

Abdeckung aus Maschenrost MW 30/10, Stahl stückverzinkt nach DIN EN ISO 1461, begehbare Ausführung, inkl. Arretierung.

Erforderliche Stirnwände werksseitig verschweißt.

Passschnitte sind unzulässig. Stückverzinkte Rinnen nach Aufmaß,

Einbau passgenau nach Aufmaß ohne spätere Zuschnitte am Rinnenkörper und Abdeckungen

Freigabe nach Vorlage der vermaßten Werkzeichnungen des Herstellers.

Drei Teilstücke zwischen 130 und 360 cm.

Liefern, sowie nach Herstellervorschrift höhen- und fluchtgerecht verlegen.

Fundament aus Drainbeton (H/B) 25/20 cm, Druckfestigkeit = 20 N/mm2 (entspricht C20/25)

Haftzugfestigkeit zum Untergrund = 0,8 N/mm2

Wasserdurchlässigkeit =1x10-4 m/s

von außen zugänglicher Hohlraumgehalt > 15 Vol.-%

Konsistenz erdfeucht (Schneeballtest)

Schichtdicke 30 - 70 mm (bei höherer Schichtdicke mehrlagig einbauen) Größtkorn 4 mm

Nutzungskategorie N2

Eigenschaften:
Material:
Stahl verzinkt
Bauhöhe verstellbar: 55 - 78 mm (Typ I)
Baubreite:
155 mm

Baulänge:
1000 mm
Rosttyp:
Maschenrost 30x10mm

Planungsgrundlage

Optigrün Profiline-Systemrinne

Optigrün international AG

'.........'

oder gleichwertig mit Nachweisen.

Bei Produktabweichung einzutragen.

Ohne Eintrag gilt das beschriebene Produkt als angeboten.

Abrechnung nach Aufmaß zzgl. Originallieferschein. Datiert und mit Angabe der Baustelle

Systemrinne, höhenverstellbar (55 - 78 mm)

KONTROLLSCHÄCHTE

Yes1.000psch

Für das angebotene System ist objektbezogen durch den Auftragnehmer der Nachweis zu erbringen, dass unter Berücksichtigung des Abflussbeiwertes des zum Einsatz kommenden Schichtaufbaus und des regional anzusetzenden Berechnungsregens r(5,5) eine ausreichende Entwässerung des gesamten Aufbaus vorliegt.
Es ist rechnerisch nachzuweisen, dass eine einwandfreie Entwässerung sowohl in der Fläche, in nachfolgenden Entwässerungskehlen, als auch direkt am Ablaufschacht z.B. durch entsprechende Wasserleitprofile sichergestellt ist.
Ein Oberflächenabfluss ist für den Berechnungsregen r(5,5) nicht zulässig.

Entwässerungssystem bestehend aus den folgenden Positionen: Regenfallrohr DN 70

Nachweis der ausreichenden Dränageleistung

1.000StkYes

Kontrollschacht 400x 400 mm zur Revisionierung von Dachabläufen.
Einsatzbereich: Dachterrasse 1.OG
Über Dachabläufen in der Fläche und in Randbereichen von begrünten Dächern. Mit geeignetem Deckel auch in Terrassenflächen (fußläufig begangen).
Technische Daten:
Material: Aluminium, 2 mm
Abmessungen: 400 x 400 x 100 mm
Mit vorperforiertem Dämmkeilprofil
Anschlussmöglichkeiten für 8 Optigrün-Wasserleitkanäle WKA oder 12 Optigrün-Wasserleitkanäle WKK.
Liefern und fachgerecht nach Herstellerangaben einbauen.

Planungsgrundlage

Kontrollschacht FSA 40

Optigrün international AG

'.........'

oder gleichwertig mit Nachweisen.

Bei Produktabweichung einzutragen.

Ohne Eintrag gilt das beschriebene Produkt als angeboten.

Abrechnung nach Aufmaß zzgl. Originallieferschein. Datiert und mit Angabe der Baustelle

Kontrollschacht 400x 400 mm über Abläufe

2.000StkYes

Rand-Kontrollschacht 400x 400 mm zur Revisionierung von Dachabläufen.

Einsatzbereich:
Über Dachabläufen in der Fläche und in Randbereichen von begrünten Dächern. Mit geeignetem Deckel auch in Terrassenflächen (fußläufig begangen).

Technische Daten:
Material: Aluminium, 2 mm
Abmessungen: 400 x 400 x 100 mm
Mit vorperforiertem Dämmkeilprofil
Anschlussmöglichkeiten für 8 Optigrün-Wasserleitkanäle WKA oder 12 Optigrün-Wasserleitkanäle WKK.

Liefern und fachgerecht nach Herstellerangaben einbauen.

Planungsgrundlage

Kontrollschacht FSA 40R

Optigrün international AG

'.........'

oder gleichwertig mit Nachweisen.

Bei Produktabweichung einzutragen.

Ohne Eintrag gilt das beschriebene Produkt als angeboten.

Abrechnung nach Aufmaß zzgl. Originallieferschein. Datiert und mit Angabe der Baustelle

Rand-Kontrollschacht 400x 400 mm zur Revisionierung von

6.000StkYes

Aufstockelement 50 mm für Kontrollschächte mit den Abmessungen 400 x 400 mm der Vorpos.
Inkl. Befestigungsmaterial.

Eigenschaften:
Höhe: 50 mm
Abmessung: 400 x 400 mm
Material: Aluminium, 2 mm

Liefern und nach Herstellereingaben einbauen.

Planungsgrundlage

Aufstockelement ASA 40

Optigrün international AG

'.........'

oder gleichwertig mit Nachweisen.

Bei Produktabweichung einzutragen.

Ohne Eintrag gilt das beschriebene Produkt als angeboten.

Abrechnung nach Aufmaß zzgl. Originallieferschein. Datiert und mit Angabe der Baustelle

Kontrollschacht-Aufstockelement ASA 40-5 - 50 mm

3.000StkYes

Aufstockelement 100 mm für Optigrün-Kontrollschächte mit den Abmessungen 400 x 400 mm der Vorpos.
Inkl. Befestigungsmaterial.

Eigenschaften:
Höhe: 100 mm
Abmessung: 400 x 400 mm
Material: Aluminium, 2 mm

Liefern und nach Herstellereingaben einbauen.

Planungsgrundlage

Aufstockelement ASA 40

Optigrün international AG

'.........'

oder gleichwertig mit Nachweisen.

Bei Produktabweichung einzutragen.

Ohne Eintrag gilt das beschriebene Produkt als angeboten.

Abrechnung nach Aufmaß zzgl. Originallieferschein. Datiert und mit Angabe der Baustelle

Kontrollschacht-Aufstockelement ASA 40-10 - 100 mm

3.000StkYes

Kontrollschacht-Deckel DSA 40I zur Abdeckung von Kontrollschächte mit den Abmessungen 400 x

400 mm der Vorpos. in Dachflächen. Inkl. Befestigungsmaterial.

Eigenschaften:
Abmessung: 408 x 408 mm
Material: Aluminium mit Antirutschbeschichtung, 3 mm
Farbe: Anthrazit (RAL 7016)
Belastbarkeit: 800 kg
Mit Umkantung und unterseitig verstärkt

Liefern und nach Herstellereingaben einbauen.

Planungsgrundlage

Deckel DSA 40I

Optigrün international AG

oder gleichwertig

'.........'

oder gleichwertig mit Nachweisen.

Bei Produktabweichung einzutragen.

Ohne Eintrag gilt das beschriebene Produkt als angeboten.

Abrechnung nach Aufmaß zzgl. Originallieferschein. Datiert und mit Angabe der Baustelle

Kontrollschacht-Deckel DSA 40I

31914

Kontrollschacht-Deckel DSA 40I

FALLROHRRANDKONTROLLSCHACHT

2.000StkYes

Fallrohr-Randkontrollschacht RSA 40FO zur Einleitung von Wasser aus Fallrohren mit senkrechtem Auslauf in Drän- und Retentionsebenen.
Bestehend aus Schachtbodenteil, Einleitelement und Zwischenboden inkl. Befestigungsmaterial.
Kombinierbar mit Optigrün-Fallrohr-Kontrollschacht-Deckel DSA 40FO.

Einsatzbereich:
An Fallrohren mit senkrechtem Auslauf ohne Auslaufbogen. Zur Aufnahme von Fallleitungen bei Ein- und Weiterleitung von Wasser aus höhergelegenen Dachflächen

Technische Daten:
Material: Aluminium, 2 mm
Abmessung: 400 x 400 x 200 mm

Anschlussmöglichkeiten für 6 Optigrün-Wasserleitkanäle WKA oder 9 Optigrün-Wasserleitkanäle WKK.

Liefern und fachgerecht nach Herstellerangaben einbauen.

Planungsgrundlage

Kontrollschacht RSA40 FO

Optigrün international AG

oder gleichwertig

'.........'

oder gleichwertig mit Nachweisen.

Bei Produktabweichung einzutragen.

Ohne Eintrag gilt das beschriebene Produkt als angeboten.

Abrechnung nach Aufmaß zzgl. Originallieferschein. Datiert und mit Angabe der Baustelle

Fallrohr-Randkontrollschacht

31901

Fallrohr-Randkontrollschacht

2.000StkYes

Fallrohr-Kontrollschacht-Deckel zur Abdeckung des Fallrohr-Randkontrollschachtes und zur Aufnahme von senkrechten Fallrohren DN 75 .
Bestehend aus Deckelrahmen und zwei Deckelementen. Ein Deckelelement mit Rohraufnahme und Blenden für Fallrohre DN 75.

Technische Daten:
Material: Aluminium beschichtet (Anthrazit RAL 7016), 2 mm
Abmessung: 400 x 400 mm

Liefern und fachgerecht nach Herstellerangaben einbauen.

Planungsgrundlage

Kontrollschacht DSA 40FO

Optigrün international AG

'.........'

oder gleichwertig mit Nachweisen.

Bei Produktabweichung einzutragen.

Ohne Eintrag gilt das beschriebene Produkt als angeboten.

Abrechnung nach Aufmaß zzgl. Originallieferschein. Datiert und mit Angabe der Baustelle

Fallrohr-Kontrollschacht-Deckel DSA 40FO

31902

Fallrohr-Kontrollschacht-Deckel DSA 40FO

2.000StkYes

Höhenverstellbares Aufstockelement von 60 - 95 mm in 5 mm Schritten für Optigrün-Kontrollschächte mit den Abmessungen 400 x 400 mm der Vorpos.

'..........'. Inkl. Befestigungsmaterial.

Eigenschaften:
Höhe: Höhenverstellbar von 60 - 95 mm in 5 mm Schritten
Abmessung: 400 x 400 mm
Material: Aluminium, 2 mm

Liefern und nach Herstellereingaben einbauen.

Planungsgrundlage

Kontrollschacht- Aufstockelement ASA40-6/9,5

Optigrün international AG

'.........'

oder gleichwertig mit Nachweisen.

Bei Produktabweichung einzutragen.

Ohne Eintrag gilt das beschriebene Produkt als angeboten.

Abrechnung nach Aufmaß zzgl. Originallieferschein. Datiert und mit Angabe der Baustelle

Kontrollschacht-Aufstockelement ASA 40-6/9,5 - Höhenverstellbar

31907

Kontrollschacht-Aufstockelement ASA 40-6/9,5 - Höhenverstellbar

WASSERLEITKANAL

8.000mYes

Wasserleitkanal WKA mit Ausstanzungen zum Anschluss von Wasserleitkanälen WKK alle 67 cm, liefern und nach Herstellerangaben fachgerecht verlegen, einschließlich erforderlicher Verbindungsstücke.

Eigenschaften:
Höhe: 66 mm
Breite: 140 mm
Länge 2000 mm
Material: Aluminium
Materialstärke:
bei Extensiv-Begrünungen: 1,5 mm
Seitenwände: geschlitzt
Abflussleistung je Strang (bis 15 m Länge):
bei 0% Gefälle: 1,78 l/s
bei 1% Gefälle: 1,81 l/s
bei 2% Gefälle: 1,82 l/s
bei 3% Gefälle: 1,83 l/s

Planungsgrundlage

Wasserleitkanal WKA

Optigrün international AG

'.........'

oder gleichwertig mit Nachweisen.

Bei Produktabweichung einzutragen.

Ohne Eintrag gilt das beschriebene Produkt als angeboten.

Abrechnung nach Aufmaß zzgl. Originallieferschein. Datiert und mit Angabe der Baustelle

Wasserleitkanal WKA

14830

Wasserleitkanal WKA

Ausstattung

PFLANZGEFÄSSE

Zeichnungen anfertigen Ausführungszeichnung

12.000m²Yes

Einkornbeton H 10 -15 cm, flächig als Unterbau

Einbau unter den Pflanzgefäßen

Druckfestigkeit = 30 N/mm2 (entspricht C20/25)

Haftzugfestigkeit zum Untergrund = 0,8 N/mm2

Wasserdurchlässigkeit =1x10-4 m/s

von außen zugänglicher Hohlraumgehalt > 15 Vol.-%

Konsistenz erdfeucht (Schneeballtest)

Schichtdicke 30 - 70 mm (bei höherer Schichtdicke mehrlagig einbauen) und lagenweise verdichten

Größtkorn 4 mm

bis Nutzungskategorie N2

Planungsvorschlag:

Drainbeton: EP Bettungsmörtel BM-3K Fa. JURALITH®

liefern und nach Herstellerangaben verwenden

JURALITH Baustoff GmbH

Deuerlinger Straße 43

D-93351 Painten

Tel. 09499/9418-10

Fax. 09499/9418-45

Mobil: 0151/14553515

Markus Greimel

Markus.Greimel@juralith.com

'........................................'

oder gleichwertig mit Nachweisen.

Bei Produktabweichung einzutragen.

Ohne Eintrag gilt das beschriebene Produkt als angeboten.

Abrechnung nach Aufmaß zzgl. Originallieferschein. Datiert und mit Angabe der Baustelle

Einkornbeton H 10 -15 cm, flächig als Unterbau

5.000StYesYes

Pflanzgefäße, Stahlblech, in rechteckiger Ausführung liefern,

über Baukran/ Autokran auf ca. '.7.' m

der separaten Position Einbauhöhe transportieren und auf ebenem, 10 cm Drainbeton der sep. Pos. druckfestem Untergrund fachgerecht versetzen.

Ausführung inkl. aller Montage- und Verbindungsteile,

Montage- und Nebenarbeiten. Herstellung nach statischen Erfordernissen.

Farbbeschichtung in einer RAL-Standardfarbe gem. Angabe des AG.

Eigenschaften:
Material: Stahlblech feuerverzinkt nach DIN EN ISO 1461
Oberer Rand 2-fach gekantet, Breite: 50/25 mm
Materialstärke 3,0 mm
Oberfläche: RAL-Pulverbeschichtet nach Wahl des AG

bestehend aus der Einzelelementen mit Boden in Längen nach statischen Erfordernissen

Knotenbleche nach technischen Erfordernissen

Einzelelemente von Außen nicht sichtbar miteinander verschraubt,

Verschraubung mittels Edelstahlschrauben,

Alle Ecken und Kanten rund abgekantet,

Verbindungen/Ecken vollständig verschweißt und verschliffen

Aussteifungen / Verstrebungen nach statischen Erfordernissen,

Gefäßlänge: '2000' mm
Gefäßbreite: '1000' mm
Gefäßhöhe: '500' mm

Aussteifung durch Querstreben

Größe L EN 10056-1-40x20x4 ca. im Abstand von 350 mm
4 Stück Wasserüberläufe mit Anstaufunktion im Boden:

Rohr 42.4x2.9 , Höhe 100 mm, Ablaufloch 35 mm
HBCD-freie 20 mm EPS-Dämm- und Ausdehnungsplatte an senkrechten Innenseiten, Dämmung ist einzukalkulieren

Planungsvorschlag:

Högel Studiotechnik GmbH

Furtweg 21

85716 Unterschleißheim

E-Mail: info@hoegel-studiotechnik.de

Telefon: +49 (0)89 374 77 99 0

Telefax: +49 (0)89 317 49 12

Martin Hoffmann

martin.hoffmann@hoegel-studiotechnik.de

'........................................'

oder gleichwertig mit Nachweisen.

Bei Produktabweichung einzutragen.

Ohne Eintrag gilt das beschriebene Produkt als angeboten.

Abrechnung nach Aufmaß zzgl. Originallieferschein. Datiert und mit Angabe der Baustelle

Pflanztröge H 0,5 m x L 2,0 m x B 0,5 m mit Boden

30.000mSTLB-Bau2026-04010151628210185162080412206045719025723081016403213602-484YesVertikale Dränschicht DIN 4095 aus vlieskaschierten Noppenbahnen, Schichtdicke 8 mm, Streifenbreite bis 50 cm, Abflussspende im Endzustand über 0,3 l/sm bei max. 40 kN/m2 horizontalem Erddruck, Ausführung gemäß Einzelbeschreibung,
Einzelbeschreibungs-Nr '
gemäß DIN 18195 und DIN 4095 liefern und in Pflanztröge , 10 cm Überlappung an Stößen'.

Vertikale Dränschicht Noppenbahn D 8mm

0.500m³

Drainageschicht aus Kies 16/32

für die Pflanztröge der vorh. Pos.

liefern und unter dem Filtervlies einbauen.

aufzubringende Schüttdicke: 10 cm

Fabrikat: 2-fach gewaschener Rundkies 16/32

Drainageschicht aus Kies 16/32

5.000m²Yes

Filtervlies FIL 105 liefern und als Filterschicht zwischen Dränschicht und Substrat mit 10 cm Überlappung verlegen.

Einsatzbereich:
In den Trögen zwischen Dränschicht und Substrat/Tragschicht.

Eigenschaften:
Material: 100 % PP (Polypropylen)
Nenndicke: ca. 1,1 mm
Flächengewicht: ca. 105 g/m²
Farbe: weiß
Festigkeitsklasse: GRK 2
Höchstzugkraft nach EN ISO 10319 längs/quer: 7,5 KN/m
Vertikale Wasserdurchlässigkeit nach EN ISO 11058: 130 l/(m²*s)
Mit CE-Zertifizierung.

Planungsgrundlage

Filtervlies FIL 105

Optigrün international AG

'.........'

oder gleichwertig mit Nachweisen.

Bei Produktabweichung einzutragen.

Ohne Eintrag gilt das beschriebene Produkt als angeboten.

Abrechnung nach Aufmaß zzgl. Originallieferschein. Datiert und mit Angabe der Baustelle

Filtervlies FIL 105

14738

Filtervlies FIL 105

3.000m³YesYes

Intensivsubstrat i-leicht als Vegetationstragschicht für Pflanztröge, auf Dachflächen mit geringer Tragfähigkeit, strukturstabilisiert für breites Pflanzenspektrum geeignet, liefern

und auf die natürlich verdichtete Schichthöhe von '25'

cm einbauen.

Der materialbezogene Verdichtungsfaktor beträgt:
- Allgemein: ca. 1,30
- bei pneumatischem Einbau: ca. 1,33
(bei ca. 80 m mittlerer Schlauchlänge)
und ist einzukalkulieren.

Kenndaten:
Gesamtporenvol.: > 60-75 Vol%
max. Wasserkap.: > 45 Vol%
Salzgehalt: < 2,5 g/l
organ. Substanz: < 90 g/l
pH-Wert: 6,0-8,5
Gewicht wassergesättigt: ca. 1300-1480 kg/m³
Verfügt über eine Europäische Technische Bewertung (ETA-13/0557) als Bestandteil der Optigrün-Systemlösungen.

Sonstige Kenndaten haben den Anforderungen der FLL-Richtlinien bzw. der ÖNORM L 1131 zu entsprechen.
Bei Produktalternativen ist dem Angebot zur Prüfung der Materialgleichwertigkeit ein Prüfzeugnis eines unabhängigen Prüfinstituts beizufügen, aus dem alle geforderten Kennwerte ersichtlich sind.

Planungsgrundlage

Optigrün Intensivsubstrat i-leicht

Optigrün international AG

'.........'

oder gleichwertig mit Nachweisen.

Bei Produktabweichung einzutragen.

Ohne Eintrag gilt das beschriebene Produkt als angeboten.

Abrechnung nach Aufmaß zzgl. Originallieferschein. Datiert und mit Angabe der Baustelle

Intensivsubstrat i-leicht

180

Intensivsubstrat i-leicht

3.000m³YesYes

Untersubstrat U-leicht mit geringer Tragfähigkeit unter Intensivbegrünungen liefern und zwischen Filtermatte und Vegetationstragschicht einbauen.

Die Einbaustärke gem. Planung beträgt ca. '25' cm

Der materialbezogene Verdichtungsfaktor beträgt:
- Allgemein: ca. 1,20
- bei pneumatischem Einbau: bis ca. 1,30
(bei ca. 80 m mittlerer Schlauchlänge)
und ist einzukalkulieren.

Kenndaten:
Gesamtporenvol.: > 55-60 Vol%
max. Wasserkap.: > 25 Vol%
Salzgehalt: < 2,5 g/l
organ. Substanz: < 40 g/l
pH-Wert: 5,5-8,5
Gewicht wassergesättigt: ca. 1000-1250 kg/m³
Verfügt über eine Europäische Technische Bewertung (ETA-13/0557) als Bestandteil der Optigrün-Systemlösungen.

Bei Produktalternativen ist dem Angebot zur Prüfung der Materialgleichwertigkeit ein Prüfzeugnis eines unabhängigen Prüfinstituts beizufügen, aus dem alle geforderten Kennwerte ersichtlich sind.

Planungsgrundlage

Optigrün Untersubstrat U-leicht

Optigrün international AG

'.........'

oder gleichwertig mit Nachweisen.

Bei Produktabweichung einzutragen.

Ohne Eintrag gilt das beschriebene Produkt als angeboten.

Abrechnung nach Aufmaß zzgl. Originallieferschein. Datiert und mit Angabe der Baustelle

Untersubstrat U-leicht

160

Untersubstrat U-leicht

Yes1.000pschYes

Hochheben der Materialien

sämtliche benötigten Materialien für die Dachterrasse 1.OG

über Mobiler Baukran/ Autokran/Schrägaufzug nach Wahl des

AN auf ca. '+ 5,83 über Brüstung ' m heben

Hochheben der Materialien

Pflanzen

Pflanzarbeiten und Pflanzenlieferung siehe B Weitere Zusätzliche Vertragsbedingungen

10.000StSTLB-Bau2026-04004396513334035282125801989621072136015Echinacea purpurea "Magnus" (Roter Sonnenhut) P 1,0, liefern und einpflanzen.

Echinacea purpurea Magnus P 1,0 liefern einpflanzen

10.000StSTLB-Bau2026-04004427113334067142125801989621072136015Salvia nemorosa "Caradonna" (Salbei) P 1,0, liefern und einpflanzen.

Salvia nemorosa Caradonna P 1,0 liefern einpflanzen

15.000StSTLB-Bau2026-04004415913334067102125801989621072136015Nepeta x faassenii "Walkers Low" (Katzen-Minze) P 1,0, liefern und einpflanzen.

Nepeta x faassenii Walkers Low P 1,0 liefern einpflanzen

10.000StSTLB-Bau2026-04004374813334044632125801989621072136015Achillea millefolium "Cerise Queen" (Garten-Schafgarbe) P 1,0, liefern und einpflanzen.

Achillea millefolium Cerise Queen P 1,0 liefern einpflanzen

10.000StSTLB-Bau2026-04004396613334035252125801989621072136015Echinops ritro "Veitchs Blue" (Veitch"s-Kugeldistel) P 1,0, liefern und einpflanzen.

Echinops ritro Veitchs Blue P 1,0 liefern einpflanzen

10.000StSTLB-Bau2026-0400442841333403842125801989621072136015Sedum Maximum-Hybr."Matrona" (Hohes Herbst-Fettkraut) P 1,0, liefern und einpflanzen.

Sedum Maximum-Hybr.Matrona P 1,0 liefern einpflanzen

5.000StSTLB-Bau2026-0400442841333403782125801989621072136015Sedum Telephium-Hybr."Herbstfreude" (Hohes Herbst-Fettkraut) P 1,0, liefern und einpflanzen.

Sedum Telephium-Hybr.Herbstfreude P 1,0 liefern einpflanzen

10.000StSTLB-Bau2026-04004418513334023122125801989621072136015Pennisetum alopecuroides "Hameln" (Niedriges Lampenputzergras) P 1,0, liefern und einpflanzen.

Pennisetum alopecuroides Hameln P 1,0 liefern einpflanzen

10.000StSTLB-Bau2026-04004399513334050512125801989621072136015Festuca glauca "Elijah Blue" (Blau-Schwingel) P 1,0, liefern und einpflanzen.

Festuca glauca Elijah Blue P 1,0 liefern einpflanzen

15.000StSTLB-Bau2026-0400442841333403792125801989621072136015Sedum spurium "Fuldaglut" (Teppich-Fettblatt) P 1,0, liefern und einpflanzen.

Sedum spurium Fuldaglut P 1,0 liefern einpflanzen

PFLEGE

STLB-Bau2026-04003175291090139107019382049108014938302938402911402911102911002Die Ausführung der Pflegearbeiten für Dachbegrünungen erfolgt nach den -Richtlinien für die Planung, Ausführung und Pflege von Dachbegrünungen- der FLL, als Fertigstellungspflege, die Leistungen beginnen nach der Pflanzung und enden zum Zeitpunkt der Abnahme, vereinbarte Teilleistungen ohne besondere Anordnung rechtzeitig ausführen, Ausführung jeder Teilleistung dem AG vor Beginn anzeigen, die vorgesehenen Pflegeleistungen sind durchschnittliche Regelannahmen, der Preis der Einzelleistung errechnet sich aus dem Einheitspreis geteilt durch die Anzahl der Arbeitsgänge, Mehr- bzw. Minderleistungen werden zusätzlich zu dem vereinbarten Einheitspreis vergütet oder in Abzug gebracht.

Standardbesch Richtlinien Dachbegrünung Fertigstellungspflege

10.000m²

Fertigstellungspflege nach FLL-Dachbegrünungsrichtlinie bis zum Erreichen des abnahmefähigen Zustandes über die

Dauer von einer Vegetationsperiode.

Abnahmefähiger Zustand bei einer projektiven Deckung von mind. 60 % zu erreichen.

Ein fortlaufendes Protokoll über die durchgeführten Arbeiten und den Zustand der Dachbegrünung ist zu führen und dem

Bauherren vorzulegen.

Folgende Arbeiten sind jeweils inkl. der erforderlichen Materialien bzw. Entsorgung auszuführen:

- 1 x durchdringende Anfangsbewässerung nach der Pflanzung

- 3 x Fremdaufwuchs entfernen

- 1 x Düngen im Mai/Juni mit umhülltem Langzeitdünger

- 2 x Laub und Unrat entfernen

- 2 x Kontrollschächte und Abläufe kontrollieren und säubern

- 1 x Nachsaat/ Nachpflanzung von Fehlstellen

Die notwendige Anfangsbewässerung der Stauden je nach Erfordernis ist in die Position einzukalkulieren

Auf eine evtl. notwendige Verlängerung der Dauer zur Fertigstellungspflege ist rechtzeitig hinzuweisen.

Fertigstellungspflege Pflanztröge

5.000StSTLB-Bau2026-0400316927744025478050658527039395029396088524049111022136015939704Wässern der Pflanzung, Pflanzkübel, Wasser kann den vorh. Zapfstellen unentgeltlich entnommen werden, Wassermenge je Arbeitsgang mind. 10 l/St, 10 Arbeitsgänge, Abrechnung nach bewässerten Einheiten, der Preis der Einzelleistung errechnet sich aus dem Einheitspreis geteilt durch die Anzahl der Arbeitsgänge.

Wässern Pflanzung Pflanzkübel 10l l/St 10Arbeitsgänge

11.000St

Einlaufkästen, Kontrollschächte und Rinnenabläufe kontrollieren und säubern/reinigen,

Abdeckungen/Deckel lose, im manuellen Verfahren, Abfall laden,

Transport und Entsorgung der Abfälle ist einzukalkulieren

Einläufe reinigen manuell

DACHTERRASSE 2.OG

Die wesentlichen zu erbringenden Leistungen im 2.OG Terrasse Kindergarten & Schule sind:

Lieferung & Verlegung von Holzterrasse : ca. 450 qm

Lieferung und Verlegung einer AluUnterkonstruktion mit Stelzlager für die Holzterrassen ca. 450 qm

Lieferung & Einbau von Rinnen 5 St

Lieferung & Einbau von Kiesfangleisten

Lieferung & Einbau von Kiesschüttungen

Lieferung & Einbau von Fallschutzbelägen

1 WESENTLICHE LEISTUNGEN

Hinweis zur Lage Dachfläche 2.OG

Die nachfolgenden Leistungspositionen beschreiben die Arbeiten auf einer zusammenhängenden Fläche im Bauteil A Kindergarten und Bauteil B Grundschule

Höhe OKRFB über EG +8,78 m = +515,48

zzgl. bauseitiger Attika

Höhe Attika über EG +516,05 m = +

Fläche Dachfläche 470 m2

Hinweis zur Lage Dachfläche 2.OG

Vorarbeiten

470.000m²

Abgeräumte Dachfläche kehren und reinigen.

Die abgedichtetete Dachfläche ist im Zuge dieser Arbeiten erstmalig optisch auf ihren Zustand zu prüfen:

Dachdichtung auf gesamter Dachfläche inkl. Hochführungen an Einbauten/ Dachdurchdringungen.

Kehrricht laden, abfahren, Material ist einer Wiederverwertung zuzuführen.

Bereich:

Dachfläche 2.OG,

Dachfterrasse Schule, Dachterrasse KITA

Abgeräumte Dachfläche kehren, reinigen

Yes1.000psch

Prüfung der Vorleistungen des Dachdeckerhandwerks und Dokumentation gem. DDV-Leitfaden Dachbegrünung "Sicherer

Gewerkeübergang".

Nach Fertigstellung der Dachabdichtung und unmittelbar vor Beginn der Dachbegrünungsarbeiten muss die

Dachabdichtung vom Dachbegrüner überprüft werden.

Diese Überprüfung erfolgt also durch sog. "In-Augenscheinnahme", d.h. auf sichtbare und offene Mängel, deren Erkennung

für den Dachbegrüner im Rahmen seiner Fachkunde, zumutbaren Möglichkeiten und Pflichten möglich sind.

Diese Überprüfung ersetzt nicht die förmliche Abnahme der Dachabdichtung.

Nach der Überprüfung ist sicherzustellen, dass die Abdichtung nicht durch Dritte (weiter) beschädigt werden kann. Die

Abdichtung ist unmittelbar nach dieser Begehung zu schützen.

Bei grösseren Flächen, die abschnittsweise begrünt werden, soll die Abdichtung in Abschnitten unmittelbar vor Beginn der

jeweiligen Begrünungsarbeiten (erneut) überprüft werden.

Der Dachbegrüner hat hierzu ein Begehungsprotokoll zu erstellen und dieses auf Verlangen dem Auftraggeber vorzulegen.

Einschl. Durchführung und Koordinierung des Begehungstermins mit der erforderlichen Beteiligten.

Die Dokumentation ist 3-fach in Papierform und digital im PDF-Format unmittelbar nach der Prüfung - spätestens binnen 2 Werktagen - an die örtliche Bauleitung und den AG zu übergeben.

Bereich:

Dachfläche 2.OG,

Dachfterrasse Schule, Dachterrasse KITA

Prüfung Vorleistung Dachdeckerhandwerk

Yes1.000psch

Lichtbilder in digit. Form herstellen

Lichtbilder - mind. 15 Stück - über den wesentlichen Bauablauf der Bauwerke und die fertigen Bauwerke in digitalisierter

Form.

Auflösung mindestens 3.0 Mio. Pixel, 16bit Farbentiefe herstellen Dateiformat: JPEG oder PNG (nach Vorgabe des AG).

Auf USB-Datenträger mit der Schlußrechnung an den AG übergeben. Zusätzlich: Digitale Übermittlung per E-Mail oder Downloadlink möglich

Rechteübertragung: Nutzungsrechte für den Auftraggeber zur Dokumentation und Archivierung

Lichtbilder in digit. Form herstellen

Schutzlagen, Vliese, Drainagen

470.000m²Yes

Planungsgrundlage

Artikelnr.: 14790

Optigrün international AG

Am Birkenstock 15-19

72505 Krauchenwies-Göggingen

Tel.: +49 7576 772-0

Fax: +49 7576 772-299

E-Mail: info@optigruen.de

www.optigruen.de

'........................................'

oder gleichwertig mit Nachweisen.

Bei Produktabweichung einzutragen.

Ohne Eintrag gilt das beschriebene Produkt als angeboten.

Abrechnung nach Aufmaß zzgl. Originallieferschein. Datiert und mit Angabe der Baustelle

Trenn-, Schutz- u. Speichervlies RMS 300

14790

Trenn-, Schutz- u. Speichervlies RMS 300

150.000mYes

Schutzlage aus Vorpositionen am Dachrand und an aufgehenden Dachabdichtungen ca. 20 cm i.M.
hochführen.

Anschlusshöhe bis 25 cm

Hochziehen einschließlich der erforderlichne ANpaßarbeiten an Vliese/Drainagen etc.

Fabrikat:

Planungsgrundlage

Schutzlage FIL 200 K/RMS 300

Optigrün international AG

Am Birkenstock 15-19

72505 Krauchenwies-Göggingen

Tel.: +49 7576 772-0

Fax: +49 7576 772-299

E-Mail: info@optigruen.de

www.optigruen.de

'........................................'

oder gleichwertig mit Nachweisen.

Bei Produktabweichung einzutragen.

Ohne Eintrag gilt das beschriebene Produkt als angeboten.

Abrechnung nach Aufmaß zzgl. Originallieferschein. Datiert und mit Angabe der Baustelle

Schutzlage hochführen

Beläge und Befestigte Flächen

30.000m²Yes

Liefern und verlegen von

Terrassenplatten aus Betonstein, Abmessung: 350 x

350 mm, Stärke ca. 50 mm, lose einschließlich aller

Nebenleistungen fachgerecht auf einer 30 mm hohen

Schicht aus Edelsplitt verlegen.

grau, nativo (naturbelassen)

Rutschwerte R13

gemäß DIN EN 1338

Länge x Breite x Dicke

35,0 x 35,0 x 5 cm

mit Fase und Abstandshilfe

liefern und nach DIN 18318 verlegen,

in profilgerechter Lage

Verlegung als Randstreifen Attika hinter Geländer lt. Plan

Die Einbauhinweise des Herstellers sind zu beachten.

Material naturbelassene Oberfläche mit hochwertigen

Vorsatzschicht

Kernbeton mit hochfesten Quarz-, Granit- oder

Basaltzuschlägen (kein Kalkstein)

R13

Planungsgrundlage:

Münchner Gehwegplatte

Godelmann GmbH & Co. KG

Pointner 2

83558 Maitenbeth

Tel. 0 80 76/88 72-0

Fax 0 80 76/88 72-27

'........................................'

oder gleichwertig mit Nachweisen.

Bei Produktabweichung einzutragen.

Ohne Eintrag gilt das beschriebene Produkt als angeboten.

Abrechnung nach Aufmaß zzgl. Originallieferschein. Datiert und mit Angabe der Baustelle

Terrassenplatten auf Edelsplitt

10.000m

Schnitte der Platten

Plattenbelag anpassen durch gerades Schneiden, Tiefe bis 6 cm,

mit Nassschneidegerät mit diamantbesetzter Scheibe,

an Einfassungen und aufgehenden Wänden.

Schnittarbeiten auf ungeschützter Dachhaut oder Wänden sind unzulässig.

Die gekürzte Seite von Passstücken ist = 1/3 der größten Kantenlänge

und = 1/2 der Dicke des unbearbeiteten Steines bzw. der unbearbeiteten Platte auszuführen.

Verschmutztes Wasser auffangen. Schlämme aus Schnitten aufnehmen, transportieren, laden und abfahren.

Anfallenden Verschnitt transportieren, laden und abfahren. Vergütung ist einzukalkulieren.

Schnitte der Platten gerade

5.000m

Schnitte der Platten wie vor 03.03.2 jedoch

Plattenbelag anpassen, schräg schneiden T bis 6cm

Schnitte der Platten wie vor jedoch

Für die Erstellung der Holzbelagsarbeiten gelten

folgende Normen und technische Regelwerke in ihrer

aktuellen Version:

- Fachregeln 02 / BDZ

- Terrassen- und Balkonbeläge GD Holz

- DIN EN 68 800

- ATV DIN 18334

bei der Planung und Ausführung sind die örtlichen

Gegebenheiten sowie alle zum Ausführungszeitpunkt

gültigen EN- und DIN-Normen und

Unfallverhütungsvorschriften, Bauvorschriften sowie

behördliche Erlasse und die allgemein anerkannten

Regeln der Technik in der aktuellsten Version zu

berücksichtigen. Bei tragenden Holzkonstruktion

müssen die Vorgaben der DIN EN 1995 (EC 5) sowie bei

Verwendung von Kebony clear 22 x 142, zusätzlich die

Vorgaben der allgemein bauaufsichtlichen Zulassung

(abZ) und die kompletten Montageanleitungen zu den

verwendeten Produkten unter

www.kebony.com/de/downloads beachtet werden.

Andere Kebony Terrassenprodukte dürfen nicht für

tragende Konstruktionen, Boots- und Badestege

verwendet werden.

Allgemeine Vorbemerkungen

466.000m²

Erstellung Verlegepläne

Aufmaß der zu bearbeitenden Flächen und Erstellung Verlegepläne mit Darstellung

Unterkonstruktion und Oberbelag sowie Einbauteile.

Inkl. Abstimmung mit der Bauleitung.

Abrechnung nach qm Terrassenfläche.

Erstellung Verlegepläne

Ref450.000m²Yes

Kebony Clear Terrassendiele 22 x 142 nach örtlichem

Aufmaß liefern und als Belag gemäß. technischem Plan

und Detail, höhen- und fluchtgerecht auf der zuvor

montierten Aluunterkonstruktion nach den Vorgaben der

Montageanleitung des Herstellers und den Vorgaben der

allgemein bauaufsichtlichen Zulassung vom DIBT

montieren inkl. aller Befestigungsmittel und

Ausgleichsmaterialien, Zuschnitte und Nebenarbeiten

sowie ggf. Behandlung der Schnittkanten mit

handelsüblichen Produkten zum Hirnholzschutz. Alle

Stoßfugen und Schraubenfluchten werden in Abstimmung

mit der örtlichen Bauleitung festgelegt und sind exakt

einzuhalten. Alle Anpassungen an angrenzende Flächen

und Gebäude sind fachgerecht auszuführen. Inspektion-

und Wartungspläne müssen dem Auftragsgeber frühzeitig

übergeben werden.

Produktbeschreibung Kebony Clear RAP Terrassendiele 22

x 142:

Holzart: modifizierte Radiata Pine (nach der

patentierten Kebony® Technologie)

- FSC®-zertifiziert

- Profil : Sichtseite glatt gehobelt, Kanten gerundet

- Äste können vereinzelt vorkommen

- Holzfeuchte: 4-8%

- DC lt. EN 350: 1

- Dichte bei 12% Holzfeuchte = 670 kg

(Abstand und Ausführung Unterkonstruktion auf angegebenen Oberbelag für 5 KN/qm Nutzlast abgestimmt).

Weitere Informationen

https://kebony.com/de/system/files/prodfiles/DE-2226.pd

incl. KebonyGarantie

Abmessung

Stärke: 22 mm

Breite: 142 mm

Länge: 3000 bis 4200 mm fair verteilt und nach

Verfügbarkeit

Anpassen an Aussparungen, Schrägen und runden Formen ist miteinzukalkulieren.

Planungsgrundlage:

Kebony Clear RAP Terrassendiele 22

x 142:

Holzbau Reigl GbR

Schulstr. 3

82544 Egling (www.google.com/maps/place/data=!4m2!3m1!1s0x479dc246a3c45aeb:0xc2a4972b8d4dea71?sa=X&ved=1t:8290&ictx=111)

08176 7428 (www.google.com/search?q=reigl+gbr+thanning&rlz=1C1GCER_en&oq=reigl+gbr+thanning&gs_lcrp=EgZjaHJvbWUyBggAEEUYOTIHCAEQIRigAdIBCDY1NjVqMGo3qAIAsAIA&sourceid=chrome&ie=UTF-8)

GReigl.Thanning@t-online.de

'........................................'

oder gleichwertig mit Nachweisen.

Bei Produktabweichung einzutragen.

Ohne Eintrag gilt das beschriebene Produkt als angeboten.

Abrechnung nach Aufmaß zzgl. Originallieferschein. Datiert und mit Angabe der Baustelle

Terrassenbelag Kebony Clear 22 x 142 mit bauaufsichtlicher

Zulassung (abZ) liefern und montieren

Rep16.000m²Yes

Verlegung auf vorh. Gitterrost mit NeoprenUnterlegstreifen ca.

10 mm , Band B=70mm o.ä.

Sichtbare Verschraubung von oben mit vorbohren

Planungsgrundlage:

Kebony Clear RAP Terrassendiele 22

Holzbau Reigl GbR

Schulstr. 3

82544 Egling (www.google.com/maps/place/data=!4m2!3m1!1s0x479dc246a3c45aeb:0xc2a4972b8d4dea71?sa=X&ved=1t:8290&ictx=111)

08176 7428 (www.google.com/search?q=reigl+gbr+thanning&rlz=1C1GCER_en&oq=reigl+gbr+thanning&gs_lcrp=EgZjaHJvbWUyBggAEEUYOTIHCAEQIRigAdIBCDY1NjVqMGo3qAIAsAIA&sourceid=chrome&ie=UTF-8)

GReigl.Thanning@t-online.de

'........................................'

oder gleichwertig mit Nachweisen.

Bei Produktabweichung einzutragen.

Ohne Eintrag gilt das beschriebene Produkt als angeboten.

Abrechnung nach Aufmaß zzgl. Originallieferschein. Datiert und mit Angabe der Baustelle

Terrassenbelag Kebony Clear 22 x 142 mit bauaufsichtlicher

Zulassung (abZ) liefern und montieren

450.000m²Yes

Aluminium Unterkonstruktion mit Terrassenlager

für Terrassenbelag liefern und einbauen:

Grundangaben:

Gesamtaufbauhöhe von OK zu belegender Untergrund bis OKFF Oberbelag: 15 cm bis 20 cm nach Aufmaß

Stärke Oberbelag (ist in separater Position ausgeschrieben): 22 mm

Material Oberbelag: Kebony 142x22 m oder gleichwertig

Beschreibung Untergrund: Bautenschutzmatte

Gefälle Untergrund: 2%

Gefälle Holzdeck 1%.

Unterkonstruktion bestehend aus:

1. Aluminium Unterkonstruktion:

- Alu-Schienen mit Rastnasen zur Befestigung auf Terrassenlager - CLIP. Stabile und belastbare Konstruktion.

- Wandstärke im Schraubbereich 3 mm.

- Oberfläche pulverbeschichtet, RAL 9005 Schwarz, beständig gegen Gerbsäure, witterungsbeständig.

- 10 Jahre Systemgarantie auf Systemprofile, Terrassenlager und Pads im Zusammenbau

- für den Abstand zwischen zwei Auflagepunkten (Terrassenlagern):

bis 109 cm - BIG-Isostep-Schiene 64x45mm (BxH)

Berechnungsgrundlage: Flächennutzlast nach der DIN EN 1991 = 5 kn/m²

Befestigungen:

K-Clip für Terrassendiele Kebony Clear 22 x 142 mm, aus glasfaserverstärktem Polyamid,

mit Metallplatte aus A2 Edelstahl,

inkl. Bohrschrauben Edelstahl A4 schwarz 4,2 x 33 mm

für schnelle und unsichtbare Montage von Dielen mit seitlicher Nut. Für ein gleichmäßiges Verlegebild und konstruktiven Holzschutz mit Hinterlüftung.

Terrastart

inkl. Bohrschrauben Edelstahl C1 schwarz 5 x 35 mm

für unsichtbare Montage von Terrassendielen mit seitlicher Nut. Dabei wird die erste und letzte Diele mit dem Terrastart fixiert. Der Terrastart gewährleistet einen konstruktiven Holzschutz der Terrassendiele durch Hinterlüftung.

Wandfix T-Profil: zur Fixierung überstehender Dielen im Bereich von Schrägen und Radien.

Material: 5 mm starkes Aluminium pulverbeschichtet RAL 9005 Schwarz

Höhenverstellbares Terrassenlager mit Möglichkeit des Neigungsausgleichs des Untergrundes bis 8 % in alle Richtungen. Millimetergenaue Verstellung muss möglich sein. Bodentellergröße 190 x 190 mm.

Material:

Terracon Terrassenlager -CLIP für einfache und schnelle Clipbefestigung der aufclipbaren Alutragschienen (empfohlene Ausführung)

Hinweise zur Kalkulation:

Eckausbildungen, Anschnitte, Verschnitte, Anpassung an Terrassengeometrie sind einzukalkulieren.

Planungsgrundlage:

Fabrikat Karle und Rubner Terracon Unterkonstruktion

K-Clip, Wandfix, Terracon Terrassenlager

Holzbau Reigl GbR

Schulstr. 3

82544 Egling (www.google.com/maps/place/data=!4m2!3m1!1s0x479dc246a3c45aeb:0xc2a4972b8d4dea71?sa=X&ved=1t:8290&ictx=111)

08176 7428 (www.google.com/search?q=reigl+gbr+thanning&rlz=1C1GCER_en&oq=reigl+gbr+thanning&gs_lcrp=EgZjaHJvbWUyBggAEEUYOTIHCAEQIRigAdIBCDY1NjVqMGo3qAIAsAIA&sourceid=chrome&ie=UTF-8)

GReigl.Thanning@t-online.de

'........................................'

oder gleichwertig mit Nachweisen.

Bei Produktabweichung einzutragen.

Ohne Eintrag gilt das beschriebene Produkt als angeboten.

Abrechnung nach Aufmaß zzgl. Originallieferschein. Datiert und mit Angabe der Baustelle

Aluminium Unterkonstruktion mit Terrassenlager

16.000m²Yes

Aluminium Unterkonstruktion mit Terrassenlager

für Terrassenbelag liefern und einbauen:

Grundangaben:

Gesamtaufbauhöhe von OK zu belegender Untergrund bis OKFF Oberbelag: 51mm

Stärke Oberbelag (ist in separater Position ausgeschrieben):

22 mm

Material Oberbelag: Kebony

Beschreibung Untergrund: Gitterrost MW 30x10 mm

Gefälle Untergrund:0%

Aluminium Unterkonstruktion mit Terrassenlager

Unterkonstruktion bestehend aus:

Aluminium Unterkonstruktion für niedrige Aufbauhöhe

ab 29 bis 50 mm Aufbauhöhe (nur Unterkonstruktion) bestehend aus:

- Alu-Schienen mit Rastnasen zur Befestigung auf Pads und Micro-Terrassenlager (12-24mm)

- Wandstärke im Schraubbereich 3 mm.

- Aluminium: Legierung ENAW6063, chromfreie Vorbehandlung

- Oberfläche pulverbeschichtet, RAL 9005 Schwarz, beständig gegen Gerbsäure, witterungsbeständig.

- 10 Jahre Systemgarantie auf Systemprofile, Terrassenlager und Pads im Zusammenbau

- für den Abstand zwischen zwei Auflagepunkten (Terrassenlagern):

FLAT-Isostep-Schiene 64x20mm (BxH)

(Abstand und Ausführung Unterkonstruktion auf angegebenen Oberbelag für 5 KN/qm Nutzlast abgestimmt).

Befestigungen:

K-Clip für Terrassendiele Kebony Clear 22 x 142 mm, aus glasfaserverstärktem Polyamid,

mit Metallplatte aus A2 Edelstahl,

inkl. Bohrschrauben Edelstahl A4 schwarz 4,2 x 33 mm

für schnelle und unsichtbare Montage von Dielen mit seitlicher Nut. Für ein gleichmäßiges Verlegebild und konstruktiven Holzschutz mit Hinterlüftung.

Terrastart

inkl. Bohrschrauben Edelstahl C1 schwarz 5 x 35 mm

Planungsgrundlage:

Karle und Rubner Aluminium Unterkonstruktion mit Terrassenlager

Holzbau Reigl GbR

Schulstr. 3

82544 Egling (www.google.com/maps/place/data=!4m2!3m1!1s0x479dc246a3c45aeb:0xc2a4972b8d4dea71?sa=X&ved=1t:8290&ictx=111)

08176 7428 (www.google.com/search?q=reigl+gbr+thanning&rlz=1C1GCER_en&oq=reigl+gbr+thanning&gs_lcrp=EgZjaHJvbWUyBggAEEUYOTIHCAEQIRigAdIBCDY1NjVqMGo3qAIAsAIA&sourceid=chrome&ie=UTF-8)

GReigl.Thanning@t-online.de

'........................................'

oder gleichwertig mit Nachweisen.

Bei Produktabweichung einzutragen.

Ohne Eintrag gilt das beschriebene Produkt als angeboten.

Abrechnung nach Aufmaß zzgl. Originallieferschein. Datiert und mit Angabe der Baustelle

Aluminium Unterkonstruktion mit Terrassenlager

10.000StYes

Windlastträger - Träger für das Auflegen z.B. von Betonplatten zur Beschwerung der Gesamtkonstruktionen bei Dielenverlegung, geeignet für alle CLIP-Schienen, einfache und schnelle Montage durch

Einrasten unter die Systemschiene

- Material:

Oberfläche pulverbeschichtet, RAL 9005 Schwarz, beständig gegen Gerbsäure, witterungsbeständig.

Planungsgrundlage:

Fabrikat Karle und Rubner Windlastträger

Holzbau Reigl GbR

Schulstr. 3

82544 Egling (www.google.com/maps/place/data=!4m2!3m1!1s0x479dc246a3c45aeb:0xc2a4972b8d4dea71?sa=X&ved=1t:8290&ictx=111)

08176 7428 (www.google.com/search?q=reigl+gbr+thanning&rlz=1C1GCER_en&oq=reigl+gbr+thanning&gs_lcrp=EgZjaHJvbWUyBggAEEUYOTIHCAEQIRigAdIBCDY1NjVqMGo3qAIAsAIA&sourceid=chrome&ie=UTF-8)

GReigl.Thanning@t-online.de

'........................................'

oder gleichwertig mit Nachweisen.

Bei Produktabweichung einzutragen.

Ohne Eintrag gilt das beschriebene Produkt als angeboten.

Abrechnung nach Aufmaß zzgl. Originallieferschein. Datiert und mit Angabe der Baustelle

Windlastträger - Träger für das Auflegen z.B. von Betonplatten

450.000m²Yes

Gummigranulat - Pads als Auflager oder Schutz des Untergrundes im Zusammenhang mit Ausführung der Unterkonstruktion liefern und verlegen.

Gewählte Ausführung:

ohne unterseitige Verbundkaschierung, Größe:

192x192x8 mm

Abrechnung nach qm Terrassenfläche.

Planungsgrundlage:

Fabrikat Karle und Rubner

Isopads

Holzbau Reigl GbR

Schulstr. 3

82544 Egling (www.google.com/maps/place/data=!4m2!3m1!1s0x479dc246a3c45aeb:0xc2a4972b8d4dea71?sa=X&ved=1t:8290&ictx=111)

08176 7428 (www.google.com/search?q=reigl+gbr+thanning&rlz=1C1GCER_en&oq=reigl+gbr+thanning&gs_lcrp=EgZjaHJvbWUyBggAEEUYOTIHCAEQIRigAdIBCDY1NjVqMGo3qAIAsAIA&sourceid=chrome&ie=UTF-8)

GReigl.Thanning@t-online.de

'........................................'

oder gleichwertig mit Nachweisen.

Bei Produktabweichung einzutragen.

Ohne Eintrag gilt das beschriebene Produkt als angeboten.

Abrechnung nach Aufmaß zzgl. Originallieferschein. Datiert und mit Angabe der Baustelle

Gummigranulat - Pads als Auflager und Schutz Untergrund

Entwässerung

RINNEN EINGÄNGE

8.000mYes

Erforderliche Stirnwände werksseitig verschweißt.

Passschnitte sind unzulässig. Stückverzinkte Rinnen nach Aufmaß,

Einbau passgenau nach Aufmaß ohne spätere Zuschnitte am Rinnenkörper und Abdeckungen

Freigabe nach Vorlage der vermaßten Werkzeichnungen des Herstellers.

Fassadenrinne gerade, Stahl S235JR, NW150, verstellbare Bauhöhe 55-18 mm

Fassadenrinne gerade Ausführung,

B/H 155 x 70 mm

Länge nach Aufmaß

Belastungsklasse: Kl. A 15

Rostauflage, aus Werkstoff Stahl S235JR - stückverzinkt nach DIN EN ISO 1461,

Erforderliche Stirnwände werksseitig verschweißt.

Passschnitte sind unzulässig. Stückverzinkte Rinnen nach Aufmaß, Einbau passgenau nach Aufmaß ohne spätere Zuschnitte am Rinnenkörper und Abdeckungen

Freigabe nach Vorlage der vermaßten Werkzeichnungen des Herstellers.

Abdeckung aus Maschenrost MW 30/10, Stahl stückverzinkt nach DIN EN ISO 1461, begehbare Ausführung, inkl. Arretierung.

Erforderliche Stirnwände werksseitig verschweißt.

Passschnitte sind unzulässig. Stückverzinkte Rinnen nach Aufmaß,

Einbau passgenau nach Aufmaß ohne spätere Zuschnitte am Rinnenkörper und Abdeckungen

Freigabe nach Vorlage der vermaßten Werkzeichnungen des Herstellers.

Drei Teilstücke zwischen 130 und 360 cm.

Liefern, sowie nach Herstellervorschrift höhen- und fluchtgerecht verlegen.

Fundament aus Drainbeton (H/B) 25/20 cm, Druckfestigkeit = 20 N/mm2 (entspricht C20/25)

Haftzugfestigkeit zum Untergrund = 0,8 N/mm2

Wasserdurchlässigkeit =1x10-4 m/s

von außen zugänglicher Hohlraumgehalt > 15 Vol.-%

Konsistenz erdfeucht (Schneeballtest)

Schichtdicke 30 - 70 mm (bei höherer Schichtdicke mehrlagig einbauen) Größtkorn 4 mm

Nutzungskategorie N2

Eigenschaften:
Material:
Stahl verzinkt
Bauhöhe verstellbar: 55 - 78 mm (Typ I)
Baubreite:
155 mm

Baulänge:
1000 mm
Rosttyp:
Maschenrost 30x10mm

Planungsgrundlage

Optigrün Profiline-Systemrinne

Optigrün international AG

'........................................'

oder gleichwertig mit Nachweisen.

Bei Produktabweichung einzutragen.

Ohne Eintrag gilt das beschriebene Produkt als angeboten.

Abrechnung nach Aufmaß zzgl. Originallieferschein. Datiert und mit Angabe der Baustelle

Systemrinne, höhenverstellbar (55 - 78 mm)

KONTROLLSCHÄCHTE

Yes1.000psch

Nachweis der ausreichenden Dränageleistung

9.000StkYes

Kontrollschacht 400x 400 mm zur Revisionierung von Dachabläufen.
Einsatzbereich:
Über Dachabläufen in der Fläche und in Randbereichen von begrünten Dächern. Mit geeignetem Deckel auch in Terrassenflächen (fußläufig begangen).
Technische Daten:
Material: Aluminium, 2 mm
Abmessungen: 400 x 400 x 100 mm
Mit vorperforiertem Dämmkeilprofil
Anschlussmöglichkeiten für 8 Optigrün-Wasserleitkanäle WKA oder 12 Optigrün-Wasserleitkanäle WKK.
Liefern und fachgerecht nach Herstellerangaben einbauen.

Planungsgrundlage

Kontrollschacht FSA 40

Optigrün international AG

oder gleichwertig

'........................................'

oder gleichwertig mit Nachweisen.

Bei Produktabweichung einzutragen.

Ohne Eintrag gilt das beschriebene Produkt als angeboten.

Abrechnung nach Aufmaß zzgl. Originallieferschein. Datiert und mit Angabe der Baustelle

Kontrollschacht 400x 400 mm über Abläufe

2.000StkYes

Planungsgrundlage

Kontrollschacht FSA 40R

Optigrün international AG

'........................................'

oder gleichwertig mit Nachweisen.

Bei Produktabweichung einzutragen.

Ohne Eintrag gilt das beschriebene Produkt als angeboten.

Abrechnung nach Aufmaß zzgl. Originallieferschein. Datiert und mit Angabe der Baustelle

Rand-Kontrollschacht 400x 400 mm zur Revisionierung von

6.000StkYes

Aufstockelement 50 mm für Kontrollschächte mit den Abmessungen 400 x 400 mm der Vorpos.
Inkl. Befestigungsmaterial.

Eigenschaften:
Höhe: 50 mm
Abmessung: 400 x 400 mm
Material: Aluminium, 2 mm

Liefern und nach Herstellereingaben einbauen.

Planungsgrundlage

Aufstockelement ASA 40

Optigrün international AG

'........................................'

oder gleichwertig mit Nachweisen.

Bei Produktabweichung einzutragen.

Ohne Eintrag gilt das beschriebene Produkt als angeboten.

Abrechnung nach Aufmaß zzgl. Originallieferschein. Datiert und mit Angabe der Baustelle

Kontrollschacht-Aufstockelement ASA 40-5 - 50 mm

3.000StkYes

Aufstockelement 100 mm für Optigrün-Kontrollschächte mit den Abmessungen 400 x 400 mm der Vorpos.
Inkl. Befestigungsmaterial.

Eigenschaften:
Höhe: 100 mm
Abmessung: 400 x 400 mm
Material: Aluminium, 2 mm

Liefern und nach Herstellereingaben einbauen.

Planungsgrundlage

Aufstockelement ASA 40

Optigrün international AG

'........................................'

oder gleichwertig mit Nachweisen.

Bei Produktabweichung einzutragen.

Ohne Eintrag gilt das beschriebene Produkt als angeboten.

Abrechnung nach Aufmaß zzgl. Originallieferschein. Datiert und mit Angabe der Baustelle

Kontrollschacht-Aufstockelement ASA 40-10 - 100 mm

9.000StkYes

Kontrollschacht-Deckel DSA 40I zur Abdeckung von Kontrollschächte mit den Abmessungen 400 x

Planungsgrundlage

Deckel DSA 40I

Optigrün international AG

'........................................'

oder gleichwertig mit Nachweisen.

Bei Produktabweichung einzutragen.

Ohne Eintrag gilt das beschriebene Produkt als angeboten.

Abrechnung nach Aufmaß zzgl. Originallieferschein. Datiert und mit Angabe der Baustelle

Kontrollschacht-Deckel DSA 40I

31914

Kontrollschacht-Deckel DSA 40I

FALLROHRRANDKONTROLLSCHACHT

2.000StkYes

Anschlussmöglichkeiten für 6 Optigrün-Wasserleitkanäle WKA oder 9 Optigrün-Wasserleitkanäle WKK.

Liefern und fachgerecht nach Herstellerangaben einbauen.

Planungsgrundlage

Kontrollschacht RSA40 FO

Optigrün international AG

'........................................'

oder gleichwertig mit Nachweisen.

Bei Produktabweichung einzutragen.

Ohne Eintrag gilt das beschriebene Produkt als angeboten.

Abrechnung nach Aufmaß zzgl. Originallieferschein. Datiert und mit Angabe der Baustelle

Fallrohr-Randkontrollschacht

31901

Fallrohr-Randkontrollschacht

2.000StkYes

Planungsgrundlage

Kontrollschacht DSA 40FO

Optigrün international AG

'........................................'

oder gleichwertig mit Nachweisen.

Bei Produktabweichung einzutragen.

Ohne Eintrag gilt das beschriebene Produkt als angeboten.

Abrechnung nach Aufmaß zzgl. Originallieferschein. Datiert und mit Angabe der Baustelle

Fallrohr-Kontrollschacht-Deckel DSA 40FO

31902

Fallrohr-Kontrollschacht-Deckel DSA 40FO

2.000StkYes

Höhenverstellbares Aufstockelement von 60 - 95 mm in 5 mm Schritten für Optigrün-Kontrollschächte mit den Abmessungen 400 x 400 mm der Vorpos.

'..........'. Inkl. Befestigungsmaterial.

Eigenschaften:
Höhe: Höhenverstellbar von 60 - 95 mm in 5 mm Schritten
Abmessung: 400 x 400 mm
Material: Aluminium, 2 mm

Liefern und nach Herstellereingaben einbauen.

Planungsgrundlage

Kontrollschacht- Aufstockelement ASA40-6/9,5

Optigrün international AG

'........................................'

oder gleichwertig mit Nachweisen.

Bei Produktabweichung einzutragen.

Ohne Eintrag gilt das beschriebene Produkt als angeboten.

Abrechnung nach Aufmaß zzgl. Originallieferschein. Datiert und mit Angabe der Baustelle

Kontrollschacht-Aufstockelement ASA 40-6/9,5 - Höhenverstellbar

31907

Kontrollschacht-Aufstockelement ASA 40-6/9,5 - Höhenverstellbar

WASSERLEITKANAL

16.000mYes

Wasserleitkanal WKA mit Ausstanzungen zum Anschluss von Wasserleitkanälen WKK alle 67 cm, liefern und nach Herstellerangaben fachgerecht verlegen, einschließlich erforderlicher Verbindungsstücke.

Passschnitte sind unzulässig. Stückverzinkte Kanäle nach Aufmaß,

Einbau passgenau nach Aufmaß ohne spätere Zuschnitte am Rinnenkörper und Abdeckungen

Freigabe nach Vorlage der vermaßten Werkzeichnungen des Herstellers.

Eigenschaften:
Höhe: 66 mm
Breite: 140 mm
Länge 2000 mm
Material: Aluminium
Materialstärke:
bei Extensiv-Begrünungen: 1,5 mm
Seitenwände: geschlitzt
Abflussleistung je Strang (bis 15 m Länge):
bei 0% Gefälle: 1,78 l/s
bei 1% Gefälle: 1,81 l/s
bei 2% Gefälle: 1,82 l/s
bei 3% Gefälle: 1,83 l/s

Planungsgrundlage

Wasserleitkanal WKA

Optigrün international AG

'........................................'

oder gleichwertig mit Nachweisen.

Bei Produktabweichung einzutragen.

Ohne Eintrag gilt das beschriebene Produkt als angeboten.

Abrechnung nach Aufmaß zzgl. Originallieferschein. Datiert und mit Angabe der Baustelle

Wasserleitkanal WKA

14830

Wasserleitkanal WKA

Ausstattung

30.000m²Yes

Wurzelschutzschicht im Pflanzbeet aus Einkornbeton

Einkornbeton H 10 cm, flächig als Wurzelschutzschicht

Einbau in den radialen Pflanzgefäßen

Druckfestigkeit = 20 N/mm2 (entspricht C20/25)

Haftzugfestigkeit zum Untergrund = 0,8 N/mm2

Wasserdurchlässigkeit =1x10-4 m/s

von außen zugänglicher Hohlraumgehalt > 15 Vol.-%

Konsistenz erdfeucht (Schneeballtest)

Schichtdicke 30 - 70 mm (bei höherer Schichtdicke mehrlagig einbauen) und lagenweise verdichten

Größtkorn 4 mm

bis Nutzungskategorie N2

Planungsvorschlag:

Drainbeton: GALA Drainmörtel GDM Fa. JURALITH®

liefern und nach Herstellerangaben verwenden

JURALITH Baustoff GmbH

Deuerlinger Straße 43

D-93351 Painten

Tel. 09499/9418-10

Fax. 09499/9418-45

Mobil: 0151/14553515

Markus Greimel

Markus.Greimel@juralith.com

'........................................'

oder gleichwertig mit Nachweisen.

Bei Produktabweichung einzutragen.

Ohne Eintrag gilt das beschriebene Produkt als angeboten.

Abrechnung nach Aufmaß zzgl. Originallieferschein. Datiert und mit Angabe der Baustelle

Wurzelschutzschicht im Pflanzbeet aus Einkornbeton

12.000m²Yes

Einkornbeton H 10 -15 cm, flächig als Unterbau

Einbau unter den Pflanzgefäßen

Druckfestigkeit = 20 N/mm2 (entspricht C20/25)

Haftzugfestigkeit zum Untergrund = 0,8 N/mm2

Wasserdurchlässigkeit =1x10-4 m/s

von außen zugänglicher Hohlraumgehalt > 15 Vol.-%

Konsistenz erdfeucht (Schneeballtest)

Schichtdicke 30 - 70 mm (bei höherer Schichtdicke mehrlagig einbauen) und lagenweise verdichten

Größtkorn 4 mm

bis Nutzungskategorie N2

Planungsvorschlag:

Drainbeton: GALA Drainmörtel GDM Fa. JURALITH®

liefern und nach Herstellerangaben verwenden

JURALITH Baustoff GmbH

Deuerlinger Straße 43

D-93351 Painten

Tel. 09499/9418-10

Fax. 09499/9418-45

Mobil: 0151/14553515

Markus Greimel

Markus.Greimel@juralith.com

'........................................'

oder gleichwertig mit Nachweisen.

Bei Produktabweichung einzutragen.

Ohne Eintrag gilt das beschriebene Produkt als angeboten.

Abrechnung nach Aufmaß zzgl. Originallieferschein. Datiert und mit Angabe der Baustelle

Einkornbeton H 10 -15 cm, flächig als Unterbau

PFLANZGEFÄSSE

Zeichnungen anfertigen Ausführungszeichnung

Ref4.000StYesYes

Pflanzgefäße, Stahlblech, in rechteckiger Ausführung liefern,

über Baukran/ Autokran auf ca. '+9,40 über Brüstung ' m

der separaten Position.

Einbauhöhe transportieren und auf ebenem, 10 cm Drainbeton druckfestem Untergrund fachgerecht versetzen.

Ausführung inkl. aller Montage- und Verbindungsteile,

Montage- und Nebenarbeiten. Herstellung nach statischen Erfordernissen.

bestehend aus der Einzelelementen mit Boden in Längen nach statischen Erfordernissen

Knotenbleche nach technischen Erfordernissen

Einzelelemente von Außen nicht sichtbar miteinander verschraubt,

Verschraubung mittels Edelstahlschrauben,

Alle Ecken und Kanten rund abgekantet,

Verbindungen/Ecken vollständig verschweißt und verschliffen

Aussteifungen / Verstrebungen nach statischen Erfordernissen,

Gefäßlänge: '2000' mm
Gefäßbreite: '500' mm
Gefäßhöhe: '500' mm

Aussteifung durch Querstreben

Größe L EN 10056-1-40x20x4 ca. im Abstand von 350 mm
4 Stück Wasserüberläufe mit Anstaufunktion im Boden:

Rohr 42.4x2.9 , Höhe 100 mm, Ablaufloch 35 mm
HBCD-freie 20 mm EPS-Dämm- und Ausdehnungsplatte an senkrechten Innenseiten, Dämmung ist einzukalkulieren

Planungsvorschlag:

Högel Studiotechnik GmbH

Furtweg 21

85716 Unterschleißheim

E-Mail: info@hoegel-studiotechnik.de

Telefon: +49 (0)89 374 77 99 0

Telefax: +49 (0)89 317 49 12

Martin Hoffmann

martin.hoffmann@hoegel-studiotechnik.de

'........................................'

oder gleichwertig mit Nachweisen.

Bei Produktabweichung einzutragen.

Ohne Eintrag gilt das beschriebene Produkt als angeboten.

Abrechnung nach Aufmaß zzgl. Originallieferschein. Datiert und mit Angabe der Baustelle

Pflanztröge H 0,5 m x L 2,0 m x B 0,5 m mit Boden

Rep4.000StYesYesGefäßlänge: '2000' mm
Gefäßbreite: '1100' mm
Gefäßhöhe: '500' mm

Planungsvorschlag:

Högel Studiotechnik GmbH

Furtweg 21

85716 Unterschleißheim

E-Mail: info@hoegel-studiotechnik.de

Telefon: +49 (0)89 374 77 99 0

Telefax: +49 (0)89 317 49 12

Martin Hoffmann

martin.hoffmann@hoegel-studiotechnik.de

'........................................'

oder gleichwertig mit Nachweisen.

Bei Produktabweichung einzutragen.

Ohne Eintrag gilt das beschriebene Produkt als angeboten.

Abrechnung nach Aufmaß zzgl. Originallieferschein. Datiert und mit Angabe der Baustelle

Pflanztröge H 1,1 m x L 2,0 m x B 0,5 m

Rep3.000StYesYesGefäßdurchmesser: '1500' mm
Gefäßhöhe: '500' mm

Planungsvorschlag:

Högel Studiotechnik GmbH

Furtweg 21

85716 Unterschleißheim

E-Mail: info@hoegel-studiotechnik.de

Telefon: +49 (0)89 374 77 99 0

Telefax: +49 (0)89 317 49 12

Martin Hoffmann

martin.hoffmann@hoegel-studiotechnik.de

'........................................'

oder gleichwertig mit Nachweisen.

Bei Produktabweichung einzutragen.

Ohne Eintrag gilt das beschriebene Produkt als angeboten.

Abrechnung nach Aufmaß zzgl. Originallieferschein. Datiert und mit Angabe der Baustelle

Pflanztröge D 1,5m H 0,5 m

Rep3.000StYesYesGefäßdurchmesser: '1000' mm
Gefäßhöhe: '500' mm

Planungsvorschlag:

Högel Studiotechnik GmbH

Furtweg 21

85716 Unterschleißheim

E-Mail: info@hoegel-studiotechnik.de

Telefon: +49 (0)89 374 77 99 0

Telefax: +49 (0)89 317 49 12

Martin Hoffmann

martin.hoffmann@hoegel-studiotechnik.de

'........................................'

oder gleichwertig mit Nachweisen.

Bei Produktabweichung einzutragen.

Ohne Eintrag gilt das beschriebene Produkt als angeboten.

Abrechnung nach Aufmaß zzgl. Originallieferschein. Datiert und mit Angabe der Baustelle

Pflanztröge D 1,0m H 0,5 m

Rep3.000StYesYesGefäßdurchmesser: '1500' mm
Gefäßhöhe: '1100' mm

Planungsvorschlag:

Högel Studiotechnik GmbH

Furtweg 21

85716 Unterschleißheim

E-Mail: info@hoegel-studiotechnik.de

Telefon: +49 (0)89 374 77 99 0

Telefax: +49 (0)89 317 49 12

Martin Hoffmann

martin.hoffmann@hoegel-studiotechnik.de

'........................................'

oder gleichwertig mit Nachweisen.

Bei Produktabweichung einzutragen.

Ohne Eintrag gilt das beschriebene Produkt als angeboten.

Abrechnung nach Aufmaß zzgl. Originallieferschein. Datiert und mit Angabe der Baustelle

Pflanztröge D 1,5m H 1,1 m

Rep3.000StYesYesGefäßdurchmesser: '1000' mm
Gefäßhöhe: '1100' mm

Planungsvorschlag:

Högel Studiotechnik GmbH

Furtweg 21

85716 Unterschleißheim

E-Mail: info@hoegel-studiotechnik.de

Telefon: +49 (0)89 374 77 99 0

Telefax: +49 (0)89 317 49 12

Martin Hoffmann

martin.hoffmann@hoegel-studiotechnik.de

'........................................'

oder gleichwertig mit Nachweisen.

Bei Produktabweichung einzutragen.

Ohne Eintrag gilt das beschriebene Produkt als angeboten.

Abrechnung nach Aufmaß zzgl. Originallieferschein. Datiert und mit Angabe der Baustelle

Pflanztröge D 1,0m H 1,1 m

92.000mSTLB-Bau2026-04010151628210185162080412206045719025723081016403213602-484YesVertikale Dränschicht DIN 4095 aus vlieskaschierten Noppenbahnen, Schichtdicke 8 mm, Streifenbreite bis 50 cm, Abflussspende im Endzustand über 0,3 l/sm bei max. 40 kN/m2 horizontalem Erddruck, Ausführung gemäß Einzelbeschreibung,
Einzelbeschreibungs-Nr '
gemäß DIN 18195 und DIN 4095 liefern und in Pflanztröge , 10 cm Überlappung an Stößen'.

Vertikale Dränschicht Noppenbahn D 8mm

3.000m³

Drainageschicht aus Kies 16/32

für die Pflanztröge der vorh. Pos.

liefern und unter dem Filtervlies einbauen.

aufzubringende Schüttdicke: 10 cm

Fabrikat: 2-fach gewaschener Rundkies 16/32

Drainageschicht aus Kies 16/32

30.000m²Yes

Planungsgrundlage

Filtervlies FIL 105

Optigrün international AG

'.........'

oder gleichwertig mit Nachweisen.

Bei Produktabweichung einzutragen.

Ohne Eintrag gilt das beschriebene Produkt als angeboten.

Abrechnung nach Aufmaß zzgl. Originallieferschein. Datiert und mit Angabe der Baustelle

Filtervlies FIL 105

14738

Filtervlies FIL 105

8.500m³YesYes

Intensivsubstrat i-leicht als Vegetationstragschicht für Pflanztröge, auf Dachflächen mit geringer Tragfähigkeit, strukturstabilisiert für breites Pflanzenspektrum geeignet, liefern

und auf die natürlich verdichtete Schichthöhe von '25 bis 50'

Planungsgrundlage

Optigrün Intensivsubstrat i-leicht

Optigrün international AG

'.........'

oder gleichwertig mit Nachweisen.

Bei Produktabweichung einzutragen.

Ohne Eintrag gilt das beschriebene Produkt als angeboten.

Abrechnung nach Aufmaß zzgl. Originallieferschein. Datiert und mit Angabe der Baustelle

Intensivsubstrat i-leicht

180

Intensivsubstrat i-leicht

12.000m³YesYes

Untersubstrat U-leicht mit geringer Tragfähigkeit unter Intensivbegrünungen liefern und zwischen Filtermatte und Vegetationstragschicht einbauen.

Die Einbaustärke gem. Planung beträgt ca. '25 bis 50' cm

Planungsgrundlage

Optigrün Untersubstrat U-leicht

Optigrün international AG

'.........'

oder gleichwertig mit Nachweisen.

Bei Produktabweichung einzutragen.

Ohne Eintrag gilt das beschriebene Produkt als angeboten.

Abrechnung nach Aufmaß zzgl. Originallieferschein. Datiert und mit Angabe der Baustelle

Untersubstrat U-leicht

160

Untersubstrat U-leicht

0.000

Pflegeleistungen Tröge

BOULDERWAND

Yes1.000pschYes

Boulderwand liefern und montieren

Produktbeschreibung:

Gründung G3: zum Andübeln an bauseitiger Ziegelwand

einseitig durch weitere Wand begrenzt

Bestandteile:

Boulderwand Onsight 5110, Überhang (EM-K-5110-G3-S5-H)

Segmentbreite ca. 121 cm

> Unterkonstruktion, Stahl, feuerverzinkt

° 4-Kant-Rohre: senkrecht 40 x 40 mm, waagrecht 20 x 40 mm

> Wandplatte, HPL 10 mm, zum Aushängen

° Klettergriffe: verschiedene Größen und Farben, ca. 4-5 Stück je m², durchgängige

Verschraubung, zusätzliche Sicherung durch dauerelastische Verklebung

° Routen: unterschiedliche Schwierigkeitsgrade

> oberer Abschluss, HPL 10 mm

> inkl. Befestigungsmaterial für Betonwand

° Befestigungsmaterial: Injektionsmörtel, Spannmuttern M10, Gewindestangen M10

Boulderwand Onsight 5120, Schräge Wand (EM-K-5120-G3-S5-H)

Segmentbreite ca. 121 cm

> Unterkonstruktion, Stahl, feuerverzinkt

° 4-Kant-Rohre: senkrecht 40 x 40 mm, waagrecht 20 x 40 mm

> Wandplatte, HPL 10 mm, zum Aushängen

° Klettergriffe: verschiedene Größen und Farben, ca. 4-5 Stück je m², durchgängige

Verschraubung, zusätzliche Sicherung durch dauerelastische Verklebung

° Routen: unterschiedliche Schwierigkeitsgrade

> oberer Abschluss, HPL 10 mm

> inkl. Befestigungsmaterial für Betonwand

° Befestigungsmaterial: Injektionsmörtel, Spannmuttern M10, Gewindestangen M10

Boulderwand Onsight 5100, Gerade Wand (EM-K-5100-G3-S5-H)

Segmentbreite ca. 121 cm

> Unterkonstruktion, Stahl, feuerverzinkt

° 4-Kant-Rohre: senkrecht 40 x 40 mm, waagrecht 20 x 40 mm

> Wandplatte, HPL 10 mm, zum Aushängen

° Klettergriffe: verschiedene Größen und Farben, ca. 4-5 Stück je m², durchgängige

Verschraubung, zusätzliche Sicherung durch dauerelastische Verklebung

° Routen: unterschiedliche Schwierigkeitsgrade

> oberer Abschluss, HPL 10 mm

> inkl. Befestigungsmaterial für Betonwand

° Befestigungsmaterial: Injektionsmörtel, Spannmuttern M10, Gewindestangen M10

Technische Informationen: Draufsicht:

Platzbedarf 755 cm x 267 cm

Gerätegröße 368 cm x 60 cm x 248 cm

Größtes Bauteil 245 cm x 125 cm x 62 cm

Schwerstes Bauteil 160 kg

Verpackungsmaß größtes Bauteil 260 cm x 130 cm x 100 cm

Verpackungsgewicht schwerstes Bauteil 300 kg

Freie Fallhöhe 150 cm

Aufprallfläche 17,00 m²

HPL-Platten Koalagrau

Klettergriffe Rot

Klettergriffe Gelb

Klettergriffe Blau

Techn. Prüfbericht vom TÜV-Product-Service ist vorzulegen

Planungsgrundlage:

EM-K-G3-S5-H

Boulderwandelemente Onesight

ANGEBOT 4516693

Ernst Maier Spielplatzgeräte GmbH

Wasserburger Straße 70

D-83352 Altenmarkt a. d. Alz

Telefon: ++49-(0)8621/ 50 82-10

Telefax: ++49-(0)8621/ 50 82-12

info@spielplatzgeraete-maier.de

www.spielplatzgeraete-maier.de

'........................................'

oder gleichwertig mit Nachweisen.

Bei Produktabweichung einzutragen.

Ohne Eintrag gilt das beschriebene Produkt als angeboten.

Abrechnung nach Aufmaß zzgl. Originallieferschein. Datiert und mit Angabe der Baustelle

Produktbeschreibung:

Yes1.000pschYes

Landematte Outdoor liefern und einbauen.

Dicke: 200 mm

Länge:ca. 5230 mm

Breite ca. 2800 m

nach Aufmaß vor Ort

Kern: Polyätherschaum FCKW-frei geschäumt, Mindestraumgewicht 35kg/m³, Randbereich mit 200mm breiten Verbundschaum Mindestraumgewicht 100kg/m³ verstärkt

besteht aus:

3 Kernen á 1.733 x 2.700 x 200 mm

PU-Schaum RG 35 rundum an den Außenseiten

mit Nadelfilz beklebt

Bezug bestehend aus 1 Unterteil, 1 Oberteil

Hüllenunterteil:

Planenstoff grau beids. (matt) mit Klettband auf

Kern befestigt

Hüllenoberteil:

Planenstoff beids. beschichtet farbig 900g/m²

Klettband auf dem Unterteil der Hülle

befestigt,wie eine Haube übergestülpt

Matte wird in Einzelteilen geliefert zur

Montage vor Ort

Hülle zweiteilig gefertigt mit Haube aus Planenstoff beidseitig beschichtet, Trägergewebe aus Polyester, Fertigstoff mindestens 900g/m² und Wanne aus Planenstoff beidseitig beschichtet, Trägergewebe aus Polyester, Fertigstoff mindestens 550g/m², mit Klettband miteinander verbunden, verschweißte Nähte

Standardfarbe des Herstellers nach Wahl des AG

Planungsvorschlag:

Bänfer GmbH Sportmanufaktur

Industriestraße 11

34537 Bad Wildungen
tel +49 5621 7878-36

andrea.rothe@baenfer.de (andrea.rothe@baenfer.de)
web www.baenfer.de (www.baenfer.de)

'........................................'

oder gleichwertig mit Nachweisen.

Bei Produktabweichung einzutragen.

Ohne Eintrag gilt das beschriebene Produkt als angeboten.

Abrechnung nach Aufmaß zzgl. Originallieferschein. Datiert und mit Angabe der Baustelle

Fallschutzmatte Boulderwand outdoor

SONNENSEGEL 2.OG Nr. 1

Ref1.000StYes

Sonnensegel Austronet 2. OBERGESCHOSS 2.OG Nr. 1

Luft- und Wasserdurchlässig

Größe ca.62 qm

Material Austronet 950, Farbe gemäß Soliday

Farbmusterkartei sunshine 950040 oder nach Wahl des AG

liefern incl. aller Komponenten und montieren

System Soliday C

Komplette Aufrollvorrichtung inkl. Rohrmotor (Standard) und Welle Länge 11 m, 2 Soliday Aluminium Pylon Länge 300 cm, 1 Umlenkset zur Umlenkung auf Punkt B, 2 Wandplatten 15 x 15 cm aus Edelstahl, Anschlussleitung 2 m, weiß oder schwarz, steckbar für Becker-Motoren, sämtliches Zubehör wie Lagerungen, Seile, Seilblöcke, sowie

Schrauben zur Wellen- und Segelmontage

Befestigung der Masten an Attika mittels Mastschuh

Umlenkung, Wandbefestigungen und Zubehör

sämtliches Zubehör wie Lagerungen, Seile, Seilblöcke,

inkl. Schrauben und Befestigungsmaterialien

Inkl. pulverbeschichtete Masten nach Wahl des AG, 2 Stück Sonder-Masthalterungen aus Edelstahl, Funksteuerung (1 Kanal), Sonnen-/Windsensor mit Stromanschluß SC 811 mit Befestigung, Höhenverstellung.

Zusätzlich Schutzhülle, Schutzabdeckungen, Prallschutz in separaten Positionen sowie vollständige Lieferung und Montage mit Inbetriebnahme

Gleitschiene auf Mast montiert, Länge 1,5 m inkl.

Endkappen und Gleitschlitten. inkl. Verspannungsset

Mast I Mast, bei Höhenverstellung mit Gleitschiene

unbedingt vorgeschrieben, da sonst bei tiefgestelltem

Segel das Seil auf der Welle aufliegt und am Tuch

reibt.

Segelspannungs-Winch mit Kurbel

Soliday Seilhalter

Sicherheitstechnische Änderungen am Sonnensegelsystem

gernäß Vorgaben

- Kürzen des Umlaufseils (Höhe mind. 1,60 m über

Gelände)

- Stoffbeutel zur Aufmahme des Bedienungsseils

inkl. Materiallieferung aller notwendigen Teile sowie

Montage

Liefern und fachgerechte Montage der gesamten Anlage

mit Erstinbetriebnahme.

Planungsgrundlage:

Soliday Sonnensegel

Weisenfeld-Projekt-Nr. 2026-01-14-005

Weisenfeld Dachbegrünungen GmbH

Kornstraße 14

85304 llmmünster

Deutschland

Tel. : 084 41 87 16 75·0

Fax 0 84 41 87 16 75·29

firma@weisenfeld.info

'........................................'

oder gleichwertig mit Nachweisen.

Bei Produktabweichung einzutragen.

Ohne Eintrag gilt das beschriebene Produkt als angeboten.

Abrechnung nach Aufmaß zzgl. Originallieferschein. Datiert und mit Angabe der Baustelle

Sonnensegel 62 qm 2. OBERGESCHOSS 2.OG Nr. 1

11.000mYes

Schutzhülle Premium, mit Klettband und integriertem

Verzurrsystem,

Material Austrosail, Farbe stone

Planungsgrundlage:

Soliday Sonnensegel

Weisenfeld-Projekt-Nr. 2026-01-14-005

Weisenfeld Dachbegrünungen GmbH

Kornstraße 14

85304 llmmünster

Deutschland

Tel. : 084 41 87 16 75·0

Fax 0 84 41 87 16 75·29

firma@weisenfeld.info

'........................................'

oder gleichwertig mit Nachweisen.

Bei Produktabweichung einzutragen.

Ohne Eintrag gilt das beschriebene Produkt als angeboten.

Abrechnung nach Aufmaß zzgl. Originallieferschein. Datiert und mit Angabe der Baustelle

Schutzhülle Premium

Yes1.000psch

Schutzabdeckung für Sonnensegelecken (2 Stück)

Notwendiges Zubehör zusätzlich zur Schutzhülle für

Sonnensegeletücher aus Austrosail Nano, Farbe stone,

Schutzabdeckung für Sonnensegelecken (2 Stück)

2.000StYes

Saulenschutzpolster /Prallschutz mit Klettverschluss,

Innenliegender Schaumstoff per Reißverschlus

austauschbar.

Höhe: 90 cm

Material: PVC-Era,

Farbe: rot, gelb, weißgrau nach Wahl des AG

Planungsgrundlage:

Soliday Sonnensegel

Weisenfeld-Projekt-Nr. 2026-01-14-005

Weisenfeld Dachbegrünungen GmbH

Kornstraße 14

85304 llmmünster

Deutschland

Tel. : 084 41 87 16 75·0

Fax 0 84 41 87 16 75·29

firma@weisenfeld.info

'........................................'

oder gleichwertig mit Nachweisen.

Bei Produktabweichung einzutragen.

Ohne Eintrag gilt das beschriebene Produkt als angeboten.

Abrechnung nach Aufmaß zzgl. Originallieferschein. Datiert und mit Angabe der Baustelle

Prallschutz für Segelmast

SONNENSEGEL 2.OG Nr. 2 =b1

Rep1.000StYes

Sonnensegel 2. OBERGESCHOSS 2.OG Nr. b1 =2

Größe ca. 65 qm

Material Austronet 950, Farbe gemäß Soliday

Farbmusterkartei sunshine 950070 terracotta oder nach Wahl des AG liefern incl. aller Komponenten und montieren

Planungsgrundlage:

Soliday Sonnensegel

Weisenfeld-Projekt-Nr. 2026-01-14-005

Weisenfeld Dachbegrünungen GmbH

Kornstraße 14

85304 llmmünster

Deutschland

Tel. : 084 41 87 16 75·0

Fax 0 84 41 87 16 75·29

'........................................'

oder gleichwertig mit Nachweisen.

Bei Produktabweichung einzutragen.

Ohne Eintrag gilt das beschriebene Produkt als angeboten.

Abrechnung nach Aufmaß zzgl. Originallieferschein. Datiert und mit Angabe der Baustelle

Sonnensegel 65 qm 2. OBERGESCHOSS 2.OG Nr. 1b

11.000mYes

Schutzhülle Premium, mit Klettband und integriertem

Verzurrsystem,

Material Austrosail, Farbe stone

Planungsgrundlage:

Soliday Sonnensegel

Weisenfeld-Projekt-Nr. 2026-01-14-005

Weisenfeld Dachbegrünungen GmbH

Kornstraße 14

85304 llmmünster

Deutschland

Tel. : 084 41 87 16 75·0

Fax 0 84 41 87 16 75·29

firma@weisenfeld.info

'........................................'

oder gleichwertig mit Nachweisen.

Bei Produktabweichung einzutragen.

Ohne Eintrag gilt das beschriebene Produkt als angeboten.

Abrechnung nach Aufmaß zzgl. Originallieferschein. Datiert und mit Angabe der Baustelle

Schutzhülle Premium

Yes1.000psch

Schutzabdeckung für Sonnensegelecken (2 Stück)

Notwendiges Zubehör zusätzlich zur Schutzhülle für

Sonnensegeletücher aus Austrosail Nano, Farbe stone,

Schutzabdeckung für Sonnensegelecken (2 Stück)

2.000StYes

Saulenschutzpolster /Prallschutz mit Klettverschluss,

Innenliegender Schaumstoff per Reißverschlus

austauschbar.

Höhe: 90 cm

Material: PVC-Era,

Farbe: rot, gelb, weißgrau nach Wahl des AG

Planungsgrundlage:

Soliday Sonnensegel

Weisenfeld-Projekt-Nr. 2026-01-14-005

Weisenfeld Dachbegrünungen GmbH

Kornstraße 14

85304 llmmünster

Deutschland

Tel. : 084 41 87 16 75·0

Fax 0 84 41 87 16 75·29

firma@weisenfeld.info

'........................................'

oder gleichwertig mit Nachweisen.

Bei Produktabweichung einzutragen.

Ohne Eintrag gilt das beschriebene Produkt als angeboten.

Abrechnung nach Aufmaß zzgl. Originallieferschein. Datiert und mit Angabe der Baustelle

Prallschutz für Segelmast

SONNENSEGEL 2.OG Nr. 2 =b2

Rep1.000StYes

Sonnensegel 3. OBERGESCHOSS 2.OG Nr. b1 =3

Größe ca. 57 qm

Material Austronet 950, Farbe gemäß Soliday

Farbmusterkartei sunshine 950040 Sunshine oder nach Wahl des AG liefern incl. aller Komponenten und montieren

Planungsgrundlage:

Soliday Sonnensegel

Weisenfeld-Projekt-Nr. 2026-01-14-005

Weisenfeld Dachbegrünungen GmbH

Kornstraße 14

85304 llmmünster

Deutschland

Tel. : 084 41 87 16 75·0

Fax 0 84 41 87 16 75·29

'........................................'

oder gleichwertig mit Nachweisen.

Bei Produktabweichung einzutragen.

Ohne Eintrag gilt das beschriebene Produkt als angeboten.

Abrechnung nach Aufmaß zzgl. Originallieferschein. Datiert und mit Angabe der Baustelle

Sonnensegel 57 qm 2. OBERGESCHOSS Nr. 1b

11.000mYes

Schutzhülle Premium, mit Klettband und integriertem

Verzurrsystem,

Material Austrosail, Farbe stone

Planungsgrundlage:

Soliday Sonnensegel

Weisenfeld-Projekt-Nr. 2026-01-14-005

Weisenfeld Dachbegrünungen GmbH

Kornstraße 14

85304 llmmünster

Deutschland

Tel. : 084 41 87 16 75·0

Fax 0 84 41 87 16 75·29

firma@weisenfeld.info

'........................................'

oder gleichwertig mit Nachweisen.

Bei Produktabweichung einzutragen.

Ohne Eintrag gilt das beschriebene Produkt als angeboten.

Abrechnung nach Aufmaß zzgl. Originallieferschein. Datiert und mit Angabe der Baustelle

Schutzhülle Premium

Yes1.000psch

Schutzabdeckung für Sonnensegelecken (2 Stück)

Notwendiges Zubehör zusätzlich zur Schutzhülle für

Sonnensegeletücher aus Austrosail Nano, Farbe stone,

Schutzabdeckung für Sonnensegelecken (2 Stück)

2.000StYes

Saulenschutzpolster /Prallschutz mit Klettverschluss,

Innenliegender Schaumstoff per Reißverschlus

austauschbar.

Höhe: 90 cm

Material: PVC-Era,

Farbe: rot, gelb, weißgrau nach Wahl des AG

Planungsgrundlage:

Soliday Sonnensegel

Weisenfeld-Projekt-Nr. 2026-01-14-005

Weisenfeld Dachbegrünungen GmbH

Kornstraße 14

85304 llmmünster

Deutschland

Tel. : 084 41 87 16 75·0

Fax 0 84 41 87 16 75·29

firma@weisenfeld.info

'........................................'

oder gleichwertig mit Nachweisen.

Bei Produktabweichung einzutragen.

Ohne Eintrag gilt das beschriebene Produkt als angeboten.

Abrechnung nach Aufmaß zzgl. Originallieferschein. Datiert und mit Angabe der Baustelle

Prallschutz für Segelmast

Yes1.000pschYes

Hochheben der Materialien

sämtliche benötigten Materialien für die Dachterrasse 2.OG

über Mobiler Baukran/ Autokran/Schrägaufzug nach Wahl des

AN auf ca. '+ 9.40 m über Brüstung ' m heben

Hochheben der Materialien Dachterrasse 2.OG

Pflanzen

Pflanzarbeiten und Pflanzenlieferung siehe B Weitere Zusätzliche Vertragsbedingungen

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Echinacea purpurea Magnus P 1,0 liefern einpflanzen

26.000StSTLB-Bau2026-04004427113334067142125801989621072136015Salvia nemorosa "Caradonna" (Salbei) P 1,0, liefern und einpflanzen.

Salvia nemorosa Caradonna P 1,0 liefern einpflanzen

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Nepeta x faassenii Walkers Low P 1,0 liefern einpflanzen

26.000StSTLB-Bau2026-04004374813334044632125801989621072136015Achillea millefolium "Cerise Queen" (Garten-Schafgarbe) P 1,0, liefern und einpflanzen.

Achillea millefolium Cerise Queen P 1,0 liefern einpflanzen

26.000StSTLB-Bau2026-0400442841333403842125801989621072136015Sedum Maximum-Hybr."Matrona" (Hohes Herbst-Fettkraut) P 1,0, liefern und einpflanzen.

Sedum Maximum-Hybr.Matrona P 1,0 liefern einpflanzen

13.000StSTLB-Bau2026-0400442841333403782125801989621072136015Sedum Telephium-Hybr."Herbstfreude" (Hohes Herbst-Fettkraut) P 1,0, liefern und einpflanzen.

Sedum Telephium-Hybr.Herbstfreude P 1,0 liefern einpflanzen

26.000StSTLB-Bau2026-04004418513334023122125801989621072136015Pennisetum alopecuroides "Hameln" (Niedriges Lampenputzergras) P 1,0, liefern und einpflanzen.

Pennisetum alopecuroides Hameln P 1,0 liefern einpflanzen

26.000StSTLB-Bau2026-04004399513334050512125801989621072136015Festuca glauca "Elijah Blue" (Blau-Schwingel) P 1,0, liefern und einpflanzen.

Festuca glauca Elijah Blue P 1,0 liefern einpflanzen

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Sedum spurium Fuldaglut P 1,0 liefern einpflanzen

KRÄUTER

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Thymus vulgaris P 1,0 liefern einpflanzen

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Origanum vulgare P 1,0 liefern einpflanzen

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Salvia officinalis i.S. P 1,0 liefern einpflanzen

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Lavandula angustifolia Hidcote Blue liefern einpflanzen

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Melissa officinalis P 1,0 liefern einpflanzen

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Mentha piperita P 1,0 liefern einpflanzen

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Matricaria caucasica P 1,0 liefern einpflanzen

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Allium schoenoprasum P 1,0 liefern einpflanzen

6.000St

Petroselinum crispum (Petersilie ) P 1,0, liefern und einpflanzen.

Petroselinum crispum (Petersilie ) P 1,0, liefern und pflanzen

PFLEGE

Standardbesch Richtlinien Dachbegrünung Fertigstellungspflege

29.000m²

Fertigstellungspflege nach FLL-Dachbegrünungsrichtlinie bis zum Erreichen des abnahmefähigen Zustandes über die

Dauer von einer Vegetationsperiode.

Abnahmefähiger Zustand bei einer projektiven Deckung von mind. 60 % zu erreichen.

Ein fortlaufendes Protokoll über die durchgeführten Arbeiten und den Zustand der Dachbegrünung ist zu führen und dem

Bauherren vorzulegen.

Folgende Arbeiten sind jeweils inkl. der erforderlichen Materialien bzw. Entsorgung auszuführen:

- 1 x durchdringende Anfangsbewässerung nach der Pflanzung

- 3 x Fremdaufwuchs entfernen

- 1 x Düngen im Mai/Juni mit umhülltem Langzeitdünger

- 2 x Laub und Unrat entfernen

- 2 x Kontrollschächte und Abläufe kontrollieren und säubern

- 1 x Nachsaat/ Nachpflanzung von Fehlstellen

Die notwendige Anfangsbewässerung der Stauden je nach Erfordernis ist in die Position einzukalkulieren

Auf eine evtl. notwendige Verlängerung der Dauer zur Fertigstellungspflege ist rechtzeitig hinzuweisen.

Fertigstellungspflege Pflanztröge

17.000StSTLB-Bau2026-0400316927744025478050658527039395029396088524049111022136015939704Wässern der Pflanzung, Pflanzkübel, Wasser kann den vorh. Zapfstellen unentgeltlich entnommen werden, Wassermenge je Arbeitsgang mind. 10 l/St, 10 Arbeitsgänge, Abrechnung nach bewässerten Einheiten, der Preis der Einzelleistung errechnet sich aus dem Einheitspreis geteilt durch die Anzahl der Arbeitsgänge.

Wässern Pflanzung Pflanzkübel 10l l/St 10Arbeitsgänge

14.000St

Einlaufkästen, Kontrollschächte und Rinnenabläufe kontrollieren und säubern/reinigen,

Abdeckungen/Deckel lose, im manuellen Verfahren, Abfall laden,

Transport und Entsorgung der Abfälle ist einzukalkulieren

Einläufe reinigen manuell