Suchen mit Schlüsselnummer (HSN / TSN, siehe Fahrzeugbrief / Fahrzeugschein zu 2.1 / 2.2. ):
zu 2.1:
zu 2.2:
Manuelle Fahrzeugsuche - Wählen Sie hier Ihr Fahrzeug aus (Hersteller, Modellreihe, Motorisierung):
Hersteller:
Modellreihe:
Gefundene Fahrzeuge:
Fahrzeug
Baujahr | KW | PS | CCM
 
1L Öl Original SAAB Automatikgetriebeöl Getriebeöl Servolenköl Dexron II III VI 6T70, Für 9-3 I / 9-5 I / 9-5 II / 9-4X (siehe Artikelbeschreibung)
  • Auf den Merkzettel
0
Hersteller SAAB
Artikel-Nr. 93165414
Lieferzeit 1 bis 3 Tage
Qualität: Premium

Der gewünschte Artikel ist ausverkauft.

Ersatzteil "TRANSMISSIONSÖL" für SAAB.

1L Öl Original SAAB Automatikgetriebeöl Getriebeöl Servolenköl Dexron II III VI 6T70, Für 9-3 I / 9-5 I / 9-5 II / 9-4X (siehe Artikelbeschreibung)

Verwendungsarten:

<img src="data:image/png;base64,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

Kundenbewertung für "1L Öl Original SAAB Automatikgetriebeöl Getriebeöl Servolenköl Dexron II III VI 6T70, Für 9-3 I / 9-5 I / 9-5 II / 9-4X (siehe Artikelbeschreibung)"

Bewertungen werden nach Überprüfung freigeschaltet.

*
*
*
*
*
*

Die mit einem * markierten Felder sind Pflichtfelder.

Nachfolgend finden Sie unsere Liefer- und Versandkosten für den Warenversand nach Deutschland, Österreich, Liechtenstein und in die Schweiz.

Um Versandkosten in andere Länder einzusehen, klicken Sie oben rechts auf die US-Flagge / den Union Jack.

Lieferkonditionen innerhalb der Bundesrepublik Deutschland

Wir liefern per DHL, DPD, GLS, UPS, NOX Innight (ehemals TNT Innight) oder Spedition (je nach Gewicht, Wert und Größe einer Sendung). In der Regel beträgt die Lieferzeit ca. 1-3 Werktage (jeweils gerechnet von Zahlungseingang bis Anlieferung).

Wir berechnen die Verpackungs- und Versandkosten nach folgender Staffelung abhängig von Gewicht und Maßen (maximal 120cm x 60cm x 60cm) der Sendung:

* Paketfähige Ware bis zu einem Gewicht von 40kg (inkl. Verpackungsgewicht): 6,60 Euro

Sperrige Karosserieteile und alle anderen Artikel mit einem Gurtmass von maximal 300cm und einem Gewicht von maximal 30kg können per DHL versendet werden (zusätzlich zu den Versandkosten wird ein Sperrgutzuschlag in Höhe von 31,00 Euro erhoben).

Das Gurtmass berechnet sich wie folgt:

Gurtmass = Länge + 2x Breite + 2x Höhe.

Größere Karosserieteile, Motoren, Motorblöcke, Getriebe, Scheiben und andere große und schwere Artikel (Artikel mit einem Gurtmass >300cm und einem Gewicht > 30kg oder Artikel mit einem Gewicht > 40kg) werden in Spezialverpackung und / oder auf Europalette per Spedition versendet. Die Frachtkosten betragen 97,86 Euro.

Werkstätten und Autohäuser, die ein NOX Innight-Depot haben, können wir nach Absprache im Einzelfall zeitsparend per NOX Innight beliefern.

Bitte kontaktieren Sie unseren Kundenservice, wenn eine Anlieferung per NOX Innight möglich und gewünscht ist. Weitere Informationen entnehmen Sie bitte unseren Allgemeinen Geschäftsbedingungen (AGB).

Lieferkonditionen nach Österreich

Wir liefern per Deutsche Post, DHL, DPD, GLS, UPS, NOX Innight oder Spedition (je nach Gewicht, Wert und Größe einer Sendung).

In der Regel beträgt die Lieferzeit ca. 1-3 Werktage (jeweils gerechnet von Zahlungseingang bis Anlieferung).

Wir berechnen die Verpackungs- und Versandkosten nach folgender Staffelung abhängig von Gewicht und Maßen (maximal 120cm x 60cm x 60cm) der Sendung:

* bis 4,99kg (inkl.Verpackungsgewicht): 11,90 Euro

* ab 5kg bis 9,99kg (inkl.Verpackungsgewicht): 12,90 Euro

* ab 10kg bis 19,99kg (inkl.Verpackungsgewicht): 13,90 Euro

* ab 20kg bis 30kg (inkl.Verpackungsgewicht): 16,90 Euro

Sperrige Karosserieteile und anderes Sperrgut mit einem Gurtmass von maximal 300cm und einem Gewicht von maximal 30kg kann per DHL versendet werden (zusätzlich zu den Versandkosten wird ein Sperrgutzuschlag in Höhe von 31,00 Euro erhoben).

Das Gurtmass berechnet sich wie folgt:

Gurtmass = Länge + 2x Breite + 2x Höhe.

Größere Karosserieteile, Motoren, Motorblöcke, Getriebe, Scheiben und andere großes und schwere Artikel (Artikel mit einem Gurtmass >300cm und einem Gewicht > 30kg oder Artikel mit einem Gewicht > 40kg) werden in Spezialverpackung und / oder auf Europalette per Spedition versendet. Die Frachtkosten betragen 195,00 Euro.

Weitere Informationen entnehmen Sie bitte unseren Allgemeinen Geschäftsbedingungen (AGB).

Lieferkonditionen nach Liechtenstein und in die Schweiz

Wir liefern per Deutsche Post, DHL oder Spedition (je nach Gewicht, Wert und Größe einer Sendung). In der Regel beträgt die Lieferzeit ca. 2-3 Werktage (jeweils gerechnet von Zahlungseingang bis Anlieferung).

Wir berechnen die Verpackungs- und Versandkosten nach folgender Staffelung abhängig von Gewicht und Maßen (maximal 120cm x 60cm x 60cm) der Sendung:

* Päckchen / Warenpost bis 2kg: 12,90 Euro

* Paket bis 9,99kg: 30,00 Euro

* Paket über 10kg bis 19,99kg: 35,00 Euro

* Paket über 20kg bis 30kg: 45,00 Euro.

Sperrige Karosserieteile und anderes Sperrgut mit einem Gurtmass von maximal 300cm und einem Gewicht von maximal 30kg kann per DHL versendet werden (zusätzlich zu den Versandkosten wird ein Sperrgutzuschlag in Höhe von 31,00 Euro erhoben).

Das Gurtmass berechnet sich wie folgt:

Gurtmass = Länge + 2x Breite + 2x Höhe.

Artikel mit einem Gurtmass > 300cm sowie Artikel mit einem Gewicht > 30kg sowie Bestellungen mit einem Netto-Warenwert über netto 1000,00 Euro müssen per Spedition verschickt werden (Frachtraten der Spedition sowie ebenfalls zusätzlich dann immer anfallende Gebühren für die Zollabfertigung auf Anfrage - bitte wenden Sie sich an unser Verkaufsteam).

Weitere Informationen entnehmen Sie bitte unseren Allgemeinen Geschäftsbedingungen (AGB).

Das könnte Sie auch interessieren:

Hebel Feststellbremse / Handbremse Original SAAB 9-3 I ´98-03

UBERZUG für SAAB, Original-Ersatzteil - OE Nr. 12772697

BEZUGE für SAAB, Original-Ersatzteil - OE Nr. 12772748

Stütze für SAAB, Original-Ersatzteil - OE Nr. 13286160

SICHERHEITSGURT für SAAB, Original-Ersatzteil - OE Nr. 13305364

SEILZUG für SAAB, Original-Ersatzteil - OE Nr. 4559746