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Das STRG+V Spiel


Heckschleuder89
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  • 3 Wochen später...

  • 3 Monate später...

Pozor!

Na okno lepidlo je nanesené v forme "trojuholníkové húsenice", potom začitok a koniec korálku treba prepracovať ručne.

Eine neue Kupplung 150€, Kopfdichtung 20€, ein Satz Felgen 900€, e30-Talk unbezahlbar

 

BMW-Fachsimpeln auf Facebook

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  • 5 Monate später...

toschu: wer Saxes verfälscht oder nachmacht oder nachgemachte oder verfälschte Saxes in Umlauf bringt, wird mit Gulasch nicht unter 4 Pötten bestraft!

toschu: <- wünscht allen sachsmännern die richtige sachsfrau
M3_M30_Steffsaxe du bist ne geile sau 
Freak e30:  ich kenne deine koch künste zwar nicht,aber ob du am saxens salat rannkommst 
[Heute 05:50] Keeg: ja, deine mission hat einen hauch von kolumbus und missionarsarbeit

 

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  • 1 Jahr später...

JJD1410197843915, na, was ist das wohl?

 

Gruß, Erik.

Der Unterschied zwischen einem Einachs-Antrieb und einem Allrad besteht darin, daß beim Allrad alle vier Räder durchdrehen (Otto Frhr. Marschall, bei einer Rallye im Harz, Ende der 60er):drive:.

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Die Nummer dazu, korrekt.

http://e30-talk.com/data:image/png;base64,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

Gruß, Erik.

Der Unterschied zwischen einem Einachs-Antrieb und einem Allrad besteht darin, daß beim Allrad alle vier Räder durchdrehen (Otto Frhr. Marschall, bei einer Rallye im Harz, Ende der 60er):drive:.

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An Ärger festhalten ist wie wenn du ein glühendes Stück Kohle festhälst, mit der Absicht, es nach jemandem zu werfen - derjenige, der sich dabei verbrennt, bist du selbst.
(Weisheit von Buddha)

http://www.thebigm75.com

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FIAT 130B, 3225ccm 165PS, 3-Gang-Automatic, eFh, Klima, Sperrdiff., Transistorzündung, Bj. 1974.

 

Gruß, Erik.

Der Unterschied zwischen einem Einachs-Antrieb und einem Allrad besteht darin, daß beim Allrad alle vier Räder durchdrehen (Otto Frhr. Marschall, bei einer Rallye im Harz, Ende der 60er):drive:.

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  • 2 Wochen später...
:motz:

Woher soll ich denn wissen, was ich denke, bevor ich nicht gehört hab, was ich gesagt habe ?
 

Neue Schrauben für den E30 in neu und Gelbverzinkt? -> http://sperber-classic.de/SchraubenE30

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Der Unterschied zwischen einem Einachs-Antrieb und einem Allrad besteht darin, daß beim Allrad alle vier Räder durchdrehen (Otto Frhr. Marschall, bei einer Rallye im Harz, Ende der 60er):drive:.

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  • 4 Monate später...

toschu: wer Saxes verfälscht oder nachmacht oder nachgemachte oder verfälschte Saxes in Umlauf bringt, wird mit Gulasch nicht unter 4 Pötten bestraft!

toschu: <- wünscht allen sachsmännern die richtige sachsfrau
M3_M30_Steffsaxe du bist ne geile sau 
Freak e30:  ich kenne deine koch künste zwar nicht,aber ob du am saxens salat rannkommst 
[Heute 05:50] Keeg: ja, deine mission hat einen hauch von kolumbus und missionarsarbeit

 

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  • 1 Jahr später...

Der Unterschied zwischen einem Einachs-Antrieb und einem Allrad besteht darin, daß beim Allrad alle vier Räder durchdrehen (Otto Frhr. Marschall, bei einer Rallye im Harz, Ende der 60er):drive:.

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  • 3 Wochen später...

good day,
I would be happy to receive from you to review, as you get an evaluation from me, thank you.

Der Unterschied zwischen einem Einachs-Antrieb und einem Allrad besteht darin, daß beim Allrad alle vier Räder durchdrehen (Otto Frhr. Marschall, bei einer Rallye im Harz, Ende der 60er):drive:.

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 .

Der Unterschied zwischen einem Einachs-Antrieb und einem Allrad besteht darin, daß beim Allrad alle vier Räder durchdrehen (Otto Frhr. Marschall, bei einer Rallye im Harz, Ende der 60er):drive:.

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