10.06.2016, 21:48
Aus eigener Erfahrung weiß Ich, das z.B. die Modelle 201,203,210 und 230 über dieses große Rad verfügen.
Bei mir sieht´s aber so aus:
![[Bild: 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)
Ich könnte natürlich die gesammte Trägerplatte umbauen,aber das ist mir zu viel Arbeit.
Bei mir sieht´s aber so aus:
Ich könnte natürlich die gesammte Trägerplatte umbauen,aber das ist mir zu viel Arbeit.
Improvisation ist die Mutter aller Reparaturen.
