KS TOOLS
OZ Spezial-Alu-Felgen-Stecknuss-Satz
für mehrteilige
OZ-Felgen, 2-tlg
-
Artikel-Nr.:
515.1039-2
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EAN:
4042146624142
Details
- passgenaues Spezialprofil zum Zerlegen der mehrteiligen OZ Felgen
- auch für BBS, AMG, RH etc. -Felgen mit OZ-Verschraubung geeignet
- Innenvierkant nach DIn 3121 / ISO 1174 mit Kugelfangrille
- fachgerechte und beschädigungsfreie Montage und Demontage
- zeitsparende Veredelung und Instandsetzung
- matt satiniert
- Chrom Vanadium
Lieferumfang
515.1033 OZ Spezial-Alu-Felgen-Stecknuss für mehrteilige OZ-Felgen, 8mm515.1034 OZ Spezial-Alu-Felgen-Stecknuss für mehrteilige OZ-Felgen, 10mm
![](data:image/png;base64,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)