Quadratische Brille mit
Zebramuster Schwarz / Weiß / Innenrahmen Rot abgesetzt, Silberne Metall-Bügel.
![](data:image/jpeg;base64,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)
Modelform: Quadratisch
Rahmen: Zebramuster Schwarz - Weiß Profil, Silberne Metall-Bügel
Material: Kunststoff 100 % ICH,
Hergestellt in
Italien
Lieferumfang: 1 x Gestell Nr 13 Zebramuster schwarz / weiß frankie morello
BG Nr
13 F.M Zebramuster Black 22102
---------------------------------------------------------------------------------------
Alle angegebenen Preise sind Gesamtpreise (ggf. zzgl. Versandkosten)
Aufgrund Kleinunternehmerstatus gem. § 19 UStG wird die Umsatzsteuer in der Rechnung nicht ausgewiesen.