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![Präzisions-Stabmikroskop mit Skalierung und Beleuchtung](https://wepo24.de/media/image/45/54/g0/SM402-4035b7a656d59214_600x600.jpg)
- Artikel-Nr.: MSM403-01005070
Präzisions-Stabmikroskop mit Skalierung und Beleuchtung Linse vergütet mit Fokussierung... mehr
Produktinformationen "Präzisions-Stabmikroskop mit Skalierung und Beleuchtung"
Präzisions-Stabmikroskop mit Skalierung und Beleuchtung
Linse vergütet
mit Fokussierung
mit zuschaltbarer LED-Leuchte
Gehäuse aus Polyamid
im Etui
Lieferung ohne Batterie (2 x AA 1,5 V LR6)
Precision tube microscope with scale and LED-light
lens tempered
with focus
with LED light, shiftable
housing made of polyamid
in case
Delivery without battery (2 x AA 1,5 V LR6)
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)
Weiterführende Links zu "Präzisions-Stabmikroskop mit Skalierung und Beleuchtung"
Linse vergütet
mit Fokussierung
mit zuschaltbarer LED-Leuchte
Gehäuse aus Polyamid
im Etui
Lieferung ohne Batterie (2 x AA 1,5 V LR6)
Precision tube microscope with scale and LED-light
lens tempered
with focus
with LED light, shiftable
housing made of polyamid
in case
Delivery without battery (2 x AA 1,5 V LR6)
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