Achtung, dieser Internet-Shop wird nicht mehr unterstützt und wird bald abgeschaltet!
Bitte nicht mehr hier im alten Shop bestellen, Danke.
Die aktuellen Links zu den neuen Plasma-Shops befinden sich hier:
Uralte beschichtete Kupferplatte.
ca. 20 Jahre lang natürlich gecoatete Platten.
Danach mindestens 6 mal kalt gecoatet und vor jedem Coaten gewaschen und danach Potenziale abgezogen.
Maße: ca. 6.3 x 8.9 cm
Dicke 0.7mm geschätzt!!!
ich hab nur eine gemessen, und der Rest sieht gleich groß aus, somit keine Gerantie auf die genaue Größenangabe.
Diese
Angebot stammte vom Rainer Pauli, Reklamationen bitte dort vornehmen ;-)
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)
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Menge |
Rabatt |
1 ~ 2 |
0% |
3 ~ 3 |
26% |
4 ~ 4 |
34% |
5 ~ 5 |
39% |
6 ~ 6 |
42% |
7 ~ 7 |
44% |
8 ~ 8 |
46% |
9+ |
47% |