Złącze Zipbolt 11.600
Zastosowanie:
- konstrukcje poręczy (łączenie dwóch poręczy pod kątem)
- konstrukcje łóżek
- konstrukcje lad sklepowych
- wiele innych zastosowań
Poznaj nowy łącznik marki ZIPBOLT, jego najważniejszą cechą jest możliwość szybkiego i precyzyjnego skręcania.
Mocowanie przy użyciu łącznika ZIPBOLT wymaga tylko 3 prostych czynności. Pozwala to na oszczędność czasu, pieniędzy i siły.
Łącznik jest wykonany z hartownej stali i przeznaczony do wieloletniego użytkowania.
Do tych złączy polecamy zaślepki maskujące dostępne w naszym sklepie.
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)
A - Ø 25 mm
B - 60 mm
C - 60 mm
D - Ø 8 mm
E - Ø 9 mm
Film instruktażowy ( łączenie poręczy pod kątem ):