Złącze Zipbolt 11.550
Zastosowanie:
- konstrukcje poręczy (łączenie poręczy ze słupem 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 - ok 60 mm
C - ok 60 mm
D - Ø 8 mm
E - Ø 9 mm
F - Ø 6,5-7 mm
Film instruktażowy (łączenie poręczy ze słupem pod kątem):