Złącze Zipbolt 13.600
Zastosowanie:
- konstrukcje poręczy (łączenie poręczy ze słupem na prosto)
- 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 - 38 mm
C - 52 mm
D - Ø 7 mm
E - Ø 9-10 mm
F - Ø 6-7 mm
Film instruktażowy ( łączenie poręczy ze słupem lub poręcz z poręczą ):