Złącze Zipbolt 14.100
Zastosowanie:
- konstrukcje balustrad (łączenie słupa z podłożem)
- konstrukcje łóżek
- konstrukcje lad sklepowych
- wiele innych zastosowań
Producent, przy słupach o przekroju grubszym niż 9 x 9 cm, zaleca użycie więcej niż 1 tego typu złącza.
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 35 mm
B - 125 mm
C - 143 mm
D - Ø 11 mm
E - Ø 13 mm
F - Ø 10 mm
G - Ø 13,5 mm
Film instruktażowy (łączenie słupa z podłożem):