Zamek wpuszczany hakowy dzięki specjalnej konstrukcji może być zastosowany do drzwi metalowych oraz bram wjazdowych,
drzwi przesuwnych, drzwi wejściowych etc. Hak unoszony zarówno klamką jak i wkładką, nie chowa się do kasety zamka.
Zamek uniwersalny. Blacha zaczepowa w komplecie
![](data:image/png;base64,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)
Pakowanie: kartonik, opakowanie zbiorcze 20 szt.