![](data:image/jpeg;base64,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)
Per praticare fori passanti in legno, plastica, pannelli murali, acciaio inossidabile e altri metalli.
Ampia applicabilità in edilizia, servizi e officine.
Quando viene utilizzata per lavorare con l'acciaio inossidabile, ad esempio nei lavelli da cucina, la punta per seghe a tazza con un'aggiunta di cobalto all'8% (acciaio M42) offre una durata significativamente (50%) più lunga rispetto alle seghe a tazza con una percentuale inferiore di cobalto.
- corpo realizzato in acciaio rapido di alta qualità con l'aggiunta dell'8% di cobalto (Co);
- la dentatura variabile consente la foratura in materiali di durezza variabile;
- profondità di taglio: 38 mm;
- robusta costruzione del corpo con fessure verticali per una facile rimozione dell'anima;
- il cambio rapido e semplice della punta della sega e della punta pilota garantisce un uso confortevole;
< li>imballato in scatole di cartone.