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)
prodotto dalla BEST TOOLS Alta qualità: pieno acciaio inossidabile, dispositivo di misurazione di alta qualità.
Alta precisione: la precisione è di 0,02 mm / 0,001 pollici (meno di 100 mm) e 0,03 mm / 0,001 pollici (100 - 150 mm)
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Multi Function: Il calibro metrico è 0-6 pollici / 150 mm, può misurare diametro esterno, diametro interno, profondità e valore di passo di un oggetto squisito, uno strumento multifunzionale per voi. Intervallo di misurazione: 0 - 150 mm (0 - 6 pollici
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Lo scivolo è liscio, senza grinza. Asta di profondità integrata
Superficie estremamente levigata, peso pesante, design robusto con superfici di misura in acciaio indurito
Strumento Di Misurazione Del Calibro Ad Alta Precisione
Da 15cm, Calibro A Corsoio In Acciaio, Strumento Calibro Per Fai Da Te/famiglia
COME FOTO
VARIE SCELTE DI METODO DI SPEDIZIONE