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)
Dal 9 all'11 Giugno 2022 saremo presenti a MECSPE – Bologna, ospiti di Balance Systems
Sarà presente in esposizione una postazione di misura dinamica per il rilievo di quote dimensionali e geometriche di alberi e rotori elettrici.
Riguardo MECSPE:
L'eccellenza della tecnologia, applicata all'industria.
Grazie alla sinergia dei 13 saloni tematici che offrono al visitatore una panoramica completa su materiali,
macchine e tecnologie innovative e alle iniziative uniche come la Fabbrica Digitale 4.0,
la manifestazione rappresenta la via italiana per l’industria 4.0.