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Stage Ingegneria di Processo - Area OCTG & CAO (Dalmine, Lombardy, Italy) @ Tenaris

Dalmine, Lombardy, ItalyOnsiteFull-time
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About this role

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" width="161" height="58"></span></p> <p> </p> <p><span>🎓</span> <strong>Target:</strong> Laureandi / Neolaureati in Ingegneria</p> <div align="center"><hr align="center" size="2" width="100%"></div> <p><strong>🚀</strong><strong> Entra nel cuore delle Operations industriali</strong></p> <p>Stiamo cercando un/a tirocinante da inserire nell’area <strong>OCTG</strong>, dove avrai l’opportunità di lavorare su progetti concreti legati all’ottimizzazione dei processi produttivi e all’innovazione tecnologica.</p> <p>Durante lo stage contribuirai attivamente alle iniziative di miglioramento continuo, con un impatto diretto su efficienza, qualità e costi produttivi.</p> <div align="center"><hr align="center" size="2" width="100%"></div> <p><strong>🔍</strong><strong> Cosa farai</strong></p> <ul type="disc"> <li>Supporterai progetti di <strong>miglioramento della produttività e riduzione dei costi</strong> sulle linee produttive</li> <li>Parteciperai ad analisi di <strong>Tempi &amp; Metodi</strong> per ottimizzare le attività operative</li> <li>Collaborerai all’implementazione di <strong>azioni di miglioramento continuo</strong></li> <li>Lavorerai a stretto contatto con il team su progetti legati a <strong>nuove tecnologie di processo</strong></li> <li>Contribuirai alle attività operative previste nei progetti di area</li> </ul> <div align="center"><hr align="center" size="2" width="100%"></div> <p><strong>👤</strong><strong> Chi cerchiamo</strong></p> <ul type="disc"> <li>Laureando/a o neolaureato/a in <strong>Ingegneria</strong> (Meccanica, Gestionale o affini)</li> <li>Interesse per <strong>contesti industriali e produttivi</strong></li> <li>Approccio analitico e orientamento al <strong>problem solving</strong></li> <li>Proattività e capacità di lavorare in team</li> </ul> <div align="center"><hr align="center" size="2" width="100%"></div> <p><strong>💡</strong><strong> Cosa ti offriamo</strong></p> <ul type="disc"> <li>Esperienza diretta su <strong>progetti industriali reali</strong></li> <li>Sviluppo di competenze su <strong>processi produttivi e continuous improvement</strong></li> <li>Affiancamento a professionisti dell’area Operations</li> <li><strong>Compenso stage: 750€/mese</strong></li> <li><strong>Pranzo gratuito presso la nostra mensa aziendale</strong></li> </ul>

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