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PER FORMARE è un'Agenzia per il Lavoro autorizzata dal Ministero Del Lavoro allo svolgimento di attività di intermediazione ai sensi dell'art. 6 D.Lgs 276/2003. PARTECIPA ANCHE TU IL 9 ottobre 2024 all’INCLUSIVE JOB DAY Dna – Difference In Addition, progetto di Per Formare - Agenzia per il Lavoro e la Formazione, organizza il Dna Inclusive Job Day 2024, un recruiting day per l’incontro tra candidat* che appartengono a categorie protette e/o portatori di differenze e aziende. Candidandoti all’annuncio potrai entrare nel processo di ricerca e selezione di grandi aziende alla ricerca di talenti, partecipare ai webinar informativi e incontrare i responsabili delle risorse umane delle aziende alla ricerca di personale.
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")
Engineering è la Digital Transformation Company che supporta aziende e organizzazioni nell’evoluzione continua del modo in cui lavorano e operano. Il Gruppo Engineering è leader in Italia e in crescita nel mondo, con più di 15.000 dipendenti, 70 aziende e oltre 70 sedi in Europa, USA e Sud America. Attraverso la divisione Ricerca & Innovazione, che conta su 450 ricercatori e data scientist e su una rete globale di università, startup e centri di ricerca, il Gruppo investe in progetti internazionali di R&S, esplorando tecnologie di frontiera e disegnando nuove soluzioni di business. Inoltre, grazie alla propria IT & Management Academy “Enrico Della Valle” offre percorsi continui di upskilling e reskilling sia ai dipendenti che a stakeholder esterni, erogando 32.000 giornate di formazione/anno. In Engineering, ci impegniamo a creare un ambiente in cui le persone possano esprimere il proprio potenziale e sentirsi accettate, valorizzate ed incluse. Il nostro approccio alla diversità, equità e inclusione (DEI) si basa su quattro pilastri strategici: • Migliorare grazie ai dati - Prendere decisioni basandosi su dati certi e chiari ci aiuta a garantire che le nostre iniziative DEI siano efficaci e d'impatto. • Valorizzare la diversità - Ci impegniamo affinché la nostra popolazione aziendale rifletta la ricchezza della società in cui viviamo ed operiamo, valorizzando prospettive ed esperienze diverse • Coltivare una mentalità e una cultura inclusiva – Promuoviamo iniziative di training e engagement per rendere il nostro ambiente di lavoro quanto più inclusivo possibile.
Think Inclusively with Pride
Per ENGINEERING, siamo alla ricerca di neolaureat* o laureand* in materie Economiche desiderosi di crescere e far emergere il proprio potenziale. Sarai immers* in un ambiente che valorizza la tua crescita attraverso un training on the job continuo e una formazione specialistica che potenzierà le tue hard e soft skills. La IT & Management Academy ‘Enrico della Valle’ di ENGINEERING da più di 30 anni crea percorsi di apprendimento innovativi ed esperienziali mirati a valorizzarti, trasmettendoti le conoscenze più richieste sul mercato del lavoro e accompagnandoti nella tua carriera con noi.
- Tipologia di inserimento: diretta - CCNL Metalmeccanico - Orario: Full time 40h - Modalità: ibrido - Sedi: Roma | Milano | Torino | Bologna | Palermo | Napoli | Firenze | Genova | Padova
Sei la persona che stiamo cercando se: - Hai conseguito o stai conseguendo una laurea in discipline Economiche; - Sei predispost* al lavoro in team e alla condivisione di nuove idee; - Pensi fuori dagli schemi e ti piace creare soluzioni innovative; - Vuoi metterti alla prova, imparare e raggiungere obiettivi ambiziosi.
Le persone valutate idonee effettueranno un colloquio conoscitivo direttamente con i responsabili dell'azienda in occasione dell'INCLUSIVE JOB DAY che si terrà IL 9 ottobre: una giornata interamente dedicata all'incontro tra aziende che mirano alla valorizzazione delle differenze e delle competenze e candidati appartenenti a tutti i diversity target group, categorie protette, donne, stranieri, disoccupati, LGBTQ+, percettori Naspi, persone con disabilità, giovani e over50.
Fatti conoscere! Se il tuo profilo sarà valutato positivamente, riceverai (a partire dal 2 settembre) una e-mail di invito ufficiale all’evento a cui ti verrà richiesto di confermare la presenza, e ti verranno fornite le indicazioni per accedere alla piattaforma virtuale e gli orari dei colloqui. L'Inclusive Job Day si terrà mercoledì 9 ottobre e si svolgerà interamente online su piattaforma dedicata. L'evento riservato a tutti i diversity target group.
Come candidarsi: - Registrarsi all'annuncio entro il giorno 15 settembre 2024 - Accompagnare la candidatura con un CV aggiornato
DNA – Difference In Addition è la piattaforma multistakeholder che guida e supporta le organizzazioni nella generazione di innovazione attraverso strategie e azioni che mettono diversità, equità, inclusione e welfare al servizio di cambiamento sostenibile e impatto sociale. PER FORMARE è un'Agenzia per il Lavoro autorizzata dal Ministero del Lavoro allo svolgimento di attività di intermediazione ai sensi dell’art. 6 D.Lgs 276/2003.
DNA Inclusive Job Day 2024 - Candidati | Difference iN Addition
www.performare.eu
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