In collaborazione con:
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In questa quinta ed ultima sessione dell'Arena Digital Solution illustreremo come TeamMate+ supporta i dipartimenti di Internal Audit di tutti i settori a livello mondiale nel creare valore per le loro organizzazioni. Dalla pianificazione risk-based, alla gestione e all'esecuzione degli audit, agli approfondimenti basati sui dati e al monitoraggio collaborativo delle azioni correttive, TeamMate+ è la soluzione best of breed preferita dai principali team di Internal Audit di tutto il mondo.
Questa sessione comprenderà una panoramica del prodotto e una dimostrazione dal vivo di come TeamMate+ è stato progettato per ottenere un maggior livello di assurance in linea con gli Standard della professione e per elevare le performance dell'Internal Audit. Al termine della dimostrazione, dedicheremo del tempo per rispondere alle vostre domande.
Obiettivi:
- Scoprire come la tecnologia può aiutare a migliorare il vostro programma di assurance.
- Esplorare il ciclo completo di audit e illustrare quali funzionalità possono supportare gli auditor in ogni fase di audit.
- Ottenere una migliore comprensione di come un audit management tool può aiutare a semplificare le sue attività di audit con un approccio integrato