fHZ5cWGB0qUGOvYSaxUwJA==;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
- Scénario 1 : Mon SI est vieillissant. Par où commencer ?
- Scénario 2 : Nous voulons lancer un nouveau service numérique en moins d’un an.
- Scénario 3 : Nous avons subi une cyberattaque. Que changer structurellement ?
- Scénario 4 : Nous lançons un programme IA. Comment éviter les pièges classiques ?
- Scénario 5 : Notre DSI nous présente une migration cloud totale. Comment arbitrer ?