|
|
DAMs1: Examen 2a avaluacióJoan Puigcerver Ibáñez JWORxJy32r7GGSu5Ykhqjg==;PMpdFvx2ZRbk3mfbxbdxEcgJB6IAbp4zpRde6VQkNULw2hMAIMbOoJVRKE/I5ZctrvUGkSorO4HBZ6p/gGVM+fx8FrB1YQglhKRPOBaZYmg=
TZuOdPnHKJUOw02GGjl33Q==;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
📌 Aquest document pot quedar desactualitzat després d’imprimir-lo. Pots consultar la versió més recent
a la pàgina web.
🌿 Abans d’imprimir aquest document, considera si és realment necessari. Redueix el consum de paper i ajuda a protegir el nostre entorn.
|
|
|
|
|
DAMs1: Examen 2a avaluacióJoan Puigcerver Ibáñez 📌 Aquest document pot quedar desactualitzat després d’imprimir-lo. Pots consultar la versió més recent
a la pàgina web.
🌿 Abans d’imprimir aquest document, considera si és realment necessari. Redueix el consum de paper i ajuda a protegir el nostre entorn.
|