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Simulacre 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.
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