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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.
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