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Examen 1a avaluació (A)Joan 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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