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Examen ExtraordinàriaJoan Puigcerver Ibáñez dBekfvsggdSHjKdCu1leyQ==;8GGA+Uri1e9oa02EXgi3OaANVEui9YZw5aYOW2srEwUhb8Cw67qxyB3AKbwf6Y0MOzbLROWBPXZWy/MToHk8cK7Vy4PmDlpYvQDBXRTsylc=
SJy8w7uqIk7Q0bvhV/Bvag==;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Examen ExtraordinàriaJoan 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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