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Examen OrdinàriaJoan Puigcerver Ibáñez jAe1LescXiDIy/5DKZcyFw==;tDclnbEeIBSk33ZcOvqLOak+40Cu/dSkzQEmmF+OG+E6SVh2eq/63LeCdj6zvr3aVcFpPYINN9G8JRKgHNSf3u5tjtVWMFrJ3Y5L4tuQa8Q=
FpVrMjbUa4QSoCg7rRdbbg==;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Examen OrdinàriaJoan 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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