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Examen 2a avaluacióJoan Puigcerver Ibáñez UO/nqb0eMZl2NInbcEfgKg==;c7mtDxpo+3BEvoL2gztGZ9OClDIdpI8iPXQyX/tyuFpUeuqalg/vX4lFVe2+bHQiny+9bTcUjlb24tE749D6RNCdiGbrN7CSR9y/Qn6AeoU=
GwhpqMG0X1R11AvNkKSzZQ==;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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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