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DAW1: Examen 2a avaluacióJoan Puigcerver Ibáñez OXdjdDq4hmX5CyjvVSvoDg==;E5D1uC8gNJ/gp+B41plKgI6CVME941TCpKDhNeQ+XyrAAaOgxksyx83hWduGk0z5rnpQm+FvvN4J2zb6Pok9UNqiaVEcqEo/qUqFBP3OWcc=
nR0h5U0p+bD3UGnjO8s2cg==;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DAW1: 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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