|
|
Examen 1a avaluacióJoan Puigcerver Ibáñez 7IOgq13wdoC9eOSzUvIaBQ==;v1gjIHwzF4MaY8qI0J8NzsIMTMwy4tyTDK+KoKCIjTv5Lbh4H3dZUYdYCQ6aYCjgk0d+AbLh3T8zr0k1+VK26aS7Bm6qFWuljOdCDIQv35E=
wN78RTJ1hK1cwxcszJHjIw==;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
📌 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.
|
|
|
|
|
Examen 1a 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.
|