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Examen 2a avaluacióJoan Puigcerver Ibáñez liESpKRZNrxCuboUDEmP1A==;3vWrxx2OmWQKV7FLSUi4utmHSoz5pMVR5tOG6UOl9a1ce9LCjZxuiLx4GvBTC8NeI1yvjf6INbyeKyr7m81x78tnoA9rfeAie8dn5E0Fed4=
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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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