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DAMs1: Examen 2a avaluacióJoan Puigcerver Ibáñez j9BEj+xds8tAHlst9FFSHg==;DPzaEtygGa1Vc1hWhRmw/ZojOcAJaqyXuNOXw0kHR8g6dH0F+bwlwrngdiwcvtMBU1gahxtfmpxw2feUgTEoYJx8Cimp8dJBV8u7w7gsvxM=
MXrt3DQjgB8exwVcNHSnjA==;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DAMs1: Examen 2a avaluacióJoan Puigcerver Ibáñez 📌 Aquest document pot quedar desactualitzat després d’imprimir-lo. Pots consultar la versió més recent
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