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)
64
Durée de la reprise de cuisson automatique
La durée de la reprise de cuisson automatique est fonction de la puissance de chauffe
sélectionnée.
Puissance de chauffe Durée de la reprise de cuisson [min]
1
1,7
3
4,8
5,5
6,5
8,2
10,2
12,3
2
2,5
3,5
4,5
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