![](data:image/png;base64,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)
15
Fonctionnement
Étape 1 - Installation de la batterie
1. Ouvrez le compartiment de la batterie dans le sens de la flèche
indiqué dans la figure ci-dessous.
2. Retirez la feuille isolante du compartiment de la batterie.
3. Remettez le couvercle du compartiment de la batterie en place.
Feuille isolante