Notre guide prend en compte la boucle et le câble.
Comparer les tailles des boucles Force 10 :
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)
Pour choisir la taille parfaite de votre prochain bracelet FRED, vous pouvez au choix :
Pour déterminer avec précision votre taille, il est recommandé de mesurer votre poignet plutôt que de se référer à un autre bracelet.
Voici la démarche à suivre :
1. Prenez une ficelle ou un ruban et entourez-le délicatement autour de la base de votre poignet, en veillant à couvrir la partie la plus ample, généralement au niveau de l'articulation, pour un port confortable.
2. Utilisez un stylo pour marquer subtilement l'endroit où la ficelle ou le ruban se croise.
3. Mesurez ensuite avec précision la longueur obtenue en millimètres (de préférence) ou en pouces à l'aide d'une règle.
4. Référez-vous au tableau des tailles présenté en bas de cette page.
5. Identifiez la taille correspondante à la circonférence de votre poignet, mentionnée dans la première colonne ("Circonférence du poignet"), afin de sélectionner la taille optimale de votre bracelet FRED.
Si votre mesure correspond à deux tailles, choisissez la taille selon la manière dont vous préférez porter votre bracelet.
Exemple : Si votre mesure est de 14.5, choisissez 15 pour un porté plus ample, ou choisissez 14 pour un porté plus ajusté.