Couleur
Longueur
45.72 m (150.00')
Matériau
Sans latex
49,22 $
49,22 $
49.22
CAD
49,22 $
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Bande d'exercice sans latex - 150' (45 m)
La bande d'exercice sans latex Medup constitue un choix privilégié pour les professionnels et les particuliers recherchant une solution d'entraînement de haute qualité. Sa formulation sans latex garantit une utilisation sécuritaire sans sacrifier les performances et les multiples avantages offerts par les bandes d'exercice traditionnelles.
Sans latex
Largeur 13 cm
longueur 46 mètres
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