46,75 $
46,75 $
46.75
CAD
46,75 $
Cette combinaison n'existe pas.
Ajouter au panier
Ajouter à la liste de souhaits
Pied à coulisse en aluminium - outil de mesure {↓} - Rég.: 72,00$
Pied à coulisse en aluminium pour épaisseur de patient, calibré en pouces et en centimètres.
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