41,11 $
41,11 $
41.11
CAD
41,11 $
Cette combinaison n'existe pas.
Ajouter au panier
Ajouter à la liste de souhaits
Non échangeable
Non remboursable
Lumière pour otoscope Eurolight
Lumière pour otoscope Eurolight. Cette lampe de rechange de haute qualité assure un éclairage constant et fiable pour des examens et des diagnostics précis des oreilles. Cette lampe est parfaitement adaptée aux otoscopes KaWe Eurolight C, Combilight C et Piccolight pour garantir une intégration parfaite et des performances optimales.
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