Nature des échantillons pour essais
Publié le
05 décembre 2018
PARTAGER SUR :
La nature du prélèvement à transmettre au laboratoire est un critère essentiel pour la réalisation des essais. Les techniques analytiques ne permettent que, dans très peu de cas, d’employer des matrices différentes de celles précisées.
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
puRc5iXnkGbadPEO