Critères d’acceptation des échantillons
Publié le
05 décembre 2018
PARTAGER SUR :
Cet article doit permettre au demandeur de connaître les motifs pour lesquels un prélèvement est susceptible de ne pouvoir être traité par le laboratoire et faire l'objet d'un avis de non-conformité.
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
WnzlyKz7Riod7UTw