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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
3hp7PJd9dpSbo0RP