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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
vtCpoyKrCjiuOp9k