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