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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
KNJayyKYxHxVzibp