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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
095GrKrpmyyaUENm