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