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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
ivg0FThsuNbvalVV