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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
I6oyrTRCEfFjumcs