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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
IcdlAcWgDOjFukry