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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
NKsnscabJCnYF1NF