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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
KJeqJMwpZKJhldtU