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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
AOptqJaOjJjXnqUT