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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
uscpqo4XchlUxgYb