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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
9tCPimimyXfgIVDA