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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
FIerztksjrUm7xZu