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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
odkbUpkYTeGxgzxu