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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
dl6wjw0DtJFX6wKa