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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
bjXaJfectDljbyVo