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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
viJhswzDjOnUXrvp