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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
zrbFuNyzqr8xrEtO