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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
grawgHvShZdsXqBp