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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
llGer5aHzYaEaUxr