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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
EwfOpQiYe7fcfpyi