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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
Nny5RngtrVsfki3o