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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
lY5rnhwzDGesbn0n