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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
rvlHNpYzzmw9U5hp