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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
U0UjE63kXbgopaku