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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
u5swuh91ewqsmjIz