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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
eQ5oi05BcjrIyzAO