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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
eECCgc2gdtwLYNSO