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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
XxtzTgMzgqMdroFA