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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
8mdljjRtdlfHmjan