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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
kmqfLblawmrW8FDN