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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
DKk6hwbccehapqFM