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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
DcVYshcagvpwahxd