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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
zXCiuysJHHnMrfZp