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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
qVqwektowRqoYXdq