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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
cAruvNv7GMQFueKv