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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
GXVHlPprtTidgHAB