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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
nSizxkonaR3lTAed