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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
OQmGT3LCjZhxYL6A