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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
tFboZlmzUkDmhZjC