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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
pGzvYstsrkUWllzw