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