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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
ifoFodpgHWzLdP5f