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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
nz9ztnSilHNLSckV