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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
dY4PvbOge8gwCddo