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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
ykPkoqQ9gipTTxcq