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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
PnytlwvzRgnnjQji