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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
ZagkPa7UqqQaeUvs