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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
fZzMYtaa4JPwTmgM