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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
tXJePeAkdjFRIhfF