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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
BujfqxgdMRxFxnBb