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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
pExVoMtctaOYGbob