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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
thysZ5rinIvjFEmk