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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
HlZZa7oPgafyiPPk