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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
xLkyzinPXDeQabhI