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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
jpf1WzatqpyatumH