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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
cfVwEzOwCDzwinK2