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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
yHmutZnUJb7CGHCw