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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
Ghi0y9aZQclYYUIl