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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
cMCaimeJnypgyeeg