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.
eNrNXFtv47YSft9fERg4fbNl2fLtHGcXbbZpA2zRdHeDnrcFbdE2E1nUklTs9NeXuliXmLJm6LgosMjK4sw3ksgZ8puhNP+w3wZXz1RIxsPrjtvrd65ouOQ+C9fXnYevt91p58P7d/NH8kyqYtNe/5vnDjpXy4BIed1J2nsLSkLZ+/9vnz5SjUBF5/27qzlfPNKlqsnFigW9X4nc/EaiROZq/syZf7WlasP9604Uq/Ts1Vwqoa/j/Y6LJxmRJZ07+ZlqayR899to5nqTYbV97iSgAPRYUvGJhGsj+EpYYS5jIWioboiiay5emq977Hrj0cTKBpOfqeSxWNJ7ojb3gj8zn/rmuyCBpFZGVjv/CxXPAVWJESO487jcSitw8kj2n+n3O/NF/6hbb9Redftdd+JOh0N3MJuN3KmVKVF5VEZryU04RZeMx055Ih1bo8qJ8XTojVznlYo+IfU/PU6fqOjpA8tevedCkeBC/cnkTX1oXsiOoN9bx43PZBSQl3MeFRFEN1OhA8nlbiS5g69Ch7ZAP7NX+GEcBA7yqh/ygHOhK07i2Q2PQ9UQd24/2z6IGx4qum/uUbtQqfb5WGRUvh3sXzw0Txf38SJgS9tgqMNVTKV6+HzXHAv/HWHkJyLpg7hcHPmThT7fybePT9XxcKGrj9IQe3I1MRrazcpRJSTVDUAWQo3wlYmq/sh1AxGCvNRwAx1del9Soc5VQMO12lx3JoMDVG5EdyDdX3f6xenK8kUqvk0GolQk9Inwe0dmK4/kCNI9htRYyw0JQxrgoAZGqEcSMK4RuaD5cTdZTHQFXemZfoMzMQSbiBVf8m2kZzXaXW44l6mHIkx5VqZ27Inh7Ixs7OBMjKEmFkKHCeyDmkDRlzqYP5FFgLz6KRifBwGJJBJ+BoffbnmI9K4+GF3ttzSMkfAuFN4niiTd+4TtXXeAMqH4eo3tYBfs1cydYjsA7MaMTpHQYM/dcp8gY6kL9tmIRwz7UMAuG+koLZHgUzg4V1y9RDpA83Clg4NCWgK7rtQLkwVBjvxBHw4f6kHflfFiy5D3MAB7sAz0TXTxMWIAdmCZLLV0eO5may6kmSHazI75a4p9Xh7WDBIf7NRWvQ32an3pSOgJAlo//CRaIy2AHVtxHigWIeFncPgI7cxDsDMrQekzozskPtiPs1FvtyYdDnBWkOgnXTglQDi8k74a74ulD/H9FyS02U0DtnAWnCt9hkTJEKeKbWnEEn7e2IC0PAZYDrliK+wtTQDA2nd9wZGeNZxCkPU8TDaU+KZzSHuzdnsOCahAjk+vD8BdxEphV+meCwC2YxfeAACddKnPd9irHgKgLZaengfA1atO/oym1ACvddAznzeGoNpMSd4Egpykm5li6EHX7JU0oHqdp/6IqUAGEa/Z9TZMKp7iFYfEJ5FKOvE73tKoj7GEg252R7Ylayo/ceJTP/8RpD960dMaGaZGza6ZPZBuzMqjrttzBz23m+XbkJaGLZZ6SUZMd3eMjC4jrw1YMyvJsYvg0agdlj8xLOq4DZX5emGaTMzIuDKatCAfujHtQw8JPgWCr9geiTwDIm/ZWugli758r+ciU3/NbvooeThAorkn0US0ROI1u+A22ZUQsr9EedSz8b3x8ISJJMrm/yFRmx2vyGogEZt9Tu5WWUECiWj2NxtmMDY4WBTEaxZK5+bjaHYX6mkkpCopQ2yJ+B7rwPyJ0RCZOhpPT5j5ZTS72RChaGJEx/1kxr3lITLoj2enTXzVHZfU9JyQPLM1wU/rk/5pAw+ShfTHLyy7j9LKt7hoQBp0mw1+/OmGb5PRfZ+eSCz6i2V2qs3K3EmLVXmpq9LSWvZivmXZywVXvSplW6ubmDuZR9nsL7gLV/zcnQWrnW+GOhSn/wV16XSzFV9qotaw3eqb5fYEJv887BK7WMn7cuX0rMEI+svPX233a6Rr/cwfjNDMv24Y8/DdG5fYEqIHctulP8rrbOL+z+D2Ueo/lUL1D2Qb/U8LpOfLonPtdJYlStq5oMXv10VkkIq5KIxWzYu8WD2gSlmEhUhXi6og+TKNARPPi54g4aKGCZGulyTBGkWFEaKRFwxBomn9DyJ5yKlAZA/VOZBsXmyDyRpqZxDFshQGk65XtkA61UIVSOGo7oTSKha0GC2oOObGs8wVULIswYAUivQVTDqCd3Gl3gERPypfwJUahfPSQkPjvhJg8kpBTVJTJP23Kbt/oqkNqMjin5QqU/KnxQ65dPPZFnV9fEiYt4gV+e8WuaZ54Fiykp1ukTQGxmOxMnfcImhwKIOQ2TUMgtVErUH2VdbVIFFmMys/jpKoUEWjZDXBWfyspzgNWkWWsnp8lLFsVKylH5ulylziKZk8MdgsUsvyNYqVd1Ik7QCyWQ4OIPg6pWZSyfNjDU1ZssvQWOSrqse9U72QZaCKA7NQNa9kaK4miWrNR7E3Tw7opmrq5rA4f52+MWgVmZiDTj0bY9ZIEysHhVpyxSxf5kmOleq5kmP9V2mPA0BT6gO5F7n9TaGUpnt2pFuY9zpvlIrkfx0nIAuuBy5ngvo0SjohuSEddQMack2pVuIS+9o/tHK4EzzOksudyefO4XSWvA7P7Wz4nQXHQ/M8PNez43t2nA/J+3DcD8v/sBwQywPP4oJ4PmjLCa14oT03tOeHFhwRzRNxXNGKL+I5I5o3WnBHa/6I5pCtPBLHJd+UT8I5JYJXvgG3RPBLDMfE8Uwc10TwTRTnBPNOFPfE8k8YBz2Lh+K4qD0fPYuTwnkplJsC+SmCo2J5KoqrWvLVFs7aylvtuCuYvwI4LIDHNnNZez5rx2lteO1bcNt/jN8yWXlt/HJfqbjIu+mL7B3qc8mzbf227WXzcz+gkOvnH2ow2lAitq6WF6X+ixXk735++xp/+fWEi132fS3lczkz6ZcO0gBwqffo48XpT9tY7irQPRveCu3Rv69WrOGzP40js9yGM3eSbUHv3/0NexDV1A==
hmCqYvHPArLhygec