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.
eNrVXG1v2zgS/t5fERi4+2bLsuWX3DktdtPNboAuNtc22PtW0BJt05FFlaRip79+qRfLUkxZM3R8uAWKVBZnnpFEzpDPDKXZh90mvHqmQjIe3XTcXr9zRSOfByxa3nQev951p50P79/N1uSZVMWmvf43zx10rvyQSHnTSdt7c0oi2fvv758+Uo1ARef9u6sZn6+pr2pyiWJh7zciV7+TOJW5mj1zFlxtqFrx4KYTJyo7ezWTSujreL/l4knGxKczpzhTbY1F4H4bXbveZFhtnzkpKAA9kVR8ItHSCL4QVph+IgSN1C1RdMnFS/N1j11vPJpY2WDyM5U8ET59IGr1IPgzC2hgvgsSSmplZLENvlDxHFKVGjGCO2t/I63AyZrsPtPv9+aL/km33qqd6va77sSdDMfD0dAdTlwrU6LyqIzW0ptwyi4Zj50kDjkJnID70mEbsqTOOqZLZ9B3p113oE8tu8T3aayI0j7Rpf6KRHpchzzqreNlT4927jPd/4FzgNajdNTv1094U9dZS/1PD/AnKnr6wHI4PHChSHihgcDkbX1MX8iOoN9bB1zAZBySl3MeFRFEN1OhI9DlbiS9g69Cx8QwHQd1/CgJQwd51Y9FpLrQFaeB8JYnkWoIWHefbR/ELY8U3TX3qF2MVbtiLDIq3w72B4/M88xDMg+ZbxtFdZxLqFSPn++bg+jfPP78TCR9FJcLQH+yKOBb+faBrTqQLnT1cRabT65fRkO7dUBciWV1A5ClVyN8ZWqsP3LdQIQgLzXcUIel3pdMqHMV0mipVjedyWAPVRjRHUh3N51+ebqyYJKKb9KBKBWJAiKC3pHZyiM5gnSPITVW6hMRDXFQAyPUmoSMa0QuaHHcTZcvXUEXem2xwpkYgk0kivt8E+vpkHb9Fecy81CEKc/K1JY9MZydkY0dnIkx1MRc6DCBfVATKLqvZ4EnMg+RVz8F4/MwJLFEwl/D4TebdI5AeVcfjK52GxolSHgXCh8QRdLufcL2rjtAmVB8ucR2sAv2auZOsR0AdmNGp0hosOdueECQsdQF+2zMY4Z9KGCXjXWUlkjwKRycK65eYh2gebTQwUEhLYFdV+qFyZwgR/6gD4eP9KDvymS+Ych7GIA9WIb6Jrr4GDEAO7BMl1o6PHfzNRfSzBBtZsuCJcU+Lw9rBokPdmqr3gZ7tb50JPQEAa0ffhqtkRbAjq04DxWLkfDXcPgY7cxDsDMrQekzo1skPtiP81FvtyYdDnBWkOgnXTgjQDi8k76a7MqlDwmCFyS02U1DNnfmnCt9hsTpEKeKbWjMUn7e2IC0PAZYjrhiC+wtTQDA2ncDwZGeNZxCkPU8TFaUBKZzSHvX7fYcElKBHJ9eH4A7T5TCrtI9FwBsxy68AQA67dKAb7FXPQRAWyw9PQ+Aq1ed/BlNqQFe66BnPm8MQbWZkrwJBDnNU7M0lYgEb/ZKGlK9zlP/SahABhGv2fVWTCqe4ZWHJCCxSjvxO97SqI+xhINudscsnys/cRLQoPgRZj968dMSGaZGza6ZP5Buwg5HXbfnDnpuN8+3IS0NWyz10oyY7u4EGV1GXhuwZlaSYxfBo1E7LH9iWNRxGyoL9MI0nZiRcWU0aUHed2PWhx4SfAoEX7AdEvkaiLxhS6GXLPryvZ6LTP01u+la8miARHNPoonYR+I1u+Am3QcRsR/icNSz8b3x8ISJNMoW/yFRmx2vzGogEZt9Tm4XeUECiWj2NxtmMDY4WBwmSxZJ5/bj6Po+0tNIRFVahtgQ8T3RgfkToxEydTSenjDz6+j6dkWEoqkRHffTGfeOR8igP74+beKr7ri0pudE5JktCX5an/RPG3iULKI/fWH5fRysfEvKBqRBt9ngx59v+SYd3Q/ZidRiMPfzU21WZk5WrCpKXZWW1rIXCyzLXi646lWp91rdxMzJPcpmY8J9tODnbklYbAMz1L6q/XcuaGf7wrivGV7DzrBvlhsimPxzv6HtYrXyy9Xh8wYj6K+/fLXdIZKRhNyRjNAsuGlwFvh+kUtsQtEe0Hbpa3mTz/j/GNytpf5TqXD/k2zif2uB7PyhWl07naeX0nYuaPn7dfUZpGKuJqNVi+owVg+ocqjeQqSr1ViQ/CH/ARMvqqUg4bL4CZGu1zLBGmVpEqJRVBpBolnhECK5T8ZAZPdlPZBsUaWDyRqKbhDFQw0NJl0viYF0qhUukMJRwQqlVa6EMVpQccyN5ykvoOShdgNSKPNeMOkY3sWVQglE/KjuAVdqFC5qEg2Nu0qAKUoMNUnNrfTfprLAiaY2oDL9f1LqkMs/LbZPwpvPtqjr432mvUWsTJy3yDXNA8eSlbR2i6QxMB6LHZLOLYIGhzIImV3DIFjN8BpkX6VrDRKHNGjlx1H2FapolKxmRsuf9dyoQatMb1aPj1KdjYq1vGWz1CEJeUqmyCg2i9TSg41ihzsps30A2Tx5BxB8nYszqRSJtYamPEtmaCwTXdXj3qleyFNX5YFZqJqQMjRXs0u15qPYW2QVdFM157NfnL/O+xi0yhTOXqeexjFrZBmZvUItK2OWPyRYjpXqSZZj/Vf5kj1AU84EuYm5/aWm7GUsz450C/Mm6ZVSsfyX44RkzvXA5UzQgMZpJ6Q3pKNuSCOuKdVC/F/tpP/QSv5OEEBLEngmETyHDFoSQjwptCGGFuQQTRDxJNGOKNqRRSRhxJFGLHHEkkcsgTyLROKJpC2ZtCKU9qTSnlhakEs0wcSRTCuiiSebaMJpQTqtiSeafLYSUBwJfVMiCiejCEL6BqQUQUwx5BRHUHEkFUFUUWQVTFhRpBVLXGHk9SwCiyOx9kT2LDILJ7RQUgsktghyiyW4KJJrSXRbyG4r4bUjvWDiCyC/AALcTILtibAdGbYhxG9Biv9nxJjJyhvul/sSx0Veo5/nb22fy7ptC79t78Wf+62HQr/4poTRhhKJdZm93CNwsUr+/S9vvzng8KGHi132Qy1XdDkz2UcZsgBwqTf3k/npz/dYbkfQPRvdCe3RfywWrOHTRo0j87DxZ+akG5Hev/sLwaUsPQ==
WVsfVelBV7kfPwlz