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.
eNrNXG1v2zYQ/t5fERjYvtmybPklm9Nic5ctQIdlbYPuW0FbtE1HFlWSip39+lEvlqWYsu7ouBhQpLJ495wk8o587ihN3u02wdUTFZLx8KbldrqtKxrOuc/C5U3r4fNte9x69/bNZE2eSFls3Ol+9dxe62oeEClvWkl7Z0ZJKDv//PnhPdUIVLTevrma8NmazlVFLlYs6PxB5OpPEiUyV5MnzvyrDVUr7t+0olilZ68mUgl9HW+3XDzKiMzpxMnPlFsj4btfB9euN+qX2ydOAgpAjyUVH0i4NIIvhBXmPBaChmpKFF1y8Vx/3UPXGw5GVjaY/Eglj8Wc3hO1uhf8ifnUN98FCSS1MrLY+p+oeAqoSowYwZ31fCOtwMma7D7Sb3fmi/5Ft07VTrW7bXfkDr3RuN/rj9yBlSlRelRGa8lNOEWXDIdOFMRLFkpn+n5wPeX8kVHpKCIUJfGcKcFDZy4lQGot9T89eB+p6OgDy66+50KR4EKdzOS0Ol4vZEfQb42DyWcyCsjzOY+KCKKbqdDR5XI3ktzBZ6HjXaCf2Qv8MA4CB3nVD3kUutAVJ0FuyuNQ1QSj24+2D2LKQ0V39T1qFz/VLh+L2qFeD/ZfHprnkPt4FrC5bYTUMSymUj18vKsPkP/j2PIrkfRBXC64fGGhz7fy9YNWeZBc6OqjNO6eXHcM+nbzd1SKU1UDkCVTLXxpSqs+ct1AhCDPFdxAh5zOp1SodRXQcKlWN61Rbw+VG9EdSHc3rW5xurTQkYpvkoEoFQl9IvzOkdnSIzmCdI8hNdZ8RcKQBjionhFqTQLGNSIXND9uJ8uOtqALvSZY4Uz0wSZixed8E+mpjrbnK85l6qEIU56VqS17ZDg7Axs7OBNDqImZ0GEC+6BGUPS5jvCPZBYgr34MxudBQCKJhL+Gw282PER6VxeMrnYbGsZIeBcK7xNFku59xPau20OZUHy5xHawC/Zq5o6xHQB2Y0bHSGiw5264T5Cx1AX7bMQjhn0oYJeNdJSWSPAxHJwrrp4jHaB5uNDBQSEtgV1X6oXJjCBHfq8Lhw/1oG/LeLZhyHvogT1YBvom2vgY0QM7sEyWWjo8t7M1F9JMH21my/wlxT4vD2sGiQ92aqveBnu1vnQk9AgBrR9+Eq2RFsCOrTgPFIuQ8Ndw+AjtzH2wMytB6ROjWyQ+2I+zUW+3Ju33cFaQ6CddOCVAOLyTvhrviqUP8f1nJLTZTQM2c2acK32GRMkQp4ptaMQSfl7bgLQ8BFgOuWIL7C2NAMDad33BkZ7VH0OQ9TxMVpT4pnNIe9fN9hwSUIEcn14XgDuLlcKu0j0XAGzHLrweADrpUp9vsVfdB0BbLD09D4CrV538CU2pAV7roGc+bwhBtZmSvBEEOclBM8XQg67eK2lA9TpP/R1TgQwiXr3rrZhUPMUrDolPIpV04je8pUEXYwkHXe+ObEOWVH7gxKd+/iNIf3SixyUyTA3qXTN7IO2YHY7absftddx2lm9DWuo3WOokGTHd3TEyugy8JmDNrCTHLoIHg2bYJBuORB02oTJfL0yTiRkZVwajBuR9N6Z96CHBx0DwBdshka+ByBu2FHrJoi/f67jI1F+9m64lD3tINPckmojmSLx6F9wk+xdC9q84HHVsfG/YP2EiibL5f0jUescrshpIxHqfk9tFVpBAIpr9zYYZDA0OVi6O3YV6GgmpSsoQGyK+xTowf2A0RKaOhuMTZn4fXE9XSfEtMaLjfjLj3vIQGfSH16dNfNYdl9T0nJA8sSXBT+uj7mkDD5KF9JdPLLuPg5WvcdGANOjWG3z/65RvktF9n55ILPqzeXaqycrESYtVeamr1NJY9mK+ZdnLBVe9SrVcq5uYOJlH2Ww6uAsX/NztBoutb4baV6z/r8XqdK8Wn2v2VrNb66vlRgYmv+w3mV2sDn65GnvWYAT9/bfPtjs7UgKQOYkRmvk3NY4A3+dxic0jenQ3Xfpa3mSz+Q+927XUf0rV6x/JJvpZC6TnD5XoyuksdZS0c0GL3y8ryyAVc6UYrZpXfrF6QJVDZRYiXa60guQPuQ2YeF4JBQkXhU2IdLVOCdYoyo4QjbyKCBJNi4IQyX2iBSK7L9mBZPMKHEzWUFCDKB7qYzDparkLpFOuXoEUjopRKK1ilYvRgopjbjxLZwElD3UZkEKR04JJR/AuLhVBIOJHNQ24Uq1wXm+oadyVAkxePqhIat6k/9al/E80NQEVqf2TUoc8/WmxfYLdfLZBXR/vs+gNYkVSvEGubh44liylrBskjYHxWOyQUG4QNDiUQcjsGgbBcvbWIPsiFWuQOKQ4Sz+OMqtQRaNkOetZ/KzmPQ1aReqyfHyUxqxVrOQk66UOCcZTMnm2sF6kkvqrFTvcSZHJA8hmiTmA4Ms8m0klT5rVNGUZMENjkcQqH3dO9UKWlioOzELlZJOhuZw5qjQfxd6cPeqmcj5nvzh/mdMxaBXpmb1ONUVj1kizLXuFSsbFLH9InhwrVRMox/ovciF7gLp8CHKDcvOLRukLUp4d6RbmDdArpSL5k+MEZMb1wOVMUJ9GSSckN6SjbkBDrinVQny3HfDvGondCXJnSfDOJHnnED1LsocnfDakz4L4ockfngDakUA7IogkgzhCiCWFWGKIJYdnEUQ8SbQlilZk0Z4w2pNGC+KIJo84AmlFIvFEEk0mLQilNalEE8tGcokjmK9KMuFEE0E2X4FwIkgnhnjiyCeOgCJIKIqIgskoipBiSSmMmJ5FTnEE1Z6knkVU4WQVSliBpBVBXLHkFUVgLUlsA5FtJLN2hBZMagHEFkBu6wmuPcm1I7o2ZPc1CO93I71Mlt46v9yXLy7yavsse9v6XEZtW9Rtelf93O8v5Pr5dx6MNpSIrUvoRf3/YlX6u99ev/B/+PjCxS77vpIHupyZ9EMJaQC41Bv38ez053Istxrong1vhfbovxYLVvMpodqRediwM3GSDURv3/wHwi0FHA==
pPSkIerEboebpoCR