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.
eNq9XF2T2rgSfc+vmKLq7hsYGzBwLyS1O9nZnaps7dwkU7tvKWEL0IyxHEkGZn/9ysb4Y7BxtxhSlcoYq3VallotnW7Zsw/7TXCzpUIyHs47dq/fuaGhx30Wruadx6933Unnw/t3syeyJWWxSa//bWg7nRsvIFLOO0l5b0FJKHt///HpI9UIVHTev7uZ8cUT9VRFLlYs6P1O5PoPEiUyN7MtZ/7Nhqo19+edKFbp3ZuZVEK34/2Oi2cZEY/OrOxOuTQSvv1tNLWH40G5fGYloAD0WFLxiYSrWvClMML0YiFoqG6JoisuXprb7dpDdzQ20sHkZyp5LDz6QNT6QfAt86lf/xQkkNRIyXLnf6FiG1CVKKkFt568jTQCJ09k/5l+v69v9M+69FbtVbfftce26zhT1+2P+66RKlHqqlptyUNY+ZC4ruVJaT3pfyRgXFoeFzT9mdjhMxU9fWE4ag9cKBJcabyYvK2a3pX0CPq91S58JqOAvFzSVUQQXUyFdhTXe5DkCb4K7boC3Wev8MM4CCxkqx8zh3KlFif+6pbHoWrwK3efTTviloeK7ptH1MwVqn1mi4zKt4P9h4f1y8FDvAiYZ+rstDuKqVSPn++bfd2PcRO/EEkfxfX8xF8s9PlOvr3/KY/3lVofpS707G5gNDBbVaOSy6kqgGxkGuFLC021y3UBEYK8VHAD7T16X1Khzk1Aw5Vazztj5wiVKdEDSPfzTj+/XdJhBWxhbZJNWMj+EcVVz4ul4pveSStKPXSiwW7U8KRni3jJ/nTtnu30hjhsB4i9YSuhzUrrGPZsnIoBUMWS7XHAw0ZgGtCNXoT/n+DiMEctje3GrLg69LjdNRlUt1ER25AVlZ840RM3+xGkP3rR88rHaRmfMc6kh7I/ONBJcx9JHorIw8FNG+EiwRVXLxFFzpfmKSl3y4MfQSLaZx/ZQaI1T7o105aU2mx+SXwSqWQp+463ZnuA0YSDrp992UKcemYcXv3M89YkDCkWq35y7Zi/otiRH7c4hF7CorSjibFGOmkD9ngoeYCFnbbBMj+gXcU26e4Is1L02xvMnxmyvY59zowO+7n0uuvxzYaHSHQHis7sCRZ7AMX2iSLdheDP6C4folQovlph7cUZQVXIZNO3QOO7WPzuYXeJVDNGqzHxBs4EqkZxHigWIeGnUHhtTTuJNadBHwofCbqUSHDwRGZ0goR24L0eLQi2V8DzWMaLDUNazAA8hT1Nm5/xE2zQvGNdcK70HRJZKgmvMMWw/nPgAsBJQAW2V8YAXE2asG5gMAHg+oJHmnpju2IK6WeyQFKYPgTVxJcMbQByxCO+xbqRoQNAXsRKYa1tOAAAezwISCSRs2Q4bIfuJkyDrCnx6+4h9QFmZTfkii2R2+6hC3kQskiMHIkMmJPJPoMme8eIJeG1xgKk5gl8XcoIod4NhkvtMJF+ZwheYCXzKXopGYEXWLSjGIGXVwO3OQIvsNphMOSsHoHX14RJdfXOQ1C5RuoYwsc11Htko6V8BN4qk1hxTVeigCqknxq5Jjq63ppz9HZwNDbStWPPDKkIPL89td/QMEbCT+EU0mTtcMGz2oRSuDYO3Wys3bMzPN7nPUR8H7kiueD5rQSlW0Z3SPwhwqnqqZ1QYaQGOAcO9LLQxZuoWzOtD0HjJFslFQl9IpBbDLdm+kZBvGKhtG5/G02/6mUyzY2FZMtWBL/5dyfnFTxqX0p//sIUrWr5FucFSIXTZoUff7nlmyRU/ZDeSDT6C+9wCxkS759/rNs1EYdHWlGZPM8dD7FRd/uMio+j6X2oqAipSpRsiPgekxX9xGjYSrlnVpqsylJdpZLWtBfzDdNeNjjrVUrLXukhtld/Bqdvj23HdoweYGYdcgsmByDuwyW/9OjDcufXQx2z5z8gcZ6e5uIeCWjDea5vhucjmPzreAztajn56+X7DwW1oL/9+tX0wEia3zwYey008+cNkxJ+fOQaZ1K0obY1fTs/TsWfyCb635OcP8n/OHeajer/83R6+bpIrdfUOGQo8osiVQ6QfZ36BlQ5pLJrBF8lphuhujErX58kmmsqltPG+c9q4ri2K5P25BcNbcrTujWF5SRtTXE549oA7dQXFWnJ0o+TbCi04ivJg9/TF1mmslJYJB0rt/PtfeOwVZKBzVJFZq9ZppKmOweV5dzqny7x6/nvIoUGEc4yYhDRaoILXCPPV0FqlNJPGPEim4SqVT/UDbWK+CxEukjdQKSPmRjQiKWJFViLszwJqFOOsRKQiZWyGDVWmwcM9XUlKdEie8wxtIgdY18tYqUMQFsb0zhdm1D9+J8KFuH2FsE8et4iVwponJMsotj1d9uq54Hq80ryqPNZsWqk+EwReIbUxIRBdp2HeEFT5tQSGiRrjbCp8Vk8FSL7KjwKe8RqtBOkphq8xFYpxafQVbPQIsjP5JFC2MJXP08axFHe/yQs17DP2Jeak0XZQHZXBM2AZlrEwEAmUg5pHSsc9pnp9izZwhXxqaNAFs3QhXmo6ShdCTfVyxeRo9NK1ejRaf1XgaAjQDkYVK/0ENc5yldjOzU1SmGaY51zoRrk2en2N5PSN6qGZhxc1J/NXisVyf9aVkAWXDMazgT1aZT0StJx2mcFNOR6mJfC5Jz9h1eUzYy2YambIX1DUTgYjbuIypnTOTCla6V1AGoHoHctFO8imoejeq107wzla6Z9cOoHpX8ICgikgWgqiKSDZpTQjBYaUENzemhOEfE0EU8VsXQRRxnRtBFNHU3oI5ZCImgkgkri6CSYUqJoJYpaYugljmK+Ac2EU00E3XxTynkR7cRTTxz9xFJQLA01pKKmdNSQkl5ISy+hpnh6akBR0TTVmKri6KoBZTWirUbUFURfTSjsW9BYYyprRmd/HKVlsvTm+vU+hHGV1+MXh9e8L+XLphnctvfdL/2GQ1Y/+1ZErQ4lYuN8eZ7sv1pK/v7Xt8/yFx9wuFqzHypRnuupST+2kDqca73qHy/Ofz3H8FyBHtnwTugZ/edyyRq+LNRomcVBm5mVnPp5/+5foi/0GQ==
cfVwEzOwCDzwinK2