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+2bL8rvvnBa76WY3QBebaxvsfStoibbpyKJKUrHTX7+kLMtSTFkzTHy4RYtWFmeekUTOkM8MpdmH3Sa6eqJCMh5ft/xOt3VF44CHLF5etx6+3rYnrQ/v383W5ImUxSad7reB32tdBRGR8rpl2jtzSmLZ+e/vnz5SjUBF6/27qxmfr2mgKnKpYlHnNyJXv5PEyFzNnjgLrzZUrXh43UpSlZ29mkkl9HW833LxKBMS0JmXnym3JiL0vw2n/mDcL7fPPAMKQE8lFZ9IvLSCL4QTZpAKQWN1QxRdcvFcf90jfzAajp1sMPmZSp6KgN4TtboX/ImFNLTfBYkkdTKy2IZfqHiKqDJGrODeOthIJ3CyJrvP9Pud/aJ/0q03aqfa3bY/9if6z7TnT0ZDJ1Oi9Kis1sxNeEWXjEZemkSchF7IA+mxDVlSb53Qpdfr+pO239Onlm0SBDRRRGmfaNNgRWI9riMed9bJsqNHOw+Y7v/Qq0CPh73SCT1sh92ut5b6rx7gj1R09IHjcLjnQpHoQgOByZvqmL6QHUG/Nw64kMkkIs+veVREEN1MhY5Al7sRcwdfhY6JkRkHVfw4jSIPedUPeaS60BWbQHjD01jVBKzbz64P4obHiu7qe9QtxqpdPhYZlW8H+4PH9nnmPp1HLHCNojrOpVSqh8939UH0bx5/fiaSPojLBaA/WRzyrXz7wFYeSBe6+iSLzWfXL8O+2zogKcWyqgHI0qsWvjQ1Vh+5biBCkOcKbqTDUudLJtS6imi8VKvr1rh3gMqN6A6ku+tWtzhdWjBJxTdmIEpF4pCIsHNitvRITiD9U0iNZXwiphEOqmeFWpOIcY3IBc2P22b50hZ0odcWK5yJPthEqnjAN4meDmk7WHEuMw9FmBo4mdqyR4azM3SxgzMxgpqYCx0msA9qDEUP9CzwSOYR8uonYHweRSSRSPgpHH6zMXMEyru6YHS129A4RcL7UPiQKGK69xHbu34PZULx5RLbwT7Yq5k/wXYA2I0ZnSChwZ674SFBxlIf7LMJTxj2oYBdNtFRWiLBJ3Bwrrh6TnSA5vFCBweFtAR2XakXJnOCHPm9Lhw+1oO+LdP5hiHvoQf2YBnpm2jjY0QP7MDSLLV0eG7v11xIM320mS0LlxT7vAZYM0h8sFM79TbYq/WlI6HHCGj98E20RloAO7biPFIsQcJP4fAJ2pn7YGdWgtInRrdIfLAf70e925q038NZQaKfdeGMAOHwzvpquiuWPiQMn5HQdjeN2Nybc670GZKYIU4V29CEGX5e24C0PAJYjrliC+wtjQHA2ndDwZGe1Z9AkPU8TFaUhLZzSHvTZnseiahAjs9BF4A7T5XCrtIHPgDYjV0MegBo06Uh32Kvug+Adlh6DgYAXL3q5E9oSg3wWg898w1GEFSXKWkwhiCbPDUzqUQkeL1X0ojqdZ76T0oFMogM6l1vxaTiGV5xSEKSKNOJ3/GWhl2MJRx0vTtm+Vz5iZOQhvmPKPvRSR6XyDA1rHfN/QNpp+x41PY7fq/jt/f5NqSlfoOljsmI6e5OkdFlOGgC1sxKcuwieDhshuWPDIs6akJloV6YmokZGVeG4wbkQzdmfThAgk+A4Au2QyJPgcgbthR6yaIvf9Dxkam/ejddSx73kGj+WTSRBEi8ehfcmH0QMfshjkcdF98b9c+YMFE2/w+JWu94RVYDiVjvc3K72BckkIh2f3NhBiOLgyVRumSx9G4+Dqd3sZ5GYqpMGWJDxPdUB+ZPjMbI1NFocsbMr8PpzYoIRY0RHffNjHvLY2TQH03Pm/iqO87U9LyYPLElwU/r4+55Aw+SxfSnL2x/H0cr39KiAWnQrzf48ecbvjGj+z47YSyG82B/qsnKzMuKVXmpq9TSWPZioWPZywdXvUr1XqebmHl7j3LZmHAXL/hrtyQstqEd6lDV/jsXtLN9YTzQDK9mZ9g3xw0RTP552NB2sVr55erw+wYr6K+/fHXdIZKRhL0jWaFZeF3jLPD9IpfYhKI9oOnS1/J6P+P/o3e7lvqfUoX7n2ST/FsLZOeP1erK6X16ybRzQYvfL6vPIBV7NRmtmleHsXpAlWP1FiJdrsaC5I/5D5h4Xi0FCRfFT4h0tZYJ1ihKkxCNvNIIEs0KhxDJQzIGInso64Fk8yodTNZSdIMoHmtoMOlqSQykU65wgRROClYorWIljNGCimNufJ/yAkoeazcghSLvBZNO4F1cKpRAxE/qHnClWuG8JlHTuCsFmLzEUJHU3Er/W1cWONPUBFSk/89KHXP558UOSXj72QZ1fXzItDeIFYnzBrm6eeBUspTWbpC0BsZTsWPSuUHQ4lAWIbtrWATLGV6L7It0rUXimAYt/TjJvkIVrZLlzGjxs5obtWgV6c3y8Umqs1axkreslzomIc/J5BnFepFKerBW7HgnRbYPILtP3gEEX+bibCp5Yq2maZ8lszQWia7ycedcL+xTV8WBXaickLI0l7NLleaT2JtnFXRTOedzWJy/zPtYtIoUzkGnmsaxa2QZmYNCJStjlz8mWE6VqkmWU/0X+ZIDQF3OBLmJufmlpuxlrIEb6Rb2TdIrpRL5L8+LyJzrgcuZoCFNTCeYG9JRN6Ix15RqIf6vdtJ/aCR/ZwigIwl8JRF8DRl0JIR4UuhCDB3IIZog4kmiG1F0I4tIwogjjVjiiCWPWAL5KhKJJ5KuZNKJULqTSndi6UAu0QQTRzKdiCaebKIJpwPpdCaeaPLZSEBxJPRNiSicjCII6RuQUgQxxZBTHEHFkVQEUUWRVTBhRZFWLHGFkddXEVgciXUnsq8is3BCCyW1QGKLILdYgosiuY5Et4HsNhJeN9ILJr4A8gsgwPUk2J0Iu5FhF0L8FqT4f0aMmSy94X65L3Fc5DX6+f6t7deybtfCb9N78a/91kOun39TwmpDidS5zF7sEbhYJf/ul7ffHHD80MPFLvu+kiu6nJnsowxZALjUm/vp/Pznexy3I+iejW+F9ug/FgtW82mj2pF53Pgz88xGpPfv/gJRWyw7
dYyp9ZeBgsdSoJMA