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.
eNrNXO+P4jYT/n5/xQrp7TcIgfDrfdk7tXvddqWruu/drdpvJ0MMmE3inO0A27++TgghWRwyY5aq0mkvxDPPJLFn7GfGyfTDLgxuNlRIxqPbltvptm5oNOc+i5a3raev9+1x68P7d9M12ZCy2LjT/ea5vdbNPCBS3rbS9s6Mkkh2/vzt00eqEahovX93M+WzNZ2rilyiWND5lcjVbyROZW6mG878m5CqFfdvW3GisrM3U6mEvo73Wy6eZUzmdOrkZ8qtsfDdb4OJ64365fapk4IC0BNJxScSLY3gC2GFOU+EoJG6I4ouuXipv+6h6w0HIysbTH6mkidiTh+JWj0KvmE+9c13QQJJrYwstv4XKjYBVakRI7iznofSCpysye4z/f5gvugfdeud2ql2t+2O3FF/0uuNvEl3YmVKlB6V0Vp6E07RJcOhczyRjq2x6yRxwInv+HwuHRaSJXXkZtnW7uP0uj233R2/UplMnLXU//TAfaaiow8su/mRC0WCK3Uwk3fVsXolO4J+bxxIPpNxQF4ueVREEN1MhY4s17uR9A6+Ch3rAv3MXuFHSRA4yKt+yiPQla44DXB3PIlUTSC6/2z7IO54pOiuvkftYqfa5WORUfl2sH/xyDx/PCazgM1to6OOXwmV6unzQ31w/JfGlZ+IpE/ieoHlDxb5fCvfPmCVB8iVrj7OYu7Z9cagbzdvx6UYVTUAWSrVwpemsuoj1w1ECPJSwQ10uOl8yYRaNwGNlmp12xr1DlC5Ed2BdHfb6hanSwscqXiYDkSpSOQT4XdOzJYeyQmkewqpseYrEkU0wEH1jFBrEjCuEbmg+XE7XW60BV3otcAKZ6IPNpEoPudhrKc52p6vOJeZhyJMeVamtuyZ4ewMbOzgTAyhJmZChwnsgxpB0ec6uj+TWYC8+jEYnwcBiSUSfgKHD0MeIb2rC0ZXu5BGCRLehcL7RJG0e5+xvev2UCYUXy6xHeyCvZq5Y2wHgN2Y0TESGuy5IfcJMpa6YJ+NecywDwXssrGO0hIJPoaDc8XVS6wDNI8WOjgopCWw60q9MJkR5MjvdeHwkR70bZnMQoa8hx7Yg2Wgb6KNjxE9sAPLdKmlw3N7v+ZCmumjzWyZv6TY5+VhzSDxwU5t1dtgr9aXjoQeIaD1w0+jNdIC2LEV54FiMRJ+AoeP0c7cBzuzEpRuGN0i8cF+vB/1dmvSfg9nBYl+1oUzAoTDO+urya5Y+hDff0FCm900YDNnxrnSZ0icDnGqWEhjlvLz2gak5SHAcsQVW2BvaQQA1r7rC470rP4YgqznYbKixDedQ9qbNNtzSEAFcnx6XQDuLFEKu0r3XACwHbvwegDotEt9vsVedR8AbbH09DwArl518g2aUgO81kHPfN4QgmozJXkjCHKaf2aKoQddvVfSgOp1nvp/QgUyiHj1rrdiUvEMrzgkPolV2onf8ZYGXYwlHHS9O2ZpWfmJE5/6+Y8g+9GJn5fIMDWod839A2kn7HjUdjtur+O29/k2pKV+g6VOmhHT3Z0go8vAawLWzEpy7CJ4MGiG5c8MizpsQmW+XpimEzMyrgxGDciHbsz60EOCj4HgC7ZDIk+AyCFbCr1k0ZfvdVxk6q/eTdeSRz0kmnsWTcRzJF69C4bpvoWI/SWORx0b3xv2z5hIo2z+HxK13vGKrAYSsd7n5HaxL0ggEc3+ZsMMhgYHi4NkySLp3H0cTB4iPY1EVKVliJCI74kOzJ8YjZCpo+H4jJlfBpO7FRGKpkZ03E9n3HseIYP+cHLexFfdcWlNz4nIhi0Jflofdc8beJIsoj9+Yfv7OFr5lhQNSINuvcGPP93xMB3dj9mJ1KI/m+9PNVmZOlmxKi91lVoay17Mtyx7ueCqV6mOa3UTU2fvUTYbDh6iBb90q8Fi65uhDtXqf2OhOtufxeeaudXs0PpmuYGByT8OG8uuVgO/Xn1932AE/eXnr7Y7OrLF/95BjNDMv61xAvj+jmtsGtEju+nS1/J2P5P/p3e/lvpPqXL9Awnj/2mB7PyxCl05vU8bpe1c0OL366oySMVcJUar5lVfrB5Q5ViVhUiXq6wg+WNeAyaeV0FBwkVREyJdrVGCNYqSI0QjryCCRLOCIETykGSByB7KdSDZvPoGkzUU0yCKx9oYTLpa6gLplCtXIIWTQhRKq1jhYrSg4pgb36eygJLHmgxIochnwaRjeBeXCiAQ8ZN6BlypVjivNdQ07koBJi8dVCQ1Z9J/69L9Z5qagIq0/lmpY47+vNghuW4+26Cujw8Z9AaxIiHeIFc3D5xKltLVDZLGwHgqdkwmNwgaHMogZHYNg2A5c2uQfZWGNUgc05ulHydZVaiiUbKc8Sx+VnOeBq0ibVk+Pklh1ipW8pH1Usfk4jmZPFNYL1JJ+9WKHe+kyOIBZPdJOYDg6xybSSVPmNU07bNfhsYigVU+7pzrhX1KqjgwC5UTTYbmctao0nwSe/NsgW4q53IOi/PX+RyDVpGaOehU0zNmjSzTclCoZFvM8sfEyalSNXlyqv8qD3IAqMuFIDcnN79clL0U5dmRbmHe/LxSKpb/dZyAzLgeuJwJ6tM47YT0hnTUDWjENaVaiH9k5/uHRlJ3hthZkrsLCd4lJM+S6OHJng3hsyB9aOKHJ392BNCOBCKJII4MYgkhlhRiieFF5BBPEG1JohVRtCeL9oTRgjSiiSOOPFoRSDyJRBNJCzJpTSjRpLKRWOLI5ZsSTDjJRBDNNyCbCMKJIZ044okjnwgCiiKhYCKKIqNYQgojpRcRUxw5tSeoF5FUOFGFklUgYUWQVixxRZFXSwLbQGIbiawdmQUTWgCpBRDbenJrT3DtSK4N0X0LsvuPEV4mS2+aX+9LF1d5nX22f8v6UjZtW9Btej/90m8u5Pr5tx2MNpRIrMvnRe3/ahX6h5/fvuh//ODC1S77sZIDup6Z7OMIWQC41pv2yez853Estxnono3uhfbo3xcLVvPpoNqRedyoM3XSjUPv3/0NDLTunw==
IZKOtx5sCee7fqxj