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.
eNrVXN9z4jgSfp+/IkXV3RsYg/l1R2ZqN7PZTdVsbW5mUntvU8IWIGIsjyQDmb9+ZWOMHWTcLcJd7UtirO6vbUvd0tcte/phtw5vNlRIxqPbltvptm5o5POARYvb1tPX+/a49eH9u+mKbEhZbNzpfvPcXuvGD4mUt620vTOjJJKd//7+6SPVCFS03r+7mfLZivqqIpcoFnZ+I3L5O4lTmZvphrPgZk3Vkge3rThR2dmbqVRCX8f7LRfPMiY+nTr5mXJrLAL322DieqN+uX3qpKAA9ERS8YlECyP4XFhh+okQNFJ3RNEFFy/11z10veFgZGWDyc9U8kT49JGo5aPgGxbQwHwXJJTUysh8G3yhYhNSlRoxgjsrfy2twMmK7D7T7w/mi/5Jt96pnWp32+7IHfd63qTX98Z2D0uUHpXRWnoTTtElw6GTxCEngRNwXzpsTRbUkZtFW3uL0+u6o7brOnGYLFgknbuPg8kd58+MSkcRoShJfKYEjxxfSqcKPJg4K30uHc3PVHT0gWXfP3KhSHilXmfyrjqAr2RH0O+NoytgMg7JyyWPigiim6nQ4eZ6N5LewVehA2Con9kr/CgJQwd51U95WLrSFadR744nkaqJTvefbR/EHY8U3dX3qF1AVbt8LGovezvYHzwyTyqPySxkvm3I1EEtoVI9fX6oj5h/p2DzM5H0SVwv2vzJooBv5dtHsfKoudLVx1kgPrsyGfTtJq24FLiqBiCLqlr40qRXfeS6gQhBXiq4oY5BnS+ZUOsmpNFCLW9bo94BKjeiO5Dublvd4nRpKSQVX6cDUSoSBUQEnROzpUdyAumeQmosf0miiIY4qJ4RakVCxjUiFzQ/bqcLk7agc71qWOJM9MEmEsV9vo713Efb/pJzmXkowpRnZWrLnhnOzsDGDs7EEGpiJnSYwD6oERTd1yH/mcxC5NWPwfg8DEkskfATOPx6zSOkd3XB6Gq3plGChHeh8AFRJO3eZ2zvuj2UCcUXC2wHu2CvZu4Y2wFgN2Z0jIQGe+6aBwQZS12wz8Y8ZtiHAnbZWEdpiQQfw8G54uol1gGaR3MdHBTSEth1pV6YzAhy5Pe6cPhID/q2TGZrhryHHtiDZahvoo2PET2wA8t0qaXDc3u/5kKa6aPNbFmwoNjn5WHNIPHBTm3V22Cv1peOhB4hoPXDT6M10gLYsRXnoWIxEn4Ch4/RztwHO7MSlG4Y3SLxwX68H/V2a9J+D2cFiX7WhTMChMM766vJrlj6kCB4QUKb3TRkM2fGudJnSJwOcarYmsYs5ee1DUjLQ4DliCs2x97SCACsfTcQHOlZ/TEEWc/DZElJYDqHtDdptueQkArk+PS6ANxZohR2le65AGA7duH1ANBplwZ8i73qPgDaYunpeQBcverkGzSlBnitg575vCEE1WZK8kYQ5DQpzRRDD7p6r6Qh1es89Z+ECmQQ8epdb8mk4hlecUgCEqu0E7/jLQ26GEs46Hp3zJK38hMnAQ3yH2H2oxM/L5BhalDvmvsH0k7Y8ajtdtxex23v821IS/0GS500I6a7O0FGl4HXBKyZleTYRfBg0AybpsiRqMMmVBbohWk6MSPjymDUgHzoxqwPPST4GAg+Zzsk8gSIvGYLoZcs+vK9jotM/dW76UryqIdEc8+iidhH4tW74Drd4RCxH+J41LHxvWH/jIk0yub/kKj1jldkNZCI9T4nt/N9QQKJaPY3G2YwNDhYuWL2EOlpJKIqLUOsifie6MD8idEImToajs+Y+XUwuVumFbnUiI776Yx7zyNk0B9Ozpv4qjsurek5EdmwBcFP66PueQNPkkX0py9sfx9HK9+SogFp0K03+PHnO75OR/djdiK1GMz8/akmK1MnK1blpa5SS2PZiwWWZS8XXPUqFXetbmLq7D3KZhfCQzTnl+4/mG8DM9ShhP23qV5n27u4r+lczQavb5ZbHZj887Av7WqF8esV3fcNRtBff/lqu/cjYwR7rzFCs+C2xjPgO0Gusb1ED/emS1/J2/30/o/e/UrqP6Vy9j/JOv63FsjOH0vTldP7XFLazgUtfr8uNYNUzKVjtGpeCsbqAVWOpVqIdLn0CpI/Jjtg4nlpFCRcVDoh0tXCJVijqENCNPKyIkg0qxJCJA+ZF4jsoYYHks1LcjBZQ4UNongsmMGkq/UvkE65nAVSOKlOobSKZS9GCyqOufF9fgsoeSzUgBSKJBdMOoZ3cakqAhE/KXLAlWqF8wJETeOuFGDyekJFUhMp/beuBnCmqQmoyPWflTom7s+LHTLu5rMN6vr4kFZvECuy5A1ydfPAqWQph90gaQyMp2LHDHODoMGhDEJm1zAIltO5BtlXuVmDxDHnWfpxkmqFKholy2nQ4mc1EWrQKnKZ5eOTvGatYiVJWS91zDiek8nTh/UilVxgrdjxTorUHkB2n6kDCL5OvJlU8ixaTdM+JWZoLLJa5ePOuV7Y56mKA7NQOftkaC6nkirNJ7E3p5S6qZzgOSzOXyd5DFpFvuagU83ZmDWy9MtBoZKCMcsfsymnStWMyqn+q+TIAaAuQYLcsdz8blL2TpVnR7qFeUf0UqlY/stxQjLjeuByJmhA47QT0hvSUTekEdeUai7+f3vkPzQyvTNsz5LxXcj6LmF+luwPzwBtWKAFE0SzQTwjtGOFdswQyQ5xDBHLErFMEcsWL2KMeNZoyxyt2KM9g7RnkRZMEs0mcYzSilXimSWaXVowTGuWiWaajWwTxzjflHXCmSeCfb4BA0WwUAwTxbFRHCNFsFIUMwWzUxRDxbJUGFO9iK3iGKs9a72IucLZK5TBAlksgsli2SyK0Vqy2gZm28hu7RgumOUCmC6A7dYzXnvWa8d8bdjvWzDg/xkLZrL0ovr1vp5xlbfhZ/v3sS+l2LZV3qbX2y/9ZEOun38awmhDicS6pl5sCLha2f7hl7ffCXD8XsPVLvuxkhi6npns2wpZALjWO/nJ7Pwndyz3Huieje6F9ug/5nNW8zmi2pF53NIzddItRu/f/QU+PhNT
tkpofumtBf4YPhvc