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/t5fERjYvtmybPltc1ps6bIF6LCsbdB9K2iLtulIokpSsbNfP0qWZSmmrDs6HgoUqUwen6NE3pHPHaXpu20YXD1RIRmPrltup9u6otGc+yxaXrcePt+2x613b99M1+SJlMXGne5Xz+21ruYBkfK6ldZ3ZpREsvPPnx/eU41ARevtm6spn63pXFXkEsWCzh9Erv4kcSpzNX3izL8KqVpx/7oVJyorvZpKJXQ/3m64eJQxmdOpk5eUa2Phu18HE9cb9cv1UycFBaAnkooPJFoawRfCCnOeCEEjdUMUXXLxXN/voesNByMrHUx+pJInYk7viVrdC/7EfOqb74IEklopWWz8T1Q8BVSlSozgznoeSitwsibbj/TbnbnTv+jaG7VV7W7bHbnjfq839nq9nmelSpQelVFbehNOMSTDoVMtGExeFAzdUoGefYPxyFlL/U/P00cqOvrCclTvuVAkuNB4MnlTnZoX0iPot8Z54zMZB+T5nEdFBNHVVGhHcrkbSe/gs9CuLdDP7AV+lASBg+z1Q+5wLtTj1J/d8CRSNX7n9qPtg7jhkaLb+hG1c5Vqm89FRuXrwf7LI/NycZ/MAja3dYbaXSVUqoePd/W+8PtwI78SSR/E5fzIFxb5fCNf3z+V58OFeh9nLvbkbmLQt1uV45JLqiqAbIRq4UsLVfWR6woiBHmu4Abau3Q+ZUKtq4BGS7W6bo16e6hciR5Aur1udYvi0vZFKh6mE1EqEvlE+J0jtaVHcgTpHkNqrPmKRBENcFA9I9SaBIxrRC5oft1ONxNtQRd6pV/hVPTBKhLF5zyM9apG2/MV5zKzUIQqz0rVhj0ynJ6BjR6ciiFUxUxoN4F9UCMo+lw780cyC5C9H4PxeRCQWCLhJ3D4MOQR0rq6YHS1DWmUIOFdKLxPFEmH9xE7um4PpULx5RI7wC7Yqpk7xg4A2IwZHSOhwZYbcp8gfakLttmYxwz7UMAmG2svLZHgYzg4V1w9x9pB82ihnYNCagKbrtQbkxlBzvxeFw4f6UnflsksZMh76IEtWAb6Jtp4H9EDG7BMt1raPbd3ey6kmj5azYb5S4p9Xh5WDRIfbNRWow22at11JPQIAa0ffuqtkRrAhq04DxSLkfATOHyMNuY+2JiVoPSJ0Q0SH2zHu1lvtyft93BakOgnTTgjQDi8k7aabIutD/H9ZyS02UwDNnNmnCtdQuJ0ilPFQhqzlJ/XViA1DwGaI67YAntLIwCwtl1fcKRl9ccQZL0OkxUlvqkMqW/SrM8hARXI+el1AbizRCnsLt1zAcB27MLrAaDTIfX5BtvrPgDaYuvpeQBcvevkT2hKDbBaB73yeUMIqs2S5I0gyGm4mSmGnnT1VkkDqvd56u+ECqQT8epNb8Wk4hlecUl8Eqt0EL/hNQ26GE046HpzZCFZUvmBE5/6+Y8g+9GJH5dINzWoN83dA2kn7HDVdjtur+O2d/E2pKZ+g6ZOGhHTw50gvcvAawLWzEpy7CZ4MGiG5Y8MizpsQmW+3pimCzPSrwxGDcj7YczG0EOCj4HgC7ZFIk+AyCFbCr1l0d33Oi4y9FdvpmvJox4SzT2JJuI5Eq/eBMP0VELE/hWHq46N7Q37J1SkXjb/D4lab3hFVAOJWG9zcrPYJSSQiGZ7s2EGQ4OBxUGyZJF0bt4PJneRXkYiqtI0REjEt0Q75g+MRsjQ0XB8Qs3vg8nNighFUyXa76cr7i2PkE5/ODmt4rMeuDSn50TkiS0JflkfdU8reJAsor98Yrv7OGj5mhQVSIVuvcL3v97wMJ3d91lBqtGfzXdFTVqmTpasylNdpZrGtBfzLdNeLjjrVUrbWt3E1NlZlM35grtowc89WbDY+GaofXL6O8hLZ4et+FwTtZrjVl8tjycw+WV/SuxiKe/LpdN3FUbQ33/7bHteI9vr7+zBCM3865o5Dz+9cYkjIXoiN3V9La93C/cPvdu11H9KieofSRj/rAWy8kPSuVK8ixKl9VzQ4vfLJDKoiTkpjG6aJ3mx7YBNDklYiHQ5qQqSP4QxYOJ50hMkXOQwIdLVlCS4RZFhhLTIE4Yg0Sz/B5Hcx1QgsvvsHEg2T7bBZA25M0jDQyoMJl3NbIHalBNVoAZHeSdUq2JDi2kFFcfc+C5yBZQ8pGBADYrwFUw6hg9xKd8BET9KX8Ab1QrnqYWaym3JweSZgoqkpkj6b110/0RVE1ARxT8pdQjJnxbbx9LNpQ3N9fU+YN4gVsS/G+Tq1oFjyVJ0ukHS6BiPxQ6x4wZBg0EZhMymYRAsB2oNsi+irgaJQzSz9OMoiAptaJQsBziLn9UQp6FVEaUsXx9FLGsbVsKP9VKHWOIpmTwwWC9SifLVih3upAjaAWR3MTiA4MuQmqlJHh+rqdoFuwyVRbyqfN05NQq7CFRxYRYqx5UM1eUgUaX6yPfmwQFdVQ7d7DfnL8M3hlZFJGbfphqNMbfIAiv7BpXgiln+ECc5blSNlRy3fxH22APUhT6QZ5Gb3xTK3nCye/klEeazziulYvmT4wRkxvXE5UxQn8bpIKQ3pL1uQCOuKdVCXOJc+7tGDneCx1lyuTP53DmczpLX4bmdDb+z4HhonofnenZ8z47zIXkfjvth+R+WA2J54FlcEM8HbTmhFS+054b2/NCCI6J5Io4rWvFFPGdE80YL7mjNH9EcspFH4rjkq/JJOKdE8MpX4JYIfonhmDieieOaCL6J4pxg3oninlj+CeOgZ/FQHBe156NncVI4L4VyUyA/RXBULE9FcVVLvtrAWRt5qx13BfNXAIcF8Nh6LmvPZ+04rQ2vfQ1u+7/xWyZLr41f7isVF3k3fbZ7h/pc8mybv2162fzcDyjk7fMPNRh1KJFYZ8uLVP/FEvJ3v71+jv/w9YSLdfu+EvK5nJrsSweZA7jUe/TJ7PSnbSxPFeiRjW6Ftui/FgtW89mf2pl5OIYzddJjQW/f/AcQzNXo
slslSef7vResFzLM