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.
eNrVXG1v2zYQ/t5fERjYvtmybPklm9NiS5ctQIdlbYPtW0FbtE1HFlWSsp3++lEvluSYsu7oeMOAIpXFu+ckkXfkc0dp8m63Dq42VEjGw5uW2+m2rmg44z4LFzetx8937XHr3ds3kxXZkKrYuNP94rm91tUsIFLetJL2zpSSUHb+/v3De6oRqGi9fXM14dMVnakDuVixoPMbkcvfSZTIXE02nPlXa6qW3L9pRbFKz15NpBL6Ot5uuXiSEZnRiZOfqbZGwne/DK5db9Svtk+cBBSAHksqPpBwYQSfCyvMWSwEDdUtUXTBxXP9dQ9dbzgYWdlg8iOVPBYz+kDU8kHwDfOpb74LEkhqZWS+9T9RsQmoSowYwZ3VbC2twMmK7D7Sr/fmi/5Jt96qnWp32+7IHffdUbc77g9dK1Oi8qiM1pKbcIouGQ6dOAo48R2fz6TD1mRBHblZtLW3OL2uO2q7rhMF8YKF0rn9dXB9uyRC0UxQ4+gfiUYFdNz3vLGzkvqfHslPVHT0gWW/P3ANH1yox5m8PRy8F7Ij6NfGkeUzGQXk+ZxHRQTRzVToUHO5G0nu4LPQwS/Qz+wFfhgHgYO86sc8JF3oipOId8vjUNVEpruPtg/iloeK7up71C6Yql0+FhmVrwf7jYfmCeUhngZsZhsudUCLqVSPH+/ro+X/JdD8TCR9FJeLNH+x0Odb+foRrDpiLnT1URqET65IBn27mT2qBK1DA5DFVC18ZbI7fOS6gQhBng9wAx1/Op9SodZVQMOFWt60Rr09VG5EdyDd3bS6xenKEkgqvk4GolQk9InwO0dmK4/kCNI9htRYsyUJQxrgoHpGqBUJGNeIXND8uJ0sSNqCzvVqYYkz0QebiBWf8XWk5z3ani05l6mHIkx5Vqa27Inh7Axs7OBMDKEmpkKHCeyDGkHRZzrcP5FpgLz6MRifBwGJJBL+Gg6/XvMQ6V1dMLrarWkYI+FdKLxPFEm69wnbu24PZULxxQLbwS7Yq5k7xnYA2I0ZHSOhwZ675j5BxlIX7LMRjxj2oYBdNtJRWiLBx3Bwrrh6jnSA5uFcBweFtAR2XakXJlOCHPm9Lhw+1IO+LePpmiHvoQf2YBnom2jjY0QP7MAyWWrp8NzO1lxIM320mS3zFxT7vDysGSQ+2Kmtehvs1frSkdAjBLR++Em0RloAO7biPFAsQsJfw+EjtDP3wc6sBKUbRrdIfLAfZ6Pebk3a7+GsINFPunBKgHB4J3013hVLH+L7z0hos5sGbOpMOVf6DImSIU4VW9OIJfy8tgFpeQiwHHLF5thbGgGAte/6giM9qz+GIOt5mCwp8U3nkPaum+05JKACOT69LgB3GiuFXaV7LgDYjl14PQB00qU+32Kvug+Atlh6eh4AV686+QZNqQFe66BnPm8IQbWZkrwRBDlJSDPF0IOu3itpQPU6T/0ZU4EMIl696y2ZVDzFKw6JTyKVdOJXvKVBF2MJB13vjlk+9gMnPvXzH0H6oxM9LZBhalDvmtkDacesPGq7HbfXcdtZvg1pqd9gqZNkxHR3x8joMvCagDWzkhy7CB4MmmH5E8OiDptQma8XpsnEjIwrg1ED8r4b0z70kOBjIPic7ZDI10DkNVsIvWTRl+91XGTqr95NV5KHPSSaexJNRDMkXr0LrpOdDSH7Jsqjjo3vDfsnTCRRNv8PiVrveEVWA4lY73NyO88KEkhEs7/ZMIOhwcGKatn7wfV9qKeRkKqkDLEm4musA/MHRkNk6mg4PmGmLMppIzruJzPuHQ+RQX94fdrEZ91xSU3PCcmGLQh+Wh91Txt4lCykP31i2X2UVr7ERQPSoFtv8P3Pt3ydjO6H9ERi0Z/OslNNViZOWqzKS12VlsayF/Mty14uuOpVKexa3cTEyTzKZgfCfTjn5+49mG99M9S+fP2/qFynW7r4TFO5mk1dXyy3ODD5134v2sWK4pcruGcNRtBff/lsu+cjZQOZxxihmX9T4xXwHSCX2Faih3rTpa/kTTa1f9e7W0n9p1LK/p6sox+1QHq+LEsfnM7ySEk7F7T4/bLMDFIxl43RqnkZGKsHVCnLtBDpatkVJF8mOmDieVkUJFxUOSHSh0VLsEZRg4Ro5CVFkGhaIYRI7rMuENl9/Q4km5fjYLKG6hpEsSyWwaQPa18gnWopC6RwVJlCaRVLXowWVBxz41luCyhZFmlACkWCCyYdwbu4UhGBiB8VOOBKtcJ58aGmcVcJMHkt4UBSkyj9ty7/f6KpCajI85+UKpP2p8X22Xbz2QZ1fbxPqTeIFRnyBrm6eeBYspK/bpA0BsZjsTK73CBocCiDkNk1DILVVK5B9kVe1iBR5jsrP47SrFBFo2Q1BVr8PEyCGrSKPGb1+CinWat4kKCslyqzjadk8tRhvchBHrBWrLyTIq0HkM2ydADBl0k3k0qeQatpytJhhsYio1U97pzqhSxHVRyYhaqZJ0NzNY100HwUe3M6qZuqyZ394vxlgsegVdDQvc5hvsaskaZe9goH6RezfJlJOVY6zKYc679IjOwB6pIjyN3Kze8jpe9ReXakW5h3Qy+ViuQPjhOQKdcDlzNBfZrQ/zRm6agb0JBrSjUX/83e+HeNLO8E07Nke2cyvnNYnyXzw7M/GwZowQLRTBDPBu0YoR0rRDJDHDvEMkQsS8QyxbPYIp4x2rJGK+Zozx7tGaQFi0QzSRybtGKUeFaJZpYW7NKaYaJZZiPTxLHNV2WccNaJYJ6vwD4RDBTDQnFMFMdGEYwUxUrBzBTFTrEMFcZSz2KqOLZqz1jPYq1w5gplr0AGi2CxWCaLYrOWjLaB1TYyWzt2C2a4AJYLYLr1bNee8dqxXhvm+xrs919jwExWXk6/3NcyLvIG/DR7D/tcem1b4W16pf3czzTk+vnnIIw2lIit6+nFZoCLlezvf3n9XQDlNxoudtkPB0mhy5lJv6eQBoBLvYsfT09/Ysdy34Hu2fBOaI/+Yz5nNZ8fqh2Z5VaeiZNsLXr75h+7Awuz
pplhKyOKSjQliKGy