Critères d’acceptation des échantillons
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.
eNrFXG1v2zYQ/t5fERjYvtmybPklm9Nic5ctQIdlbYPuW0FLtE1HElWSip39+lGyLMsxZd3R8QoUqSzePSeJvCOfO0qTd5sovHqiQjIe37TcTrd1RWOfByxe3LQePt+2x613b99MVuSJVMXGne5Xz+21rvyQSHnTyto7M0pi2fnnzw/vqUagovX2zdWEz1bUVwdyqWJh5w8il3+SJJO5mjxxFlxFVC15cNNKUpWfvZpIJfR1vF1z8SgT4tOJU5yptiYicL8Orl1v1K+2T5wMFICeSio+kHhhBJ8LK0w/FYLGakoUXXDxXH/dQ9cbDkZWNpj8SCVPhU/viVreC/7EAhqY74KEkloZma+DT1Q8hVRlRozgzsqPpBU4WZHNR/rtznzRv+jWqdqodrftjtzReDBwRwN3OLYyJSqPymgtuwmn0iVOEqYLFktn+n5wPeX8kVHpKCIUJanPlOCx40vprIp/enQ+UtHRB5Z9ec+FIuGFepHJ6eGAvJAdQb81jpaAySQkz+c8KiKIbqZCh4/L3Uh2B5+FDmihfmYv8OM0DB3kVT8UYeZCV5xFsSlPY1UTbW4/2j6IKY8V3dT3qF2AVJtiLGq/ej3Yf3lsniTu01nIfNsQqINUSqV6+HhXHwG/Z/D4lUj6IC4XPb6wOOBr+fpRqToKLnT1SR5YT64cBn27GTipBKJDA5BFTy18ZVI6fOS6gQhBng9wQx1TOp9yodZVSOOFWt60Rr0dVGFEdyDd3LS65enKUkUqHmUDUSoSB0QEnSOzlUdyBOkeQ2osf0nimIY4qJ4RakVCxjUiF7Q4bmcLh7agcz2rL3Em+mATqeI+jxI9l9G2v+Rc5h6KMOVZmVqzR4azM7CxgzMxhJqYCR0msA9qBEX3dQh/JLMQefVjMD4PQ5JIJPw1HD6KeIz0ri4YXW0iGqdIeBcKHxBFsu59xPau20OZUHyxwHawC/Zq5o6xHQB2Y0bHSGiw50Y8IMhY6oJ9NuEJwz4UsMsmOkpLJPgYDs4VV8+JDtA8nuvgoJCWwK4r9cJkRpAjv9eFw8d60LdlOosY8h56YA+Wob6JNj5G9MAOLLOllg7P7e2aC2mmjzazZsGCYp+XhzWDxAc7tVVvg71aXzoSeoSA1g8/i9ZIC2DHVpyHiiVI+Gs4fIJ25j7YmZWg9InRNRIf7MfbUW+3Ju33cFaQ6CddOCdAOLyTvppuyqUPCYJnJLTZTUM2c2acK32GJNkQp4pFNGEZP69tQFoeAizHXLE59pZGAGDtu4HgSM/qjyHIeh4mS0oC0zmkvetmew4JqUCOT68LwJ2lSmFX6Z4LALZjF14PAJ11acDX2KvuA6Atlp6eB8DVq07+hKbUAK910DOfN4Sg2kxJ3giCnCWZmWLoQVfvlTSkep2n/k6pQAYRr971lkwqnuOVhyQgico68Rve0qCLsYSDrndHFpEFlR84CWhQ/AjzH53kcYEMU4N619w+kHbK9kdtt+P2Om57m29DWuo3WOpkGTHd3Skyugy8JmDNrCTHLoIHg2bYLCmORB02obJAL0yziRkZVwajBuRdN+Z96CHBx0DwOdsgka+ByBFbCL1k0ZfvdVxk6q/eTVeSxz0kmnsSTSQ+Eq/eBaNsB0LM/hX7o46N7w37J0xkUbb4D4la73hlVgOJWO9zcj3fFiSQiGZ/s2EGQ4ODVWtkd7GeRmKqsjJERMS3VAfmD4zGyNTRcHzCzO+D6+kyq8FlRnTcz2bcWx4jg/7w+rSJz7rj8rJeTJ7YguCn9VH3tIEHyWL6yye2vY+9la9p2YA06NYbfP/rlEfZ6L7PT2QWg5m/PdVkZeLkxaqi1FVpaSx7scCy7OWCq141m2/ANzFxth5ls6vgLp7zc/cTzNeBGWpXkv5u1eh8OxX3NT2r2VD11XIrApNfdvvALlbovlwRfdtgBP39t8+2ezPyFf7WC4zQLLg5d5uZf4ntH3r4Nl36St5sp+sfercrqf9UytM/kij5WQvk5/el5oPT29xQ1s4FLX+/LB2DVMylYLRqUdrF6gFV9qVXiHS1lAqS3ycvYOJFqRMkXFYuIdKHhUiwRllXhGgUZUKQaF71g0juMikQ2V1NDiRblNhgsoaKGURxXwCDSR/Ws0A61fIUSOGo2oTSKpexGC2oOObGt/kqoOS+8AJSKJNWMOkE3sWVKgdE/KhoAVeqFS4KCjWNm0qAKeoDB5KaGOm/dTn9E01NQGXu/qTUPhF/WmyXQTefbVDXx7s0eYNYmfVukKubB44lKznpBkljYDwW22eMGwQNDmUQMruGQbCanjXIvsi1GiT2OczKj6PUKVTRKFlNa5Y/DxObBq0yN1k9PspT1ioeJB3rpfYZxFMyRTqwXuQgt1crtr+TMlUHkN1m3gCCLxNpJpUiK1bTtE1xGRrLLFX1uHOqF7Z5p/LALFTNJhmaq6mhg+aj2FuQSN1UTdjsFucvkzYGrTL/stM5zMGYNfJ0yk7hIKVilt9nR46VDjMkx/ovkh07gLqEB3IHcvO7QPk7TJ4d6RbmHc5LpRL5k+OEZMb1wOVM0IAmWSdkN6SjbkhjrinVXLzeHvZ3jcztBHuzZHBnsrhzmJwlm8MzOhtWZ8Hs0OwOz/DsWJ4d00OyPRzjw7I+LPPDsr+zGCCeBdoyQSs2aM8I7VmhBTNEs0McQ7RiiXimiGaLFozRmjWimWMje8QxyFdlkXAmiWCTr8AoEawSwyxx7BLHMBEsE8U0wWwTxTixrBPGPM9inzgGas9Cz2KicDYKZaRAVopgplh2imKoliy1gak2slU7xgpmrQDmCmCv9QzWnsXaMVkbNvsajPZ/Y7VMVl4Mv9zXJy7y9vls+770uZTZtmrb9Dr5uZ9IKPSLTzEYbSiRWtfIywL/xcrwd7+9fmV//32Ei132/UGi53Jm8m8Z5AHgUu/Mp7PzP3hxF98K7bx/zees5ss9tYNwv7tm4mS7fd6++Q8hrM7s
fexndmuighhwkvhm