M2_SETI/T2/tp/exercice-1/diagrams/conception.drawio
2022-11-22 15:16:28 +01:00

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5+sGUO3bQ84lzyz9bs31W0x09cI5xQB1f/RvFLrCTN+cGOMo55ftlSjSL33eoWqPaEYT18GZ/by25P98fzevLh0gn/CLxc/7s4lOeYOrUmhj2V5c7IQ231kerj2oLAZz8fjF/ShLyUn3LdkIlY+6sVtMLqvfdj+mof6K4O5PIgrySvJaqsAP8pvF1Px58+/vOj78kPoXtz/MwLO6tPHPyVCJzXwFwTt8/h2EfjjH2IGORvHvJpOLsPrYBKuq+fmVLx1kl6mYrB1Q49GSdkl+cgif02XTm6qK0erxZJojE9ByqXrXpRVnOx0sUkH60PXwHKIfmGDigNP1iEnOwrS1VH9L8WZwnxeCqpigp5GU9HHQyNKBF4l8ShDlBtYKANlQ5WF0ueXnMKcUn8itDiQlhdNLDaP2hjUcpsmBZuTlPlQFryYV5DVgOsgx7fjIR5+/e7fr+D1XXzx99wK/h1IZwAcJD0CWT19Q93vlx/f/QyGbxwffPnvaeVHj/7b1wOFQtfeQpKhSZOrs1EczaaDRqWAlfTDPw/IIrdjyMLnSrNYURg0B9lnpOcVQakjIir9BiKRpqHqk5kLhbIVqYkrPRGmMRMX9sam2PowJWcnG7c5k6I3mm9fSNqSxIoMlHx5lzaiFGly+uP3gvD6JkKSiZHpiny/YxUmA8yXekqlSXbsp3ZpcvXl+7vH9+8+WR/Ny6/fvr56E13aSnPp2+GBsmL2Uni6kIEmUDT3GhMnYu35IohXi1kVPPmI3VXa+joUsyh800wascur/TZZEBuyZeY1eRDFWsAqhNGJEClctswfDkwDw8wp2bf9wLOTasP8Jzs/uchHs+ECdv2SpIawiwsNAIpVsLPNJpoGuxNGNpDrFT+urfAUbSYVpbShMNGK4oTRxF8uwxEr5tnhO9vR7japOUsiS7JrDZOpJY9qbZvHq6HTml00JbgH2DGwQxGqrfIUuqZ7S4lQNANXs6TQSBLpTAjmMungkoc7tfSICRRcyTkaer+Ib+myhgnej6yLRj/2I83Jkd7EA/a1Yjp3imRD2g8TlKjrkLVsgPRhghLLarhaDfgpUOWRGAqIshS4Ix5yNO1gGdBK13Kql9VoCli0zcpFNci+qjarLj2Se/UHZQvk3HEyBtbgEGMabXnimqVKQy4xLUK4AdNY8dy6OhGCa5bV6PbKd2rTtZXHdEWV9eohvAlmo4BcTd45g7Y/XVdorf8lV5BAoazSqol4itS3Q0EFf8DSwJNlqJsacyUHpcrxqTXaX15dnL0jry5mGD158cGPiUyfra9Akx2KRQ10UIm8leKKrkCuJKz687RVO3NbMl6AyZ3SMXD5Abzq07ORCQzX9KwkzZ/8y9U6225js7TlSBF1TlET6k+ICeHHAV0lypFvP+fOVHOjjsFYyM0GJ+x7kJ3BTcICtpFZMi0Ie9HV8xVmCh9D2otvaJFnvWRyx9VR8yCvy+tP5nf71C8LTsXMb2OeucTMOVRQWoqleDqy6HJYiinEQ4WlrRh803FYyvjf6cXfr+6fbpbf7u5C/+fdt/fTAVZg8UQVztVF3Pb6DVjcQbxAIvss1zMs4rZ46a8rQglbyKhSiXtBSma5lBvX6TTgSq+jEiE9sUZtz4BciTOSFz1ua5sKOK9ZV59lKoX7dhOCny96ic9qAAxdy9n8C/Vgt2bZhpG73fzV54JcDxsYATf7hWwK2XEYhOza9Vq9CXKNfIPkX7dVtCvYCc8Q7cizDRsgO/u1mkB79Sbdon27apnngnboWQnQrcw+8hph95pdukW8gi37DBEPCEoohJhuIwxfs0u3iFeoa9GJeDr2LL0R7DDTolUrzzZoksBZJd2+Vl7Nsg1TgWyYGk8Fk0k4Xwb14UH6ZJcziDYeyfaUskUpiWtQ6hTZ4sHcxIKm+I/8QpFgyD0uzYd2U96wSv2TTpajszhVyD9xXJscp9K43V+WA4TnXIrlsuRUb3muZX+mVs15iryZkUlPmBOYpuHA4tdm23afJ6eqOEW95VSYxH5pPuy7dmzZE6k3SCVdSJV00hNWhSYwsEX9siWXz5NVVbyZ3rIq8kyDigeCvnOqitPQKqfaqpzaLx8TmdCg0O4egU6VVNu/iRaT6Eac9inWLW17nmh9fZNMEtQV8+/L9AxtGbT/mk0N6ISrJfXp+VA6aIoc/lzRk59jIY/O9RV7op9DYU8s/n3m2IOmZRwQ8kTrhUIeODbkWYBVUeK4zl4hr2VrqCe2i6QKgjicNNo02Ss1yzZd4lI6rDJhTXxsrJn04tDGY685c8vejufLmchmjX6uXW5XzqxZtmnOhAJ2l6vpsTEkstlGVknsoFcsebwlg5gaoMPPvESMq+HoYc+aZZtmTzHNNc7OvDouFsXIkZVx9pVDFRJmW3WOctHUDQc0mqI0HcOERa4KsfFv7BqQRkdmUFL4cCyDjp9nhxUz+GCN0swJ0I+OlgvzakOoqF+dn9WS1XJYruEqrHaVrDXLNi1Z+xZ+7xlJAOKjWDaVTbFboYnGiGDx/eVf58Mf0RI+If/x78GTd3U3yGbwcUNDPqcviw6tV8XV4Wi1+JU3nbNCvPjAZZQc7bK+5S6I48d0BIW/iiOWjPY7WY4jlh3pUQqbzC2lZZn0xs3xpiKdKhOgqmivfMyWNK2k50wR5OUlBqZn2IgqB+K6nqBlIItStaJv0o2mlaIDmCeWKgVOJpprWcrrlKUshQrLg2YpZNmG41blNXrEUZae+NuuZN2Z/eFhw7XzSg0gnB2SpKYKBPCHjKk3F1RvgxOvk3IYG4vOyXGvJ9BzkLinWn24UcnAwoT1KObbA/UVu4CEwrpDvZ7O0UNDPcGJSRVxIXbUHTKTcoK9MV+9yeaMshYifnK86ym1PjS8o/WE7SJ6h5vAe/UmHeNdT4jq0PCedHUCWgg3gffqTTrGu56C7UPDe6J8HboYtwm8V2/SMd71dI4eGt5rVC8CBkZ7jwCp3gR4kJj8Bd69lhGvJ/B8aIiv0b16EF+9SceItxXCKs8Q8TXKVw/iqzfpGvHHG8Gp0L56EF+9SdeIh0eJ+Gr1i+2kCINC/I51dDW7wCRG1EJyWY7444zbVatfXYiv2aVbxB9n1K5a/epCfM0u3SL+OMN21epXF+JrdukW8ccZt6uJ03PZuR2bWGo24XJzXmMHCsgRf5yBu5pAvR7E12zSMeKPM3JXE6nXg/iaTTpG/HFG7mqiqVwyfvdhvlWbsLl4j6/2aBjxznFG7mqiqXoQX7NJx4g/zshdTTRVD+JrNukW8Vky8ACrWHc5R20/MlWofM3Cu7WVr5vWE5Hw26l8zR7zcCtfkekQcUpNQ+KmC5jQsEws2Gn9LH11FCxt6ogY5fNgNBQYu8iAXtEewwAZIbawwBZgDC1mYlU+s6rpXsWK/o3miP71+keV6CsIoVId9gqk7r4GYy7EKRFuVopw6pxL5phLUKMuqpFVqRIqebZeJUhmuG7VX9TSoZjYMxxEHf7k8fNaZLM8tjWGBjY0EN2CyZ1usKlVon7aLUZ297WDM3oGJ3rumJ6Jt+XR+p2lM36s4a6Fd67hMvOt2a6KGvuhaWJWMPK6sSoQkSWOXVgVJte2dFh2hdtwZ6YGu2JDCgdkV+ybXj5cuyLj2lo57Kr2LZe5mie7oj1RvG/W/HDtiudGzye7ApiHGzRUoOL9AoBZVUYtFQOzRCe3EwF0FUJOfY8AugZ23LLcOdf63u9hEkgcudw6R+0QTu8tF3pAlQtRycHZ7XChpxBv6DcXYtMxPEzpqsPlQq9X8eHdovXQMBHlV3OTI8FB+dXAPIro8p6STjUaVzZqp6VMO8YG8Kgpi5ClTIs1nK1dK6cRMGyTImB2F27Eqd1ulwwwjyK6fBT0jEzTgLAYG8qX87jV4QbloqFE2IKiXkzS9dWhGwgPXV/WxKEPTl/u2411BPoyp9rdHfSWJAzRmB49l5hr/9KkMRGCBkK91Zi68gDPWGMeDEVjojM9i9KZ3BwyTToTA0KzuK86s9156S2E3SA3Lx0hIrYKyWSLxzH1yOUH5sGHQasDMAI6eo0NcJxl6NhzDegV2R6LNUMd9kAIsGNOqWYX5Haq6YGCM6HpSN4mmNADhudRfoDAZl0dyVsC7eOc24A9x3ApFuCSt/w0Nrgro1Xuwo9j89otRQBgX5v6WeKeH9OzYx1KzS78nB63bdwf5/SGGqzw4xt27Omt24Ub3+ChlnF/nAMc6mQ+18+9Y5Nf3S5sQ7fXcvkZyM75O+GekcZcg+euZ9DWbcO1eLaL+mwWzQEWa/WywxNkAaX6cBvstMczf9CDj20UbhUba4KOZ9gYC0ZbT6MbUKGcod/4sIDJqrV1eY8A9EyO8lBuDrIKwYNuOl1wYl6Ydkl65cAaXVKB1peMbxUtVFocPQPq8fa65Ixbr3WhandAqdY9tbu0aHQeb7/LM6TpU8sLgAoOdO9tN+KkFhKBK/RI8oRAlCedWnUK/ktXVh02XFAyFeXQqsZQw26JFqOuvtizZ0DVVep7iEadp6oAM9LbvU3nZNS1pwOzmv2jNOqeHU0flVH37s8Y/ft1cncxdu//+89+87T81xmI5PzqIbwJZgS/MDOPdtWBIl1lCoFXf6VGRlITw4bbBl52gSkskdBIdgTTPopNCrPt6kZGE3+5DEclmm2LqP7YX97m+YjkxQc/joPFbH0lQVa5qDBrREUppmhWr6IfmtHnl6uPzsOdiX//Fdx+e4Kv4vDdAAOp2OlMmRF2NvOwbUZa0N4x80nI1PUMoqwsQPjZyt3fbGG7ueHVUqzIomn2z1VEgDj0J5No5MdBcUWgXsKcMUuv/iS8SQhtRAgkIAplmLBwOPIn5+kb03A8XmfNFsEyfEqdjYS05sl3XH9ra3hmvUy2Q8OJfxVMhv7o/mYtUCgtdb3+kZJkJS+q+j3lksY0kJuFpvdtWzDYPoUBsA2TO6kiur5eBo0gf7uw00k8rcUT6pl4Ah4RT05hBbNJv4GLdpVUno0Fude2eJIV4TxP8ZTx4kk85SDZrgpHKp62EzXOVrJm93qLRuWT1S/55GHOKnd5a3sL08nkyNF22xVHsvaX5ymOMt47TnH0djzEw6/f/fsVvL6LL/6eW8G/AzFGSTnAloDs1h1gz+zS/5WCbLsQWEcG5nZSX0mCV9HP4TnAwIE6HWCT1wgNGpVSRMiiMgcvxSv57yTFc5BsVz50Ekm9dHo9BJvxeR2vY9kkC8k8T9mUMeJJNuUgEaMdlIWJBWS3n2JBJsdp3ZuYClUv3ctz2JI8t1Xled9MTIRAMwIdmNyUqtYletYEcAQiPePFk0gvsH8QLnDfxFPPYpgAAU6IuMm4MeqHo6ctQprZ6cG5eOI1ZdPi6Xi84ZwXj1M+XX35/u7x/btP1kfz8uu3r6/eRJe2JKg5X0Tj1ShYEFSez+PbReCPf8QC2pe3/jz5czWdXIbXwSRcV6/Ng0VInijB+stJevlDca3ORiVYiH3ykUX+ejLx58uwoJBFMFotlgTYnxLSya5GqzjZ6WKDxDoxpW7wOoiPqNpsTWFKULTxiyVyCJkarF8p+qDClAIKwCKD0RgrepVpnOmAo8eLT68WjhIwuo1BUcw0ZlwAT1zgesDIPrUFI8i8wAYZQUzNETguV9MEjMeOQYChFIUi0mRWVINIU3DetUuvavJRl2msanDEvhWZCINNgVKlLeVAQJmb7TWwRHZTsBSNomliDSXfPhUk0xX5bkcrTkwIDU6jKyiEbFBUO7JFpf2iHYZA22tcyMoWNX7wGgOlQhn7gYASeIqypTFYivlHVqYQh/v+xR9V8OXd6asojqPpOkyTx5GukmWYGI8Q4cmDSq7pUGGlQcLHsDK2lLygkKceFKp0YeioUCVH10aF9nTIXSAaSy5faFYS4dHlliMxD7gI4tViti9hRPNgxocHydvpMCqXIgxCCEkfF9V7ZkDLa5EwMnzXEkZGQY0ThikhDKCWTRB7vYCJxNVMr10yE8MH/ujnKlyGcRjN3vsz/4Yg8jiNHNhPnwkpVEW3pIztbWHKGfpABs1WlbHCOPu+wtL2DIelTijLxbcKTtGdb01pZXZOorWAQxs7iUEDYE1Oa/2KV12FieR5mFGEnoc0KMJKSmhamSX0Y1IZLMjTkoEw5MefbKvkkhM8DNctduGm6CctzXQarV3thxViJvXDP/ee99lDwgCUJ88KGcB7mdt0b1SvVEJURAj4j9RtqRQuff7SjQrq2Sypl5YkiTTGr1vNSjy7fiZQqxlm7wSqaWAPc0U+KfPtm05lJzPk+e3mU6lYjDgpufYtiJhCkzHDRIzk3JL2HDrlKuKcSEwILTk696QSAAAWvS8LNiKRAJQ5julmpf6hwodYUVYs0QKtdxES3MGHk6QuXckZWzIzmXfstZnJWAwB9sPsUC0K3Zf3sAclWNlxmjxYny1bt5q+Iio5SsVwHdnufbBc+jfBget8bXX6Dep8YNjcwi2qfTGGdvJ62wz/ZhGxLvICDu+yqod/gRj+FVZr2gGW1D2pOS07pqN2p4bWYvySqO/O3QfJwIL61ZrWTWKQs4NUEuRSSS7GfZQl7aWSJIQB1A6RlJGZyQeDk8SUrCCjLcnSg1Awm/I2ip6HHmrDeiVntkOYADu24fJ6yfQM23J3pE60dmQLSuQ8egeoRRR1kaYlRn2XwdSf30aL4MckvFoEm1IvcvFYC7wGeSopT3zKavJkBV1uY9klS4ywVgmTBpN1VlkYVLkKCbSXqbv8+O5nMHzj+ODLf08rP3r0377uUUXX3rC0FCu6LA2wDN/+ugTzp5/fwD/25PoGf71/+iHpoCF/BqtF8rlZGIfkBflzI1OGX1+/fvXpx+e3318J8C6PCSw236I5kGZn3D6yoKIhareZSLZE8ixEdDQareYnGT0QepNkaMuYRbuIloqVTrqRqilIXaxwp1AqFlNgHYU+cmCKznlbJvSWQKaN158///Ki78sPoXtx/88IOKtPH//MRKRq3oe4ixhmztC+vbuubaAk2pL+INb6tHj0qVq1HmS8K1yzbIlNu3VuG/OF99lObWaEpGpQFNnlatBsUPltzfhc5YtEinqt6j4NU0/Z3FCpsqHDJlV8W+ucWqoM3lK/PuSnOKn6mJKl+GF1jmJ//vasbXE7ubiFuhVLjA7+9sO4pEzhMkkrNZi4UuRxbcNJTaIbTG6yId6PBosufvYjzSWgrO5ibUqipdJJ6bPtYDMnwCGXm9OAkWc4sLR4UblG0uJFDMZsLx334LpsCcQHeVzQvi0hNX0VIj0dqkDpfbhfGtAyseEByuzllJizqz4EGBhmeUGvuLI+9YiMrDuG30yXhpT7YQIxVtTxta4gK/nn6PSjFBpiuVWv1GOVOOmzdhzYazVVyBhOPdr8uBZlhQidpJ6nXMYIK2vzri2O1rMBQJ1rxC4GZWwfkrRMW8hq24pNXjri83Jh2J410R/tDwy3POg1sHd2h1EyrsyrYE1+5SbVv11lr2qzRQ9R/58MAAYc3VVo7i4qmtDYdXLBUjTet5cLwsqNqWyryidoU2VDlTJ/PXqnPkDbs/n9G0OBIkQ+tKJo4ckI0WEbTlHNyvoUlGNgymjlTqPON27WVxX7ENJBhr3WVzmrHJ2+kjp1KiMeumwQqvVeVfPCSFUs7SlvMOAjndaO3UYQuDUraZInYnDWNiufrO4DewscOQbF9NEBNj5Vc+Gp8alEah9k3km7bGrAUF+fEO7mPzzp8ENEVa10aLuJeiwrxBbW1WSj57WDReKsJya6ZNDngSlaCTVXplubbx9Ahs1FAIFjGpZFO4e76d4BG282XczPBmgo98QXZqAaVVxzfzOmv2Teabnp3081XM2jfVbDbcwckUOn58mt/Wo/utTBEGPDKq/wJM+2oxa27eTskOzH49Nmwrq6tLAglfpS7SEZQtkrGlbWvFW+8ImE9ydhwcWFVYq1IRKWp+slDSurqZLiLSVB9byrxR/87WadeVQ4N4t76i5ilhaDK/SBPOcJN5CPZwstN6o2L+86CQvpGlHFV0y7qNrGrfvA3kaulK7EwGhJsXI/DdxKXjl2+3bx/eVf58Mf0RI+If/x78GTd3UnqQTdpndEB64TsZK28yVLL+NFdB9k6J5F69bC63Ay4S6VIlUQR+WmAMD8wGRJU5rsmCUdp8xI0SH6mGCrZp5DRwhy6xEiOwCuMYSIdgc6KoSAviFEMlJJQMdW53bTkCPa5fX6Rxs9O8DACAF38wsZWGJ3HW/D0LWc5F/xhCtoGdlHN79IhDSARvr5dJUK7bMf5BWGuVPOYUqFsiGpZ9SYl7PKES8lJ+jWTZqpxilnndb6p5V0SPunFTeKNNLW0brY9AzoODD/ZWjQgraRkw75l8vBb9G2AIHh2q6c0i2ADJpG1eYw6bJxJLOSdiNccCLcFgkXWciAuKBc1uUj+zA9XObOlIuwadhWGelCm5Wvak1oukjXklBqm9Os1c9DL5sKZtVQ/Gi1+JUHD3cj8/G/04u/X90/3Sy/3d2F/s+7b++n+QFPO5O5Mv3upVTzSUWUcNquf//QLUzYNwsTANHQwUeFErM9lJCXiyg5+L6QmsRCv30fjZOyyVf/Bw==</diagram></mxfile>