diff --git a/T2/tp/exercice-1/diagrams/conception-Exercice Principal.drawio.png b/T2/tp/exercice-1/diagrams/conception-Exercice Principal.drawio.png
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diff --git a/T2/tp/exercice-1/diagrams/conception.drawio b/T2/tp/exercice-1/diagrams/conception.drawio
index b0895f8..3eca440 100644
--- a/T2/tp/exercice-1/diagrams/conception.drawio
+++ b/T2/tp/exercice-1/diagrams/conception.drawio
@@ -1 +1 @@
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dtDayi7qR1gbgxB15SQiQnALVYqdlIQafAinEZ09qUbfYkELfahFoUFRVPQMLDylwNR2ThqvjAXCFEn2mjNIvELLZxv0lR3PcPiVHacxAYTQpZTUVQ3/2r62RhFdDp/Vg3nbaJJ1dZdyB++YOs7WcORPugIo6ZBadNVXX9MAflkGbLyB/QJXD6vhDoIBDMX8YbaF4JvxR3ZByWD1adZM46FbuXXsmTacMjWUEyh0Us4zVFohnwjLQDCwGMz1Uo9UyQmPmMEN2Y+rQTHdUnTokvqSGTcvTkW14hmkysQ+MxfoEpSG94xKVgdSrHUhUaGhE5bqaa5XICtNEpXdMVAKtKqde8KJMo2Nmbk8eA+2r3sUSCKEcn94QZXFLzTBojsVNbGoecnUDO67tEmZn9EbHLG5B0ZkzY3GxmjZJbG/aTHCod7YXiA11ZjmIFasdVgJ7oEAxOpITiBkWwYbORevSTKaVgtuo96I0pHdcaVlbX33gNMWO3Byk447oUKfJR9SxaTv2kG3UzuZAyppjWA/FJ/XXkfozLJNBMxDI6rS3Qxdoqxy0/utaRHWkAA28n+DhN+IkC7ORpMGtZsV9FEswoPACim0zFL1XDYYsGYAZGQCMjeu0LANBox8qigaJsH24JNARAfL6Vzif+VtbY6sC0neEyul39RqT+3A2vfYfo00Cg3XsT75nr8b30Sr8Tbb180Kj0jA6U6eu+JR8MhUIW/kfvM/wipilt/4DdeG1v47ThUk0m/nLdXiTf41dudw4nVG3vaih3EkSDTFtG7n10FQXrCwfgsCZFmkt9/tyZeCz/7CjajOayq9PKxueAWXf+bUJferUh+E/YcanLYvUIC4bFelSw3TCHZWuiUkULu6ut9dsUzjpysdSVqdUqHgfTqfbmYurKPbjylaRMfl6V4l/R+wYfJXMQi1eb02bJdHEV9GCfBc/3NJXQGj1V7COxSkPtRgE8phZxGKkpqzWCUGTIJrEFV0sMxxBZbinLahMVlJZDkc+4Pwpx1VGPlC1Qyp5rvKDv2qFT355uaq5TrA9CSRhgSReCZJN/Ofb3ECKUiiQ+GKAoRuhucjOKyoES6gVWqFAZ1Gt2O4TfqbBFjn2XFuNMr99uKX+iurnDAuwSDqt/rcEioEGHUNR1fCexXPVN7Kb2bk5WVG+yQ4iE29kZwlsZFtiIRNpWUm+mqXvHkuLHSRqmz0LPBuQdwNnum6mTHQVoRy5zEQa9lhLYY5z2MkRogzXXZIOOPKp7wYvx0SaYeyq72yMPab7EGJQF2vbK3UXebaDM1u7GwMFqtF7ijIqcd7bd5tgxh8ADzMBB35yp8pJpBioAE9CTBH26Z/c9T3cdVN8mnZN/BCiKxmHJFfMttwj3fEUP1Quggx26Cng14EdC56EUOHtl4+zq9nm7vO7z+OJ9cl91NHbEeTWqQgUPsmYWhmT8+tBIUGIchTKGIGyipJzcZNM9iAgmfrr+62/gmqcjG0RDeWkxHudZtXtwdCZBd1c2yXcbgB1fx3agqCzZQz7xhEQZis42J3kRRGub358j/Hs9/M35uohnpmv7t55Iz4h+3q+nAXzYNHDwLuZfxPMxkQ53W19cqh2S1gcVGUItlNmFsEkE1cXKQaqXShd03WX7lNDUshI1zxmSAS2texkvg4msoMnFKsSP6AYwfVyJJdZWxyYZcGVrLioSXYlr94Hq5CAKiHPQ4/nA4RTnUnQi2hCrs0fw2052p6FYfzhQIjVh4olFB/BOxEJlXHfwRJK10zHoSPbWAoxjUykuV538ojvY/9rHdSJpPRYUkbsUAKqUQYJiiB0QZlNuMluKqLKwqcI1J42KWARuYJiJycb1607j+5gScQefsfWlQnLIMNo2ElSdSqymRhzBovKJ2M/MMp608CCVkWnlFZwE++YdsBNDRpdrvKVxQeW6SKawGomRxzKFphpFhntO0wbsUXb3E6y2ILlv+xGDUT+QAOzYJHuNApfLdI/D5R7/3W3rFZQ4ml0a9O2P0maCHbWvDQUKhGTP14a7WvLmohs5ur5D6b2tbBmenbxrqemBQJxTRuoQcmYiJZOqK5polsdcxIjjJ+Gtz8Nb+9lHLDnuJrDCDcTmloFTm/PxK6CuHT1CNYjYuunyeRPk8nVTiY/aeFUnZooTyoH+5CVHRaTm5XdGvQN3cP7ptYOt9qbnWFLNE1WxBLpSCIC1JFC4x7tHyQy64x719KI3Z3/ZM0Ysm17xLjkma3fv6lu85k+JZxTBFT/V+aVRk+Y8oOVMY54ftkSjSIN3uvlqva4Yjx5GZzF879/2x8uv+tX107wLvx89fXbJZBj7tGa5PpY1ndPFmK3j1werj0qbMbL6fRZ+dCXihPuOzIRax/16j6YfG982OGah/Irg5k8iAvklaDaKsSO8tvHVPzx408v+nf9PnSvvr+bIGfz8cMfgNBJDfwVQfsyvl8F/vQrn0HOxjFv5rPr8DaYhdvquWUp3jpLl0sx2KahR5Ok7JJ8ZJW/LpdO7qorJ5vVmmiMj0HKpdtelE2c3Olqlw6Wh66R5RD9QgcVRx7UIQcdBenKqP4HcSYwn7cEVT5BX0ZT0cdTRhQPvFriEYYoM7DQAUCpqNkYfH7gFOaU+hOhxYC0umhitXtUZVDLbZocbJpe+sF8XgGqAZdBjq+nY3P817/+9w2+/RZf/XdpBf+MwBkAR0mPCKqnV0SQ1x/e/AjGrxwfff7ye+NHj/7rlyOBQlcpkASKacSAWwNJiiZ1ps5GcDSbDBoFAQv0w58GZA23Z8jiU6VZU1AYqINsV3peBWQpUFpQsgYCpYyIKPi4PJGmoeonMxdzZSugiQueCKPMxMWDsSlaH6bElPM5tphJwRa0SwMlcCzYettp1WzgqgIRM8cKMrtUWbCw2TVk68CopzbGNYCGFwKgZEvg5FEbB8n5118rIg93UaRM1M43BA7nKnBHJlsOC0rc7GhU6RL35vO/bx7fvvlofdCv//r7rxevomtbaHZ/bzxg1osTTIsTQZNYmRfH1+evgnizWtTBk41q3qTtwWM+08Q2FqVRzbwicpcpsjFdit+QK6qpl2RSO6LoorNHIKC8ejbRNRNnjtuhLRqenVRk5j/ZGdNFzp4OqdD7VyR+uLu4WEOo2MV02txE0vB7wsia4XrFj2sLPEWXiVeQFASmfpU4YTLz1+twQot5ekDRQbRbm760AFmSrSkmUwuO/LXNdTbQacNdJBUBjExHM50SodoiTyFrAjpIhLwZuFkkxViAsZwQ1nXS5QaHhKX00VWpS7jvjabtaiarqWkh/rdLGybmYWRdNEPSH1EnR4YcM2llxWDIJOzSioEG2R8nKI2+w/rQkO3jBKUJ1bl1GhQVoMozMRSMkqXAHINhsmfctLAMykrXcuq3lWgKWGWblYlqkPuK2qyy9Eju1Z+qLdDYLH8CxkAmG3rwxCVLFUUucVmEMEO4TcGz/ZpEiNmwrUS3F75Tl64tHMDlVdaLh/AuWEwCspq8c4Ftf76tYtv+S1YMjkJppdUQ8eSJbY+iE/YQqpEHZfFVjQKDQSlyxGyD9ocrsLN34ApsitGTF+/9mMj0xXYF6/TgsNLQC5HIWyWuylXatYTVfOa4aPdyR8YL0pkM0MhlhxSLTxg3dKS5umclpRDJv0w9uO0qmzcOI4XXOUXdrD8jJoQfB+VKWoZ8hzmbp54bZQwPM9xsuMShh/1pzLQwZGuZJdOBsOddPV9g7vI5pL3Yph846wXJHVdGXQhcu9hV5reZmQ4tNLA6rFeCYcnnvXjlTDRQNtK3ANeLYnV88DEDLeHNmehlbQpnSisy8gfKLUYlWo6pmUxNiLBS9DzNKQX4s0Oxa7aW5slz36L+SeuvP9i3hwmVTzb98sO4Vc13n8q4nvtkzMnzmJRQNl3wUNVMp3hG7GgGdZEAwAdTI+f3qvBpKPGhWcQWDMHKKPGBYSkg548Elo4gLGWcdjX9Z3713xfff9+t//72LfR/fPv77XxkCtgfiWhY8l9fnvGNLOYkdQQYZvk1VMZEGWDaOfrp9PZaK6AW/mVfG7zQ2KPPWaELbXsaZmqsHc21HGTi9F/G4xE1HVhSaNhWnjMNQh3ypRVSwWCRiwy4VeFQ7Dbtqxi97eb6ny56McJawWKWg+Vgt2FbxcgVqOA/QeR6xLUykJv9YtridRwKIfvOqqi/ieFqZYltdSuyRYIAp4d2w7M1Gxl29mupQHv9TfpFe7v6zVNBO/asBOiWp6e/Sti94S79Il7AgTlBxCOCkhJCdFcJwzfcpV/EC1RaduqhoaF7aLZWJgkzq+0+1Mpr2FYxFUAjUFkqmM3C5TpoTliVz2O7wMbOI2lPKS36EF2tpE4NO92AKm/QSvxHfjFPMOQaykW2a2jlsJhIu9rHg1munAmpQ/4Tx3XJcSLjVobLcojwnFtiuaxcYrA817E/06jmPEHezMhkIMyJdF1zcPFr08M2TpNTRZyiwXIqdj2aD4euHTv2RJoNUqANtpZOBsKqWEeaaZV+6VzwabKqiDczWFY1PF0rxQPR0DlVxGnolFNtUU4dlo9p6Fgrod09A50K9X9Z46vtmatY/68/D7bHZzPUxNfxtD0QvLneBxIKUKeZTP6nyEwru7LZSJteGBxoniJI+uyvzxFHWaoVw9G6oaIQ8HvOHYVYt7QjwiBg0pw7Bi1EKy9+/PagMNixnTQQqwaojyCuaBltkiyZhm1VF7+Alsx582fSPFq2LQfNni2bEU+XPQ2b9gmY/u592bNhW9XsiZ/Yk2VPw6bnMACBhkEx6PnWF5ql+W/sWGuD8kMcOczasK1qZgVyYufOrKbhQNWfQ+VVgTxbqxEITBB2xwtKM5u6o+m4SHEZdNjcdDVcRkdmbZbw4VhaOexu2QA+aIs18xDko6Pjer7GyKsxrBEG9TL2JHsxDIEUybA51CAcisvxcmZgzHFx6NCSKBmHNrPysJIoiPicll1KntHVtafJywK58mHzMtY9zTaKSiLGGj0qVjYB65XFRkUTaDtotm4NRa6pmWXmoMHs0jY/f9IFtqj8ZJ6h7MXENAXKJw8h+pfbnxZEb1agqVYSDgukQJCklRLKh3FdqD4MWRKyGtVgRmWNajC7cCBqcGR6mmOYRa+Bx8bgodBs68kkNtaMsuXMTv1mzjbUuw36AWfl7EfP6Ime+/bQNOyVFTxNZ2wRC7O9cIOOq7lUNTPtBzYYEKqJuV3pMjgssYrK9hmiWFB6mc5LZC88ILEjR2VgFD0yNMcp1VA7iI4wSUrDYEdzqJEATLLHMPdImradI4UsQ7OBesX0IZgzTHS5Q6Pe/BEb//w1+3Y1db9/+WK/+r3+xwFGUZSGuGYTO/sc15pPYu1lXCsIs3batKdprfKHtdbRT/OsVjQsoUOUo645zCTw/IDP9uNaketpxOyzUNLdijDN1yPbUzatFcQK5Hkf/bDWWl48z1mtIEgk2EfnJ57gsZn9iSdEbAGndIwUM7jQNfaVVJ5tcnKva/EEZeFOUzxJm155OuKpXT8bKJ7aiRqnlazZR/R1IJ+GlSceecyA25HLWtstTCedIUeFs+1BJEAZ4NMUR9IyKEcpjuABwxzySw6wxSG7cwfY0/v0f0GQ8TGD1hJcvYHZTuoLSfA6+jk+Bxg5WKYDrLMaQaFRCSICisocvRSv5b8nKZ6DRGR4zJNIGrjT6xlYjc/reD3LJigkc5qyqar444xlEx/tKFmYJofs7lMshs5wWv8mZrsq0NM5EK+OgI7PxDQMpEagI12n07edS3RwaOFpivSMF59EeoH9o3CBhyaeBhbDRAZihIhrmlqphs/bsyie+Na2x4gnVlOqFk/n4w3nvHie8gk8y48Pai5X0XQzCVYElZfL+H4V+NOvMYf2Yzmws+EIrXqD1zHYiCrT/50SVNn4NQE5ZOgSrF8QfVigTbGLo8ga4Oix4tNrhCN0CqoyKPKZxowL8BMXuB7Ssk+1YATIC1TICHxqjsBxvZknYDx3DCITgyjkkQZZUQqRJuC8dyG9aiiqWqYxBynyvV+QCJNxjjP4tEM531MCKHOzvekcZ1sVLHmjaJ5YQ8lXTQXJfEOAcLbiRMdYYzS6gEJITzbuSLZA44sGwxBGg8bFtGwR4wdPGSgFytiPBJTIE5QtymDJ5x9pmZIM8gUO4i7Bl3Wnb6I4jubbME0eR7rZzgOubDmigkqu7pTCSqOEj3FtbCl5UUJeSaxwZ8k3RIlqfZrGc+h3LM6j/tBz6BFvLLlsoVlFhEeWWw5MA1oF8Wa1OJQwomWwYMOD5O1PO63hlgiDEALCXokykjSG1ydhZCK9kTB2FCSfMHSAMNijzSrCdXyDF9INfjfd65bM+PCBP/mxCddhHEaLt/7CvyOIPE8jBw/TZxKZXNKfMq5gPNjQRxA0O1XGAhOdhgpL29McmjoxlIvvFJy8O9+Z0srsnERrIads7CQGDcINOa3tK1Z1FSaS55mUIvQ8Q4UibEUHhw9wc/RSBguztKQZJi4Gne6n5EZItzTXLe5ised+e1QarVvtJzIPJ8HXp/RlweEvilVmmmVxzXUULVNa/RbE8WNKrf4mji6AypxBEQYqz7ilZTbrZbbp3qjfSVLnfOWNZHXHw7QEJNIov26zqPDshpNAFc6LChCnWZ9A1TXTY47VyoqVD02n0nNO8vy2+lQqMAtKyLXvQMQUmoyay6O5tqNCj4k6dLuy4hoi0TEzaT1H56EzDxEyee/LwkokEsKQ45jerNI/FPgQLcqKLTqg9YGEBJt8OCB16WadKw1mMuvYSzOTRaYdDsPsqIDuobxnehjACjNHR3gCFXG1m3eTV0QFo5QP15HbvQ3Wa/8uOB+db/al85FmMxt3qPb5GNqT19tr+HcXIuskL+CwLqt4+Bfx4V9uN9UOMFD3JOa07JmOkkgNqmL8QNR37+6DZGBB826qdRMf5OwhlYSZVJJrmkchS5SlkgDCQGJnxkBkprPB4CQxBRVkdCVZBhAKZqZsFj0Px6ANm5VcRYDlYOPcsTWX1UvJrHlLbEI/ZKAnIrWgRMajd5BYRFEWaVp81HcdzP3lfbQKvs7Cm1WwK/Uii+da4DXKbf488QnV5EEFXa6y7JLFR1jrhEm3yTqrPtzJViGh7jJ11x/e/AjGrxwfff7ye+NHj/7rl8Ou6GoHS9vtOetp8bAs5Ek0mWyWTwJlxDXSDECeCEy/7I8H6iPjDA9YDn8OZafyZChtSBJgaQpW26qDJe+Ud2U6XzSbp7UisGy0/vjxpxf9u34fulff302Qs/n44Y9Rg5TQNRNnTtChPbuurRlJlCX9YYa4W2x9lqg162HKqzIbtq2wZVvntE224D67U++ZIEvClE7oQNC2bn41vQk4U1a//eWYnTok6hMBW7HD1RzBfvL2JGkxd3LNDuosLD6a9csP44q0+nWSBlGYaKnSSXunUKyK0HWeQjGwzkziMw+jwaLrnP6IQonRX2xoP9FSG0YYkM6zNdcrHVviMnMFTMPTHFxZbCdc02exIsY0mVPR1ehAgw1KuKh7HQiabAKRiSGpQPC6itxtRxrQ0k3NQyVzjVFizr76EJlI06sLUPmd5alHQ8u6OdibydKQsP/AEWNN3dmQFWQ1q52MfgS/Il8eNGz1WC1OBqUdR/ZWTRUyhlGPNjteRFghYiepP6mWMdzO0rxCi6H1bGBN7xpxIIMdGqjL0m0uC2sLNiVZquI/qDdrokftjzS3Olgzsvd2h41kvJZXw5rszirVv11nr0qzRU9c/5+BAYD6qyjcX1So0NhNcsESNN7bywVuZ2Uq26rzCbpU2VikLF2RF9scoK3I4XSmoBJDoUSIbGhF0MKDCNGhGySNhp3lKShHM0tGK3MOeX5jtb4qn4NNB++dir7CTTXxx6WvQB9OZCRBZw0tgHThJFCjV5rVxzS6uRVi6UB5YyI20mnt2R2DkduwkyR5wgVnTdrYbf2BgwUOjC8+fXQkjTpluq7nwoOnGx9/ow4sik8j7yRaa2HUl73INNS3J1q7+Q9LOuzQS1ErHdtuoh6rCoe5fSXZ6Jx1Z9Qltrs00YHBlP0pWilhYgOg5lZFoQeXuxuazUQAkaNrllV2DvfTvSM63qy7JtvLrij3xOZnsVOvihuuV2P6A/M5q03/4ahhmb5Bw+jKI5+RAX/lY0tuHVb70aEOxqapWdWVieRR9tTCtp2cdZH9eGzajNtXlhZmy8vwYLTw8MOze2reNi7uEwk3kjCnWGsnUckhYfJyFSUn9RSXr/zl/dtomsTNXvwf
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diff --git a/T2/tp/exercice-1/diagrams/diagramme_sequence.png b/T2/tp/exercice-1/diagrams/diagramme_sequence.png
index 0f4249a..8eaefec 100644
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