diff --git a/.git-assets/architecture.png b/.git-assets/architecture.png
index 2a9fe63..5a07a8e 100644
Binary files a/.git-assets/architecture.png and b/.git-assets/architecture.png differ
diff --git a/docs/architecture.drawio b/docs/architecture.drawio
index 58d1f49..2d00623 100644
--- a/docs/architecture.drawio
+++ b/docs/architecture.drawio
@@ -1 +1 @@
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44W7BsR6jbITIwvDU79M0ZdlYJdlFFOGxq+BFPJzT9mJbmrxNBjzo47QKDV+kCDjk4a3a4zLdQ+kvJTHdhfZ2thUB7op3yzkUELWN0z6+BZsA6HNbNiJ0etsVwTYmxfjO1QuNt9ls/dRnjJ6zpQrcA0ckY2aPCPtNoOSziUCbVcUUGs1WOk3vsJixdj1q44lM2MOZZKDAK0wbc1ydyYdbxOVt3JvZmFsIiNsGHeHo0ZYtels29XtMsuyBFlwP2DyAPUH2fajKq80B8Efct732ZDklghFmWog0z6ZxF6MnUtXhqJCcYZ6jxUN0O1FM3Otnm8w6cN6S7VRKT4GrhMIJtLtKnJmUMi0tUmZ8NQNNeaXsZmsSDsNxM97bhXuB13taIXs51h0V1nyKhRSKwmm2eBfNl1queH68sltdPdVGeV6m+jRZ434PY1DKX9kokESMC6ZMax3wCDqLx/ApYnuaZ+OUCR24l2D2hjfWBBYO0XzMrFN7VcaozQjAAQJBaVXJOLU6djFmt+xyX7HbqR3Ss2QCqNOZlsf58QkZ2C6gDueP16rmaRpwFtEypbsem8T5zM4khRyrS3DCcHUAR0x6CGUBM9bgL4fuQHDNtVfuEDC/44wCsMcwAWjOWujezQgXy/mRSAk9agh4ygmwrceOsDAPyqnjo/ZEGXYZH1ymdyVoeQh+5ke+MLTBNrVwmE2ag4PlVF/ZnipFT+oUHxh+aTGHETUQ5LiYMeFTeyj7VAsaadxV9Jg0Un0Wt3sjY61MPbbqQIKWeHfWBX0puAoV7P1KgkRQQ3RnWSMlHq+XlqRqrCKi7aVYQSGaTv0AcbpzV3W3g2qVJ0QFTcNkiKC+4OtUSpQrcN6aLXzoL/hCZ0p4ywy2KsFIZddEf3hY6hWdVBWvrZnZ3ODdtCeXfYLbSXtFYKaSBdumKcKWgOJrgVcqoXI62lxbDOeZSrFsmelkjG+LLbWwdvSKh2qOtssxy1TUPFVRzq4qiV0nB1OVB7tFwo8zF8qPchhtqsMCur7CEUtF5mynPatWBwPd0t7ck8bqyLBVbeBDum2lipqBy6IoczbKjh9BwRjCN1Ehn1vHO+bTiQnOBQ4TnVXVvJzNVz5h9q1dq8+lWMJUYwzZJDON6QrEHB0xXOivDJPkp912LiNzELaVTHHAVvFhh5Nta0PB+6dGCDSnw0RKZ6IgZDwDIGva2bCQ48O5meVTUdTsQBW9J1YblY1wKL5SVvZGWSV9YlQV/QVC7wdIbwUYwXUmltAbaiaeTAc4Xuw8VSBSqgQ95zRfnCZkn87koboZlzG43Xq0226jA6LOVtPF3JfGw+4hobbQsEwcYzihp1OLTVysN+1o/hS0FmsJggEbIYUWGjjAvHEOMw/7230xR718oY27G25caqmuLRhqxuoHOjSIBCpNvyu7OzuIw/YSdQLC2jDQOrnUegJFfbDqtiF5B1287xYjU2gNFz1s10LpNpk6WDKSqX0vkk2CdNE43APbuqjAdZ2NIW0Ci5sj0Ans/RkvrXZlTPVIdAg4y4VONDcAoTv7aGf748mWFogdp+oHfqhIMbsn8JVJaDm5rMbFyLGgRSgg26ux1BqgZbg/vjUhqweHOfhAA7jRvu8YojugCUNddStun1PLUqkKEhqfdpCg/jhYANHUNXmtmMRhBF1TjnBRRfoLZjgwHfogTdlZOd8Lc6EaAtnkO8CKdWbQ2LeXuQqlb75Ih2Ot41DO3ip0ggaB1XyIrgeQ3kMsQMZ9XXK0ouJZSpqN+W04hnLcyhiCVaNW0cF6kQi8FzcFPm+3IZ3dahTSh3A+HBKHZciX48MQmB2utdw7mkUsPHvY46ciVHCB1Ca2hhej3hpnpLZhLRdtZTsv06UyQzw79HcoQuWjOTsKhj1xPI7RXGX6gXc0RmxKttgBmRr5LPeEYAT7ZOJZZyK6Pc5jkM5mMCVT007G44EInWdFlTqb8yIUBTnsLXO/C0sxfBToSEasiKSYMDK/kXKGkSybWwyVTMVndkQ66zGpAnq6BQBjtniwKz3eRiMUR7lDMI5Xw8V4v4LaO9FzubezchEHWlpaG3RCxcFuGqSkrzvoPJbXscQuWJmMIqiQxs5rpyy3D2zRN4ZBJ1rbq0JkxbxLAU/nHkDngkImkEGfxtghFS977XgmjuilnJveaC9vjMFgKR92vieVkqKtYpa30DmDKH25F2RMoLd3cliJ/Ug9sJ44z1wDWaA8FScy8GEHaIOSTlvOFj5RDAKzRw/LLgofms2nUyGG9k/BgsAdkJa+IG12vQskXSbIFnT1HG05+mHmlsvduFgNRwSeRXNKXSj7nmbsD+ZWjJbrIClxoPqc7Kb9Nl9olp3vcGU/weG0j3bZA0DRai2xrT8fZtWhhJZwVsX5cj+xNsMZwGqEj+59vL/Yzy3VhwY2GtiZLVWJQVixlO2AZc7MlkAsORNh0OHQYYQ1szIOeRon5UjTADfCg0H56/5qILHx1LPCkcQae36CDHBuFcU9ZBQAvaFHxjayKAqLJW03XA2CBd6pomhQmUJby1TUI/drd6mMZki2nGK8JrbLRB9RLW8SGVk4yRbbdulykmwWUka59pRX1QGW+dpKshinte8mojPeYaqPbgd5f7zEprNo12aM3Xg6in3F8E17WVD6UlbW++ku3KHVNJ+saAzbTSmCGfdmktit9nPfc4TQDCxHnGvSTCMTvN/zYrUUliO644V27AcLz1wuAQgqK47HSm0l2qW42yzUET8NJ6442KqlCCz7QUEKY8sflkQQ24YsZxozW+wSM6HbW3N3SDTwbm1bmTDSPFHL5Wo+hMxRtXEY8NbS80mptygSf7Rd5P0JhRWMuu0X5rzHjXSur3uxK0EHUvmCq4WDnVqIWI/qUO1uhXnb3CZ7EjTSY58uqgDvjiQNaR+Y6ZCkCz5vkeLQNkinJ1akCxDLjHXG2Wqt6hQiZq7uR1t0sVscfZTSRmQzj7o7b+2uMWq79QfmlFWLQtEqbjRvHfs8kQpyV+6BnLbnS1bZr7rUlpHt5XiDDotZihSBEK92PB4Z2mbQlvvVVNp2PQva+9Ji1kCeyWG5MPC2L6sj1Js7Y3KzsbS9t+3vB4aBizwSiXTAo8Noo6qrjJoA48QtbRfVul0SCD6PTLqiveFwrkBCts/r3dH+GER0oo4YiMIsRzlCLFtdtTvKoIMOSWPVQwXFlZVB7A8S8AyZ63lGv6/6jtaf9w+5kg6nNrURKwAVSHtbzFXQlokoJ7SjYgat7TKiBoyBirk0EVWhDcF6Z7/WSwNwzVR4FyIXRgkgm1BiLRCtxO+Ya00LECFGZAQ6ppYhjPNeb+VFZn/N5qHWFqyDYMuz+Q5GLXKBkjKiy26rI8AXUr3eZJjnSvsIY/LOcHlwxeXUsqtRBYOb1G61KllUysItlZUTeBAnBES38nNlEwbswNS6lpIrVqaOklUHRDVbaj6JOwCyzftU2+uWetbzVJkB5o+WCu7A4RajcK2ngGxErW0EYomBIan9yvJJYNWBHYSoYZA90XtERcvB2majnsyIeDVPZWjshv7Y307LuZmHwmTiYrYr5Iqe8boRGpOBWHF5CcQ+amfhbtXz5upg6up56lLKrJBmCs/rmDISpq4jdgcZaY1DJBbmLVzSSHLCFGViGtDFtvap37FdIAqZtZBliIeA0o4XcILbIhrNV5WQ8z1tkOuj8sDtV33voG7kcYrv1353aRFIyMixQI+h1MhiCq5tYWsyxBA71QZtllaDwBPm3nSEy+jcm1tOqgwjXR7IMIBEjekU7bRpY+zM40DdMjwIX0GvqmyDBTa0z9Z+MHNVwz4sJc0P3FDtDvKq58vrVrcAbytUB95r2UCo2NGgoAsHPJ5AdKJNeZODsYx9Ye0ZLYZuq5Y2Sjtkay6XJLUGHOhOktWEYskQOMnIHSDVMi/7GNGOLbK12BXJlPEMYzDC9MKBQmXw7YLptBb+hl30FwN2mORtGPAQDkJr6w3udCGM06VCN7Yj14839FIw85HY7QVj26SDHRQ0QqI8dLQaWGTsz+2ZlfS0Q0/vxj12JqG4DOJlzE8GiEC0MUOF+oaLnLOjtu088Eae2ferdM/0NaMnTWUd3iHzRXcbZay1GMvhdjtdtqJ+y+8Hkr0DoQgwoyPEl0eo6C5KAyqU3KVbE5/22BUymHUHVdtkSzLWp9NAreaVs63SI/r08AimEzplP46XM+gSGZk2EdEDqpayUixv5iqvlNF8PlyhNg1cWFcoOivWjegFvjIA7apshfqBN2PX2rpXrsPIJdjtMu5POCx3O8BZQy5rh12xbaNGayxD6nU7PpHGis0vuf48VThnBNFshcf0Pj9sKXpF2bMxiISzMrc0L/RinO7DmHw+d9l2JGhsT4K3Geb70A9SY7iGEHI28sGZy2IBhMKZQR5BhAzoBbVTYWFUSJKogiCc7g+qXFh1WgzUgcyktCLq5GoAVXGkLrYljErne2a4s6oApscgQWn4jDwLZ6J64NaeVux7EG4BW7rAHQm8m9uTluaCjuZWOV6z1OTArzEZAOFqmpVJ6Kf2LJ9kakjNDqOxS9IZaR4ULR1HaUen2Y2sw/uLImRBTtMHv/1kLxhhuGCDQTvY+PgC5p9as8VSBn6KV/t9mGV7oyIE6pGk2Zd/V2M4bMOsVOKRaEo4vkEOWhEjZ0rIeudfXTQK1t7H1vKhnoEWQw3IMKJrnhYYllnLPt7H9MefDurUGPZT7lDnCabnYRekaXC3aTkp7M+5AfMuIVzd6WX8BryWI4UmHDRr/x8=
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