diff --git a/images/Signal Mapping Architecture.drawio b/images/Signal Mapping Architecture.drawio
index 4b238fd..5cec6c2 100644
--- a/images/Signal Mapping Architecture.drawio
+++ b/images/Signal Mapping Architecture.drawio
@@ -1 +1 @@
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t9A0dwC1CLw/grg//Og/ghvEH4ZcHcFcLe50HcM/1h6EyX/9z173D99+c/rM20QFTIj5ANXV86u1vDroAZlEenDYjUBXq1pNjj9D863wYXX/VvfsnC90dOHZ9FkVbK5Kj/zGVJFlQLgvqPHcbLJ8hVeMx1Zg3VLZ4h3Sw2KJ74Or2kRFeqsb2qUZDYbqwp+uaZvQ0a181drbLtY4qxTK80SCbDu17ETPq6lZKxGOjg1mYE22RiMBZi1Ii1od/4xJR3NRESsTqYa9TIsLNHl5XIDVilajXqhFh2MUJweG2p8+gfdIxLYKVZSUWf8Y4tBP7PmunCaf21X8Sdmbj/E63xjX1MFziBN4XeBz+7cASQ2SKRkBovarQauR0sl9Ae/PB8K1pbyAkus9Gk8un2Gy2Bkw5YT8k8dgVp2YV+e8bw9TVlEvFUnVVVTXUzbpQO3BAkwGssKqu87Uabs6p6Yt0/GN1jROcVu6JjTO3NbSkcSY9v+yMT+yM1cKAN7Y+DgYctQHwp+V8kbxyGvfedVAgfmsp51/lLiN4c5Q43yAT8czW9RvpJcZk7o75VWp2OPG10wPmj3MFWF5bE1deFUCoZo/dM800747mV638vQA7KBv+un/D2RGK4KAtrgAYkADTlM/EwRv7tI7TWSe22YXtzoGlGQXsziMe2sNMLS4cqWyr8XRWEC1R5TOvfWNqoYWoZXc8QMBxAZVNzYCYidoPmDCVHte4eAU9rpXQJmedLh2CrEvNsFTLsjR964+txf0Kckqck5cLdU9ftnO4ubbCCwsWDw7uk07YeuCv0wkLFk86YZuAvU4nbN7UGuCDlUiXinTzi3PVpqcjz5pMzmj0MmcbgeDMUwCueK8rLeuWSBPhePZksqAsrQ+u9lfPZlZ6buhVp0+ctkVjpSzLC4hoJ8lMZZ81iM9kV0qa8yfLfyXS5MVTHCUNOpM0B8YV+jUgJErDHtiL2T1xMMvxfw==7Ztfb6M4EMA/TV5OSsV/kscmTbd7au9W7UqrfVo54IBVsCPjNE0//Q1gE8Bpmzb0aCWqtApjM9jzm8Ezho7sefr4jaN1fMNCnIwsI3wc2Rcjy/L9CfzNBbtS4PpeKYg4CUuRuRfckScshYaUbkiIs0ZHwVgiyLopDBilOBANGeKcbZvdVixpXnWNIqwJ7gKU6NJfJBRxKZ1Y/l5+hUkUqyub3rRsSZHqLGeSxShk25rIXozsOWdMlN/SxzlOctspu/zj/Pr76eopJvF3735mL34v6c9xqezyLadUU+CYim5VW6XqB5RspL04RiGhUSbnLHbKkNmWpAmicDRbMSruZIsBx0FMkvAa7dgmH14mUHCvjmYx4+QJ+qMEmkwQQDMX0k8sL9dGkmTOEsaL69jmEpnYapx5l2uU1+I4g3N/KFuYLdENemx0vEaZUKNkSYLWGVkW485PTBGPCJ0xIVgqO6lZXjYHtSp+oB0lJKIgC+BamCtblLMxnWJ6nN3j2qmG4S3OL2XPQyqPpCu94AFzgR9rvi1pf8MsxYLvoItsrUJQRq7pSZ/f7uPA9GSfuB4DE+kWSMZeVOne+xd8kS72BnezNXeD7hBM9nl+Jky/7XQwVaEZlbLSC2uIpChbowCc9xqv8qk4e8mtnF0uYmDCVVJEckzCENPcWZhAAi0rj14zGE0xe3cGHzDS3DhzRy6MaQ7H5v4YPnl3DmgpDBORAiIGt9vi3PUaDmIdj9s6GrfEa3nH0VX9OofraHATJCq6YHE08D2Br2v1zNfV+TIaDYC7Aqwyrd4AexrgEGz6hyOBK8oFzwHyuyGbhtMzZV+jHEDOP1DulLJt9Ex5olFeEtGEPORbpzF2+064pnrxlmVkqNy+fOXm+J+uclO15FC6vc57ejTvz1K6maZGV+4D/Rkod0W59wLO1Hf7IkgItmg3UO6Mcu9VnKlvsuVpwVCnd0W4/xLO1LfaMsoHwp0R7r18M/XNtiBGlBbP5ob7dBeMey/fTH0nRi7HQwn35Us432mVcP6Rt5Tq3tO9v+l7QkPa91psfqEaTt8OGp6/dUm49/rN0vdghidwnSLuvXiz9I0YlAgiNiEeMHeGuf8KztKftS4ocM4HOYbfWwz3bgJ2ivP35E5kHYtU5X81E1tOK5nM23MbkgAl5zLTSgF73qinXh+VONmtt5YO5E3O5AAqp4O0KZheza3N3L1wpuZijJ+Ql34f6zddjQcOI6ysiAuMit9i36K5dw0LpuF5/q4jHC5uAdpPdoPo7s1WztiGB/iFfnJrCIqACL+oTyrMJ/YitHoAGYeyWSXkhUEe6toOs5LX+MGKhLR6ImI0vaJ6QqJUlFOXZ+2Ja4rcliK7rai0jaaocJ1q4u/3Jn0LVrHTwrvmH0U59exN9+JQfD4byQla4mQGNV3E2YaGxxVFL0ZGO7arl3nliEf192UPxfzYODMh8BtglKVOdJyxbbfUtlSw1SrDH4Ja34f9a0BtnDlGi7TdCWirGdfj6Zn7f4HWc7YPXiFSRMN/yzQu38851NDxwqEeHb2+ckw+2crht/IJp50oHLtyTFqK7LaiD1459D3/r7tyPJcVvmfl8Gy/dYs3u1k51FOWXev4428o+ub/gBpWDn9qu52gbfuLdzpYONz/J1DZff/vVPbiPw==7Zttc6I6FIB/jTP3fsAJIEg/Wm13d6bdl6t39/aTEyFiWiBsCG3tr98EgqKJbzvF7txiHUtOECTPOTkvgY49jJ8/UJgubkmAoo4FgueOPepYlnlhe/yfkCxLiWfZpSCkOJA7rQVj/IKkEEhpjgOUbezICIkYTjeFPkkS5LMNGaSUPG3uNifR5llTGCJFMPZhpEp/4IAtqqvor+UfEQ4X1ZlN96LsiWG1s7ySbAED8lQT2Vcde0gJYeVW/DxEkRi8alyM75/Bj8dpsMAsfLl+SdzHq75RHuz6lK+sLoGihP32oW+/4jR1J3ef06vkfv7zP3Y78AzJ8hFGuRwvnATouRvfZ/Ki2bIaSX79qdjMGEo79mWKKI4RQ1SKvq7bl0/8d6FxCn2x/xNXLC5bsDjiLZNvzvEzqlSlaJOEVU2v6I+iIYkILU5suwBemH0uzxglD6jWY436LgDyCDX5vHhx+ZEjJ0f4EVGGnmt6I0fyAyL8yuiS7yJ7rZ5UimVlJ7L9tNYx05WyRU2/PCmDUq3D1aHX6PiGpHcCSUchyVhiwDQ1MkT5hf05OAHwYAFNwQmA038TnLZ3BM6Lc+J0FZwpJT7KMiOADLYwT4Bp9d8aZl+1TQoxt07cgjwBpO28NUhPAVlMrkbMB78leTzJnv3WJE1LQXnNQ8tMhKcLJOLdYpoFc0rilewTmYge9Ih90cQJI6u+8bcbDpHHU2B0uVMXEsLQYd4z6D+ElORJ8CVnEU4q7gGkD1/4tzATwwi6wDmsDHNH/OmUwS1eqjKUrwaVwXScrfnZUZWhktWVod+YMvQUZTAMnpDMccilnf4lf6ciHbCuBfHrsqvLCEfWH4n3H2T8wPEGeuM3Taf/BsbvOIeDK9s8q/GrwXLLuzHeuvjrzLzVNNcwMGEyltYQ56OMun722OI+iNvrHca9kp0Ht5o8TUS8LZw7TPjH4BP/IMm2r8drSenNpTMfFt8LhApwsDDCGVrHCUUkj4LqqEVEUAQOXIPaOGCv4mxH92oYoNWb5sIANU8bi/B+DduPMB8EI8OBaN0gOI8Q64paGShSAKEpHKrP5xGQ17VkpThCUVKKjLra7C61tXqi6knPfnM9UdPANnxoLHzQZf1nDh8uWt7n462rDZyXd7VmVOM9LJDmFDIs4gY3YmLepXwrFFsjTJHPcOEqdqDmE36KXog48QbvlfwE6Aq8y1EflIWdrdkcQJtHIxq12AE5K/cBXdO0AZ9CbcsCPc81TbNBDTB61uEMsedoVMBtTAXU8lD2M+JQusFsqg3tCv+LxDHB7wAEF44OILJ9b1WxOwbg2Rhpq+q2hpHdGCM1q1swlnZTQtm7w6PUyk0Vj67A2hwdtaZW0JnhJJjCIKAoUyfL/zulXu9wbGPqJrrXwJQb5M6792fDr65H6PD22+BHYKiuDuJuULgzIg//rgCBLUC6hWBdMPIagILv07ts+gA+LcbLqRHNl728rwE0KTLKiPgyGAFkrq9b6GsQfCjYPk4JEQnkBiIp4glsmPBmhObiCGJYsQ+jgRTHOAiiXenqpuJsc26M53byeHQtsjGeamBR8iy9FkjyeCZu1gBzQldUi9oCqO7jKGtMEeaZQkE/aREf8nznRazGJSXildcrCQpPWG3/hbphVySTNk/OBubfLdLfKgE0hlQNZkqkNU9Zlo+r6t+hgh/wi0r0DBWmngtNaInv97vnJa5bIiQ5S3MxS6s1H4l3yqOn+4xPyW3d59R1I62RWxrkr1H30SJXl42GN2JNp2O5MBbjX35yyVY5SG+5x5prneqaIs+fZFse2NxnypXJ+xxSoT5NUdu+8dVToTm6+157TUFT12wMA2KDkZSPcrhcGSv/Wa1RHsRrmkdYpXVWq1QXWz7ChGt9Vrhcn8Q4EWV4PgEnWYyzjFuk6JI3bk0mn3cCb1fXhLVul17PeDOWlre62NLtdk+Ojo6pNiiT5itGSucvANqbIHXLKL2GAqj4jgWDiTlahv9CKx+7tzP2TT6NUueoQERBiCr3xtPfBQlJAqOrtXRrkNf73BCSSu73iLGlHHqY82Bsl0etRbDixLVRPR5IRnLqoz1XXT3iBGmI2J79bD1NiiIo1pE2ftyro1FrSv8gH4nTWuCWZ6jikardlT/zCEd4YBqslqX2LGTttR/FLo4luDsa3S4UAdV8TJ3fe40lKC0ktVD0HuzHPtJ+em9pP2qBZ4R8Erxj8zHBH2c/aslmzAhFVaGmdr8+ZHAGs/fHTCmON8iMN9dPyhZ9teeN7atf
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