SF-Tester-Design-Documents/SF-Tester-Design-Diagrams-Architecture 1.svg

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name=&quot;Top-Ports&quot;&gt;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&lt;/diagram&gt;&lt;diagram id=&quot;7TOiHrqWLXWXeyjy_dHC&quot; name=&quot;Tester-Draft&quot;&gt;5V1tc5s6Fv41mbu7M8nwJow/JnaS27tJm8TptumXDAFs08uLL+Da7q9fSSAwErZlKmM57UxjELIAnXMenfPoSD7TB+HyNrFn0/vY9YIzTXGXZ/rwTNNU3TDhBypZ5SWWruQFk8R3i0pVwcj/6RWFpNrcd720VjGL4yDzZ/VCJ44iz8lqZXaSxIt6tXEc1O86syceUzBy7IAt/eK72bQo7SlKdeFPz59Mya1VciW0Se2iIJ3abrxYK9Kvz/RBEsdZfhQuB16Aeo90jP3y7ebF/TMdPfd6t5Z+v/wZLM/zxm72+Ur5DokXZa2bnjvDx8Xtl8e3t8dx9G2izJ8nN6TpH3YwLzpsYfsZLHmbZ1kcIcF7s8RL0zPNDOC9r94SeDTBR6QGvO0Afqj5h5Z/6EWfZSsiCfg0UOjw5Gox9TNvNLMddGUB9Q6WTbMwgGcqPOR8W/LoXpJ5yzVhF29/68WhlyUrWIVcJYJcUeeLNcUgZdN1nSCFdqGMk7Ltqr/hQdHle3S/xnQ/222Re4nsAJ45gZ2mvlPvLdhJyeorPFEuADl9QafkZLisna2Ks/16ObOTiZftViTPrZkjK4u1vgYNXU3KEi+wM/9H3Yibur+4w0PsR9maqK26qC1KgGk8Txyv+NK6zdDt6PV2ANVO3i1MO1gXypdurx46ox5JmrEaAvv8zn6DwF1TDDvwJxHSGihgL4EFyFJ8iIyXxYXQd13UxhW0b/+n/YbbQ6oxQ++D3xBcnYEhLAlQ81e28/ckieeRO4iDGLY4jOLIa1SlrcpOG2wJ/sUj1OC1yZDPlQujJhZNiNKQB1yRU63eQjwep95B5GzsRGH4ap4NwVMjo5NMwKrLB6yA6dG8Kxt6jxtfa+hagW03+Gpw4iuxCFYCB4RbzaAUoC3ean2qIZ0PcKuGDm+sJqNa+EZK5iFshhLPINwim73EnhDtNuWVI2+JPtL5WwqBL07Yerbr5n4XeiX4SJGTeCHSJaamjzWOKYbGP7yUDyyAfGDRYyS6P0os/ezr2vEaRsCzCiLQCUGIbpAlN73dyLITgUxOBOoGcgxAqVG/JeQAhWrI6NbHszaNVH+wSnh4R4/Vra0W88uunHIBJSBEIc77NTGeq5QYDzcg9BkJOnEY2pHLYrKXQCfutSmaZktcP50F9mqfRtBI4DePBDP5RoKeKd1IQJRGTEB+VIexLxVcm6I8xJ5qbW/owHCtsoxZae2wk2x3JTFsl+otIgRXNaseMOtiNKUO472uUFzdJwhXWSEfG03pILzkvI6IpmwUvj+aFo515Uy/rF2R2rHmpk55Y/vjBPO6qGBe5wzmoT4gt6esVsDdxgemyV7dqE2EwIO8RbFwsclvb4AGefCfGKQAv93Qdb0OOEK0jxreSXjUAf5z8zpXx+d1ruQbf2heR4bxhyV2ChttiK3fL8Gj8jI8Ki/FQ3zvTklmo0fBPK033IwPrak9vnGpS5JZZUkFMSq7VWFFK57JqXhyxao9ihHU6Vlf7lh1l8YeOFYlt+MKaRr069hDCh3SGMcfUjQ2/N/gJQyO7yUM5BMpjb0yiFQTB7XvOEol/S8JSNPBJWjrDehUuGtwegO/GqWCLqJUjSW1cuhvUHFpotTSIAVEqT1VN4XoWz3W7XB2SWOTwPaHp5ZQ0yboEQxPxKx345NcGYh0tALaOpH0/LRBT3Qf2onclEqlyTxBXVqNiJkOrS4AIfpB0VxmZ3DC0lytvZ2jBZYar9MiV2Bp9jc4v3sHlrTPwsmsC1MilljbHFhKuBKADixNCaIQdj5hQ2A5PH5gOZRPpHRgKYNIBXJ47zmw7EkF0irluJltHTeN1kiFD6R/NbDsdRFYkgGH8Qob0F4ep5AYpIjAsm/WEw7FZL+AWpvdZb/oLK9ZyPO3miojWLQbtCxO0DrOVBmVHG3SnFbb4NPknMHocqpMJ3RRpxHNpmWXascKa3EqrGSREDXI9mg+jTsSogdZs9tISGfZuZ3J338cKPt7lsSTwrf30ZAKPzamiKMl2pKmhasKvSLj+HnhOsuj/07DYp8TZIg1SIIyfZVSpLaufJ9eqcDpygtDGZaDLVDmFaecy8zElqYjhImlkw7J6rVfDfrq68nLlKkOvBeWj+WAfqWkcZhxAy3J5xhfinHgSj2Z5UIqs8pYgnHh9146Soxx98Ag1+JRVaVVqW2ApKr0ivWOc7x0ljeuDQ0yjwwCV5GqqtkTOjAcYSRg6WII0IiBt0MEsUEO5ApQ22OMsoYxnCSyena86FYXnUBKp290BDc7V8Lw70dEARezs5EoUlkDVuONNj2ZZWrb6tdZ6C7pIdJhPBE6jqDt8BVvKrc5JFe21zutVdiqQq/3Or5bZbBsNOrUX0K+VhNoh9xSTRz6GZpc3pVOwZ1Gb6nBDXcG7ad1nPxEepZSxA3T4jJaN7OaUwLrFpHR2ODQcAdNNZem+/12NF6zlivjmjFGJhOR36zpRKiO99wxWDqXyydoYO55nYJ9yPkTwRZLkw9aRO44cILQwpssTQxAFmhRKKYetA6QFIqqZ3IsDw0tLJ97MlS9IWx7ALw9TD2XRUx+zDmVIKPq9RYOGEeyVO+eAeEJce00tAMJoJ0lOttD++kFgwSxd0O7XOmUfVqT2mZ69KmUEaPjTA9j4zZ/0hPtpemI33mb7JndVksOj9tEj3fR6pbabw8obfLGjsirG7xpjrKFoDRXyeRU8/uJ9Prhjrf2B80U5wkxS7QsJPARgNbYqeJM+zSm5bnNmyihnFnM9IgPWv+Kh0I7IRJuKw/2yCRNYGkcYr9jGyO1tdppcU0Mjy0D2uzBIq6JYiuJuFVk75BDZOTak0CuAknEExw9yKCwe/SQK9uXScUyW48XtFKaHa+vBvuTiO+X+QC8SYZAMlKbWZjZmtTW9B2afWh93MZ98ngZJ0R9Ms6iDCOSSO7z9Ka1AC/3CeTiPlV6LXmP1hB+BKDXuXHuUiYMAU6X/QTC2E/lQq0J4VzMnNaxfvGAEOjHWjh7RAIUcDMkcvm49EK09oBCz7h3DShmE//JTctLAy6lDYmYWlE0Mssn73QKSfMWMw2rQOGuuyPWDn8Enjx4iQ9fAslXKh+FF1FMuRDFooJmq/X8LE3kdDw/a7L8aRWjjP3IT6eei/srnQdo6QNaAu/Mw3nRfVDGfuSgT9f74eODIqsjRN+TLUyhfzzNMo4epZgCF8m3ilKO6VGYvCyFXNuUmhRH0W+dqk9t2lD+HozohUnUffrFOfdzCd4dS7t/uv35afb47WHgfL5Jv1wP1dtz1rFGUnNeMzhyvRao9AoxyQ5kdm1ELtw3dLK8kchBiPpqFp0PSGndAR2hplmCnONKZ3ZUk6r5zzxGF5w4iKHwLtGLT97sfynY40UDUePRv9Eh9oLHcZSdj+3QD1b518M4ilM86NSqQNF7eQVltqzuW20DALCE4Cg1vY9dqGSw4BqXJjGsWZ6RLgC4E2DJEB2jBwPoNQHszF111bIuUbVWzWhVM3lPl1cG8WyVYEBEFzUF/WQKPHj2wzibrvDxKIszBCYACwZ+E9OPAPcGOkNfOleVi+oeuczKe2R4P01QmCIqVvFpZWSoTMFlBLny7wLU2WCIr9jzLMaSqRrI7RmdB944v0XdotGlLJ7hK0jQfjR5zk+HaGkzwMIkHZNbKE/Xl5fKXq/MFSCzqmoaCqjaWVUX+qCSXzFKVV+y1q4Vw1V5UV+7ZqdV+WTtCWitwKelaqwX1hW2qMdotlnEkTe5TRIzoEAXi/lgeFuK/8DENaBmCWCMbzA+YZNLeDiPkJ3HQtgE9fo88H4gIcHjOMA+d4q1Hp7njvcP30XYZsP/N6N7/A5I0ZTPH0glOAhlCf5ytTfuIoHOOHzUfDIC750LDQcexWP45+H+E3wEZXSjX7DTEV/y9rOpn5J7DvC5l+AHwX/RXnPKJInns5Q0iovy3XbT4oFnvud4F3toGcaAU9Ax2ls02aCD/K5FTcPoma82Gha/fL+0Zn+H93893ptfv989Pn1t8rSGZdCnmksND4+X79Pg+6C/Uxr9A5l7ozBYSo+YGXJOkI9iO3WHaACjCx9nsnz0Fqy/Ai0VmS3CjOnlcPh0PRq9spZ7/TSCFa6fnuBfs6cqloVc101bIME3y5/mPY8FfXYoaKAH9AbloOM/YcrB8oa5dDHc4kNaYljuuKry8B8EtwlRhvzoqjwalEdDthmiOWVjU0VBewwqDbm2uSrl1W4/vZJm8+L8Dk+fyOHz6Lms8LHhxrlG4vfDh/T1SlfzSq7n+KGNOxLvoG9HaDGRQv6Rca/62nvUXFVV6isMmlBNVxo0l16N3EZzjb8+atlf0T/uZy8Gz9NvLw93XxpgbS30UDScL1CFHWXQsXsPtvsPSIHufCieFPkLypM3xmCI5Xz3YXD9cXTNfm3so7gDbd0fzF3MaS5qvksaj7MFFAyPB7K33He4LChkqQUsOFw5oLrQi9Kb1KVMxFlXF5qebqMu/70ZvyyTcHz3P+fl4YM+1v1+2OCS1MQKfdvv0Fs8KzlF5MliX3eMoSSMk5yEzmw/KL1M6IbmXmmD5/qci91N7EXu7PrEEU39cBb4Yx8rCfSXHW+WzTHCJN4Mih4Kw858/Hsd+C52dX8nhl9FQaUS2s7Uj34LfxYOCyajPUYT/drCoT0rYtY1FqqKVvXr/wM=&lt;/diagram&gt;&lt;diagram id=&quot;yd5T6gx98gijH5pi2ZsR&quot; name=&quot;Tester-FSM&quot;&gt;7V1rc5s4F/41niadcUZCXD86cbrbmW7TSbLddr8w2CYJs77kxaRJ+utfgblKAslYYGzTD7sBCyHE0TnPcy5igK4Wb3/4zvPTX6uZOx8oYPY2QOOBokCk6vh/4Zn3zRkTgc2JR9+bxY2yE3febzc+mTR78WbuutAwWK3mgfdcPDldLZfuNCicc3x/9Vps9rCaF+/67Dy61Im7qTOnz/7jzYKn+KwBQPbDn673+JTcGia/LJykdXxi/eTMVq+5U+h6gK781SrY/LV4u3Ln4ewlEzO5/W/14/fT4m30598mnIyujD9+DDedfdrmkvQZfHcZ1O76X18dPQTfJ+7i7sX7/v3mBiyehsqm61/O/CWesIGiz/FNLl/CJw7e43nU//cSPublw2oZDF/j+RrhJpPwhaQ/478ew///M/p8b1/+fX9/89UeX39L+sSDe0maJOcmfnJm7i5t31nOVgvbd51w1IBu5Mxmvrte26sHe7oI2zyB+B/dFjcgOvwAPrCbhWJgP/urR99ZVLVzfWft2uuXyRoL68ova/rq2zMncOx1gG+82IyyvBWefa90dPQZfI2NL50uAy9ap8VjZnN/VmyeHVPNA3cd4OlYh+su+5vdbLZahuJxdha+Ffywjh8MwqWhO4vn8IVuxg/mDm4b/eotH+3Je+Da4QXnA/QpfGQ0+gA/nIs8uevjx1y9RIsg+5tq9uwEgesv4wGhcfG4tLm3nPq51tFhaePAd6b/5Vpvjpnimo4jP0tkw+i0jV/Nb9df4bbFY6q5h5t4sVpKF6mCFzzWq24oWk9e4N49O9Pwl1es2vG5p2Axx0cwmlohhRIrnl+uH7iJRUgVHzYZ7mrhBv47bhL/qqixrkysRXz4mqlelKjTp5zWRXp80onV/WPadabR8B+xUttCwaFSBTfzfjFVHH7UYIhX5ONyo+Hm7kNAazh/jU9e5RRb1F1RcNfPzrJci64jWxneASrPb+G6iRbLBMvRo48Fezacruahigmb+I+TM0U1o9WF7woU1cr+1sA5PUA5j0nqGlD9xPjs5qGPciLyWvRkJyJvH3IG6ySnIbZ/dadhtxHkjSFHGo9gvittOtbutnOqklgBX/p5ySG1HAQ/takooFCKMJ3abJBQG7OPU50KrwaSITnHcjYK/TT4aIqJ3tqbDgpUAzMM//1HdJ/44Gf+YPxWOHqPj7YjKPiFProB383hzgrOolIak/T7nhwqNI/RGDQmOee7cyfwfhVdUCxqE4/g28oLeWzKopJ+4vunt0+6WK9e/KkbX5V3+RAdpRcmHRlER5uJ43c01HViRoBR7Gn18LB2C51EdC2d2/oMTm3cRTXQLgEmitrYvr3+kpP73ld1fL6q7O/eu3Ro3iWT711KHVDteJc0hm7a1j6+ecGP3N+RdbzQ4qPMPIYHiXUssambq6RZ1Y2V4VtVrvVVBa1vO9ZVI4yiAmpaV80grKsmZl1lGUadEr5abvh8081/aYVwNnkJgtVybc/cCdaKU3dWMLnYosG8hQUD44qhhF69YPrkinWCIS8YpuOKrQvIx5VA3lpX2aD9zUoYBN15VvKd8GcFdn5WogDrrrNS6IQ/K0rXZwUCCbNS7IQ/K6hsVkgThhX3F2fizouWK2aX4ym2Ji7GNpehJfemznwU/7DwZrOwj0uMgr3fziTqL7RDz6FKjJSkdolhN9MyVdpbEjKk+QPxTQb5CD2T4YELoEkxJ0ViBCFhA5rjRUYzvOju+t7+Nrq/v779auPXMxqOwzfUk6KeFNUmRaEbGouSM5zlREmIIQle2dMllo6DKUHqDF8yKZ3FBZYFs8hfW94D7j+0b9jAAaYFjJXbqOLam6+w6tKq2958VaouZRj13KWo6tLxKVFLVZBaGoLUMvFb6vQSaJBqWjpBNWs7cgEkuObWntzmAYklwRmSSt+FqVhFCYQQcmQwOvrm+h5+khCQNhFJ6JYvAwLSB0HKhbCEQUT0RMpqiYTh9+m855rF2L5iyBZxIx1UjwwQqyjB2Jn4bsYgVZiT9VZpqsIhVFirztKoZKXuTKPwqlSQUng7yQrZUbJV9cIionCKcYHMBtiVPX690Ye6/vjk/Ac//3v//AtdD+nXn1puEnykjCikTnf3o9t7ezQe34qxJ3yO6rBnVIfNqD7idmcEh4gznQuZ0nnvUplrKZ8iLZQjnd2AOYxMNmoNhusxCwHrs+vbmPH4eP2vlpvLYwo5ylqLPc3hxeQKE/6xTITjxIvOUUZI2FpdpQGzajbFGZmaGDI0cU0ilJGfn7lfeEQo4z7yM1e4RMigcWmVveoKLiVdD1pt5oMIXKoKMh9ZQEChxG+6WiywCY0MaDioXP4Y1zOROR8YRD+HHcq8E5kHovp6zv2veNeX+SkyX0T19QxnxT7Qb6VCkRJEsAiMKmf5wCKm1tpCvaxqmUOj8F1RgRqEF0AtMtfa7Fw1SQ5sXVg6yP6pQkpxa7KuIfoheHxdA/Q1kik7U3jpREFKU4dQrLN6KVl8PSsvnSJWvpWkmOfGeEXh8T7seQIkfdDngh5ycFMHfKLaXHCTqZzofDxmpQk7tWdbV4wo4ShyChZoL+q+MuJR5Bb8fgTGU0JCiv2UEZEi1+D3wyAkok6DQY3oaYpzm46eVjkDuE4DTRAxJ7Zeo9dYo8EtIuhp1M3UpUJIumCqbkPhUzYtpT0N7cpsaxH/KlnkyqzaLZpHEjMD1ZVRslYLmWIyujWnI25kKhw+VzawRskcpF0R4YsL7IUTFVPiuyuAsUA6w+bS5SzFzWQUSReSI7sKKnarEV00qOxYVX11lR2enmKKkxI+cpXKwwekkynnt4K6sQe/lTQNKWrVWyq3QSVAfetyGzKkYDWjHzWLjTrKxqUTKEXX21CPtCck2KSjHJCGTHSABIcXMA2t8BbkaMihirtW2lKKiM6gY9ejbDhO2IBRkhKkNSksnnnGKETZCEvUXc6dFvPSUHpw1/hFKCBylYCJl3oV8o6x8/wIS8tgGCUslbe3Nze38a3tshufb286ckEKpBLKXuEh3zbyDBVBJZ6uANWwlCKuixdES2qeqM2tHeog1W9TeYgamVWoVat50o5VhjSoqxGBtCBoDWolL6bKLwU+iCzeGsoo1kUyaKwgiS1ma/Bwm2SIxnC8SNmPBFwgoxh3aXdHEotIM9Zrs1xAsEmtKZYLCIWkccKWKqhsX7a+W1i/rAQoCUGvq7/G9vXt6O564yaVGOtqJ37FyrppNH5FhfDo1EcK7nj4l4/psCNtGIV7hJIf+4BZHzDjWKQttuYFFK7ae8RM7fON5Dmiw0wdZGX/iMJ0hXSXiJps0jBCBYW5R41YbVXjPITJMeIK53rURh6SQCIS7HIiktpnIvFfckOpSBkqC8PWBwfKWk8q6kFZD8oOF5TppNesC6CMzmPaHpTV2HlguznmumJUhqe1UpN3BMfppF+yNnAzyD0DFDL01nDpjEpvUXRYGdnpUpARw1caiVAlizMBQU1sy8ueG3ovF8kA6Ov1jx4AbQ+AKhLLezRzJGjm4wbOXEJaee4b0kBAlip1AdPQkXUhSn4UGyxVoh4+PDIF4VHyulsNTJlUtLguWrIoKC6IltqMBSWz1pzRHd98ve6Nbm9iu2FiP/I7b9TGgkOwrwZjU7uW7avGilHXNKbd3qSj0kbyU3OBoDFta5sOavu42hXqSCG7EkzckmYbFUoGvQE7T+ksVIGunxmRUL3a0bZFkW8hqicDkJFX2BnXhFamOOokzxY3sVDkyBY0C70OFavYRYMoSWpxQV4b1UtC66o26lgpFUSU67NurQBUSd8nbKhaAFJ5Fbz9MShFSVzQTFBao+OVBe0YA/6jUI3S6gqG4MIKi4EKbltdirAPCbqZ+pqbV486i0TWVY+1PB97VY+JtuKqR13plHq0SEVj1nV1kN/Rgpagq2Nb5UipuuRGjao6nSYjZy9LvPRnXrghpTPvsvJKF6eM3BsLFMsOoBw7rVwUI1lD2FoxQ7Imm3CAfRv90alcaFaCc2ejTqJpN9FD7pBx85E9zb3XrBuBqUEn02xIjN7yp1DYmqzPfW4r91lBdb1aZO6zguC+cp9TUayZ+4yH3gb2OvTcZ73Pfea/5AZznyMQdvnzviNBSNkYLDkRL4ZPhN0eCWE0spNwlGgkD7kBeVCNHOrZGRH+pD1QiqadM780ULgSWyA0Kpw5J0+IDviUcaNA/LVaZJXC/bCE4rfAAZ8nD0fJrO8MeubgUoo883hJJR018uAonc554hlSiauB7yfcchvFdjOkVCJDSlFJSiO8Mwcptir5sdsOZEjprK/QycQmfVlWp/1Dgz7BqncV7fTR3A76ihL3RU6pbdZl0TZnWLpsBx9yqShJWPhETLpo0nNiRURNeru78VBf/azv4ILk7q5ZzK62e2sfZt+gY37bC3bvTY1aWBb1/Zb6AkZ9ArlBDyoE9Cd3uG5Ty2Rc04ar1FC4Sh2Ufi6A9qLEOygyNXpnvKtGmT3uvavZHLECQzIZTF9XWYvB9EUfx89JulxXSRETc/+fvDFqhvuOtxQkYQ5cipGoeVGKYbRLMRRiu1vFIDfqFP+whUl2Re4e2gG/oUHvVdETiLrCo9JfjdyBoraZhAGjLIwtKQSMUi/2wiEEojad3mElXXY9ISifIzqkUVm6EaHstGqjumjjWDfiTqyrvCT/rCQEGRqZ/9yqbTZIe2rWLZMyKSPfVJUUuRu3YnB0Klk6QF6wv/24k9lvjJ/3WzD0bLw7bLzfgoGyAUYHmbgpcweGvLU/jC+eCtv7RHt3hSqR38NQLDL+Jv5pDTIqaJKUq+EdGEylGqgydmDYBqt2hrSYEqMYwEg8RimY3E2wkm5a223BlLnbQh3Ns1+HX6JQ+JpH75TmUcnArCWrSAaBnVMI2DciPeDpjRr1sZh0tcPhlBOni1OGfwVSXzGTIomI4LMtqi7WVteSqNzt9Wi8TTVxh4pU6tM0mpAW8zlrBV67mzrKmKbjJoODPl20qBUJ1YXU/e91a/aRLGkgCcHKmlqk1t2ChRac5j6qhKqro5HK+agSApzr2/ioklmzPqk7SKyPdPFfcoPFOxEeEy8s7hAca7tmuCUQt1uVcQrDQh8xPsg/bFxlnHPZb1llnF6ZVhmnZ87JEw3ATLkYsgJVMucuORHLX5RYTIgcY9py6PQynLT0+Dx/IDK6PZc7k/PBQ8R9AfT2qFkjnN4oRcP7K4BOkFxfAE16R/iezS2rpdpNl0BEWARRnxwXdnSSYqt1MJHRYgUCZWIo8QLoo8g8ODGX1knnOlBI59QNNfWxiS44uCyF0nAEaNumHDov/CdWDp3Yba6Bt0S9cnsph7Y0UkbreuUgICOMFN48iGpoq99bUt4Xxgwqt7++gJE7bzfp9jXpMm6uq9fUGde04d616CQSSqcfXTW01e81yReMBveajOhMXw1di8H0+dfHz0m6XA1NEROL4UJsm5jQ6UQnXg2dmA4+w9hyD8WWq6EhJKUN1KUYydee0q5MTYxitEog+hwSiZ81o3cl2oGitpk5AhFdyM3lEDDKF9kLiTj0amirzxHhv+S+Gnp7Myy676FwjUJ3qqF10p5aJL4TVa0GZeQF9zfeVq1aZBzR5KhUBYALkP+HKq/fX200TGBRY3S9L47uyXl3yHlfHE3n9nSQmENw2tXRwvY/1d8d4U7kN09VUHerEypIaAludSLPNCrVwPVYqqOzxdaXR0fTse/66P3qnlSlCCifblVII5VUPnWdNmSFtAoF0wrkCeEhFzFnS6iLVcx70CgNlS2PP999+zL6aX/6/HX0pSdZB0iyQk5wlidJIF/qw8gf7XnXsfCuTtIuGWGknbaG2TP0YVRQ/Ouro4fg+8Rd3L1437/f3IDF01DpFPCxSFGqvzNMsSODDBPI+nRyCbwSHJdStbWkPKtNR6fC1xbYC+et0+BLWlBqCC7MZI+wBDUhOVDdKPSqodawGOw/PNTWbgsqqBvZIY0j5mP72m1BBdpOuy2oSYp6s8oK0s6qYJNV23l9BSW6n5oKoivowtRz79gq6q+hcYGM/M8SuCU+9Fch3cuaY2z69NdqFr606/8D&lt;/diagram&gt;&lt;diagram id=&quot;BhkcqtLKWrSSfPDjaPVU&quot; name=&quot;LCD-FSM&quot;&gt;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&lt;/diagram&gt;&lt;diagram id=&quot;fN_8k1O4nzQgi1Xo4qhK&quot; name=&quot;UARTfeed&quot;&gt;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&lt;/diagram&gt;&lt;diagram id=&quot;JTjfekex88h4Q73K97hw&quot; name=&quot;SF3-ports&quot;&gt;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&lt;/diagram&gt;&lt;diagram id=&quot;hDUBZq-oFkR8c_VW0a8S&quot; name=&quot;n25q-machine&quot;&gt;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&lt;/diagram&gt;&lt;diagram id=&quot;RSnuEfwriC437Jx-Ggu-&quot; 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&lt;/diagram&gt;&lt;diagram id=&quot;NuEQsMm6bmaDdrwCKmgp&quot; name=&quot;Quad-SPI-machine&quot;&gt;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&lt;/diagram&gt;&lt;diagram id=&quot;ozkyUS27T3GLZzrGerxk&quot; name=&quot;SPI-quad-FSM&quot;&gt;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&lt;/diagram&gt;&lt;diagram id=&quot;ksPepu_TBI9H0QIkX15S&quot; name=&quot;CLS-ports&quot;&gt;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&lt;/diagram&gt;&lt;diagram id=&quot;QY9iOPFnchHb_HCkPqij&quot; name=&quot;PmodCLS-Machine&quot;&gt;7Vvbcto6FP0aHmF8t3kkkPakQ9pMk9OmT4zAAnRqW9QWAfr1R/INSzIBXGPcpskMWLJu3ntp7YtMRx/62/chWC3vsQu9jqa4244+6miaqjoW/WI1u6TG0ZWkYhEiN220r3hEP2FamTVbIxdGXEOCsUfQiq+c4SCAM8LVgTDEG77ZHHv8rCuwgFLF4wx4cu1X5JJlWmsryv7GPxAtltnUanbHB1nrtCJaAhdvClX6bUcfhhiT5MrfDqHHpJcJ5gcZ3Y2t92S63Rj287cPX2bPYTcZ7N05XfJnCGFAKg/9EvV/ujv4xf2wwl/fPY9X7+f/pV2UF+CtU4ENx4+Tu9H4Nn1mssskSUejSqOFm80SEfi4AjN2Z0NxQ+uWxPdoSaWX6ZAwJHArKOHIA6i5VCkeIfYhCXe0XzqKky52xxc3BbVmqloWNZpVghRKi3zkvbToRSqwM4SnSsIbfxqMJsPx7eBzR7M8uoCbaUivFuzKw8Blq1hvGdx992ALDwZZC8U4Mo4LCDgyUNIkQ3WbFNo+jWqSRmceBOHERdHKAztZhIE7YCRFSzMPRBGa8ZKj0gl3z7SgZIVvrNAzs+JoW7w52qWlZCLoStx2irwpw4JwAckx5Mp62fHcXdCDWaKGrC6EHiDohV9qmWrSCR8wog+xR4HCo0A1BO1GeB3OYNqrSHDiQCY/UF8YJ5HKK+NkDfF8HkGuTQymXFDV8aWXM8b47uOtWhNj2LUxhmq1nzJawBmGpNPzaWKLyHPh+lvhes8QrJARxAFiuSytJBvxuDdxlH70ch03wzfU9+MgpFfmG03A4omEUxeZmBLw6GYjEw8FMFPYHoLsFg+6EEboJ5jGDRg4Vmyd8crNm445ojXAQ4uAYZaiA4a0gu1nRH3rQXrDR67L+t94YAq9GzD7vgjxOnCH2MNhPK8+j/9eY4TU809X0smlWkTl4Y13kCm6Sk9zLIvTUAbkX0SQafdM3mRZ/BCXMyDWYQOi/TUgFQyIcX0DYh/ex9VNSepjvgFjYh2lAd3QeBrQDUnnDTq4ulqTg6tZ7fNwHQnMLKEwvB9NPv/7UaYNwhgFBj/WkDbXhnKDBZ5EBARuDGJNwYxeKO7Zw0x3JOmjYLKE4QZRXmllnGu0z2ntS2qqzDRVnNae0tf4iFg9FhLHpQcYIioA5ow0wkGnxtNOuf6b4RdDoIXcwT2XX0wxEhfhd2GHNuPFX0LldTIuR5Gk/xZIEi2VGNGciiTDVnq2qli2w04QTMPm/XAp5Lo0sORMbS10p5xId0UoqlcGovU7AtGs6jKJ3Gic6DLVhjxNQt6chsZcxDXMfZk6YvY1wVFyCqcWQngPzklJAE8wc4Ei6hGhYPHECiMaVtMaEuLvsBDGK/HfJX2kvuAjmSU+klKCuMud7sjJ2npII4/MzorGrm7BnBOJQz2Ql2mGOSyFT81UDrYswWlv3GbJeeUskvo6uHuSoXjtKEcUWAuiHFVOkTIZjgZPh6LRSR6L/omBqKiiFiS/VDmjWZllq+W89sTahqxXtu2P06x5TZpVFcFeG3pFnlXz896MaJ2GiVbOv0YrNEHsZIPB3gI+257JZ0niu5jxzlvHt0pJ4A88iFGPpmBVXsO1QLBr6DwC+QEul+JU5Rxndcqq4hiqnVY5hpmVPUpZ2gHr1AxlOcK5r1U1TeaIwWnTnmGNyVveZL6ez2jG9F0LHn3jgPt6tkETBrLNk9BB1cVeMMubpVbg4HptYRpDOWtVfHN6kcxfK1AzA1KLZWXd34g57R8zp45ta7WAXgBFc+8xaHJGNovM2hndimd4LQidMto/kFtMNs7f5CIz9UKwYpW84dpsclGrMbn46696XPtMIv9lyDEPUilXczMegmkJKKp6OqYKDqSlnOZAnusimAK9Z+mfk9flNOEkyHnOvZPw5xt77cC7sAVjb2gOp5auUQ+eu2LiRUDhBa2/nJedYky66xWzWzD+pYXoDQaYLT1a4k3wpm2Zzp9vGLIl65dQoKjb+gyZnL8d4tUujKfWFPZPv56Qj8mSPcUjwYRxlqjee+b0KWNEt2nUJmflUmq0hWyEbZW4JE6jmpTzoANafPd4zywzph94BUPAXEmFLNnnCC2QB2NKuQtmPfr1cP+JhWnUlWfKHLLr/KdTlCN9fx1QoRMUn568IJAPFVGpx1Fh5IGXktOXx4e7rg9mSxTAfE14HndHEZsFz9Y+XUpP7irXPKV9EFiEwGdyKQEkCuh6Vx6Mn5ed+7BJIOsXM5HYnBETc7UZjRHkw4zImFQGXoQTTzzCfsnDRYRKtTvdraiTx5AVwhf6KFRIJctKVkJDoBCkLRQ/lm7Cj1OYkWSJJNLnjj8Ssc9RGJ9guXQ3LeKgIQR0e5S9iJlMnHQrSCZRRS5KSYrRnrSTMzMQxIdkneSnt703sNXzCPCVrW6Who7iyyon7HVa3P8iObHX+x9267f/Aw==&lt;/diagram&gt;&lt;diagram id=&quot;nvSpWgfOxsLb1CivDzMy&quot; name=&quot;CLS-driver-FSM&quot;&gt;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&lt;/diagram&gt;&lt;diagram id=&quot;A1rK6Rv7tExTcnT54jJE&quot; name=&quot;Standard-SPI-Machine&quot;&gt;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&lt;/diagram&gt;&lt;diagram id=&quot;_DwGEZn-j9BboI04f8Xt&quot; name=&quot;SPI-generic-FSM&quot;&gt;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&lt;/diagram&gt;&lt;diagram id=&quot;PXdHoKgl5fOLsAdKdpQw&quot; name=&quot;multi-debounce&quot;&gt;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&lt;/diagram&gt;&lt;diagram id=&quot;W2xjGf5vnJF_AbUXiSrm&quot; name=&quot;UART-TX Only&quot;&gt;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&lt;/diagram&gt;&lt;diagram id=&quot;4CL-Caq4cAvpAnzRI4lt&quot; 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