SF-Tester-Design-Documents/SF-Tester-Design-Diagrams-CLS-ports.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;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&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;jnb7r_2A_bhriI0b1QU4&quot; name=&quot;SF3-ports-internal&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; name=&quot;SF3-QSPI-FSM&quot;&gt;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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;nZNNc4MgEIZ/jcd0jCZNro35aJrJTDseeuxsZSPMIDhIosmvLyhEnVzaXnB5dlnk5SWIk6LZKSjpURLkQRSSJojXQRRN49mz+Vhy7cgyDjuQK0ZcUQ9SdkMHfdmZEaxGhVpKrlk5hpkUAjM9YqCUrMdlJ8nHu5aQ4wNIM+CP9JMRTR1dhGGfeEWWU7/11GcK8NUOVBSIrAco3gRxoqTUXVQ0CXKrnhemrr62NadrUtKqXC4O8/3hbdI12/5lyf0MCoX+d+uo63IBfnbafJyBGJK+7824TY+tvsqMG0FBZNgnZYkKNJPCxiczzCYENEw4E9h34FDRIEqsWxjkCgr70ygIE/mTk1Bf/cVobMxZVlQX3ICpCYGzXJg4M6dEZcAFlWbmKl9comCE2OUrhRW7wXfbKjTzUjKhW6PMV8F8bXudtaw6M9rWvxTQCW33xWbgHyfoDmWBWl1Nicv6x+Aex3Tp5nVvtZlndOAybylw7s7vnfsLNIG7Qz/trdbmBi823vwA&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;YdrD45H7QUyUtlcNBtqA&quot; name=&quot;CLS-ports-internal&quot;&gt;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&lt;/diagram&gt;&lt;diagram id=&quot;QY9iOPFnchHb_HCkPqij&quot; name=&quot;PmodCLS-Machine&quot;&gt;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&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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366.69 Z" fill="#000000" stroke="#000000" stroke-miterlimit="10" pointer-events="all"/><g transform="translate(-0.5 -0.5)"><switch><foreignObject style="overflow: visible; text-align: left;" pointer-events="none" width="100%" height="100%" requiredFeatures="http://www.w3.org/TR/SVG11/feature#Extensibility"><div xmlns="http://www.w3.org/1999/xhtml" style="display: flex; align-items: unsafe center; justify-content: unsafe center; width: 1px; height: 1px; padding-top: 369px; margin-left: 60px;"><div style="box-sizing: border-box; font-size: 0; text-align: center; "><div style="display: inline-block; font-size: 11px; font-family: Helvetica; color: #000000; line-height: 1.2; pointer-events: all; background-color: #ffffff; white-space: nowrap; ">i_dat_ascii_line2</div></div></div></foreignObject><text x="60" y="372" fill="#000000" font-family="Helvetica" font-size="11px" text-anchor="middle">i_dat_ascii_line2</text></switch></g><rect x="309" y="255" width="150" height="170" fill="none" stroke="none" pointer-events="all"/><g transform="translate(-0.5 -0.5)"><switch><foreignObject style="overflow: visible; text-align: left;" pointer-events="none" width="100%" height="100%" requiredFeatures="http://www.w3.org/TR/SVG11/feature#Extensibility"><div xmlns="http://www.w3.org/1999/xhtml" style="display: flex; align-items: unsafe center; justify-content: unsafe center; width: 1px; height: 1px; padding-top: 340px; margin-left: 384px;"><div style="box-sizing: border-box; font-size: 0; text-align: center; "><div style="display: inline-block; font-size: 12px; font-family: Helvetica; color: #000000; line-height: 1.2; pointer-events: all; white-space: nowrap; ">Pmod CLS<br />custom driver<br />interface.<br /><br />Three commands can be<br />issued: clear display,<br />write text line 1,<br />write text line 2.<br /><br />128-bit ASCII data<br />input per LCD text<br />line.</div></div></div></foreignObject><text x="384" y="344" fill="#000000" font-family="Helvetica" font-size="12px" text-anchor="middle">Pmod CLS...</text></switch></g><rect x="284" y="530" width="630" height="270" fill="none" stroke="none" pointer-events="all"/><g transform="translate(-0.5 -0.5)"><switch><foreignObject style="overflow: visible; text-align: left;" pointer-events="none" width="100%" height="100%" requiredFeatures="http://www.w3.org/TR/SVG11/feature#Extensibility"><div xmlns="http://www.w3.org/1999/xhtml" style="display: flex; align-items: unsafe center; justify-content: unsafe flex-start; width: 1px; height: 1px; padding-top: 665px; margin-left: 286px;"><div style="box-sizing: border-box; font-size: 0; text-align: left; "><div style="display: inline-block; font-size: 12px; font-family: Helvetica; color: #000000; line-height: 1.2; pointer-events: all; white-space: nowrap; ">The Pmod CLS custom driver operates by waiting for the ATmega48 microcontroller to boot. It then indicates when a<br />command is ready by outputting '1' on the Command Ready port.<br /><br />A pulse on Command Write Clear Display instructs the driver to transmit via SPI an ASCII text escape sequence to<br />the ATmega48. The ASCII text escape sequence is a hard-coded text value that instructs that the LCD display be<br />cleared of text on its two lines.<br /><br />A pulse on Command Write Text Line 1 instructs an FSM to load the Data ASCII Line 1 input and then issue a<br />sequence of sending two ASCII text pieces to the microcontroller. The first text piece instructs that the Pmod CLS be<br />controlled to position its text writing cursor at the start of the LCD's first text line. The second text piece is the<br />16 character data value that is to be written to line 1 of the LCD.<br /><br />A pulse on Command Write Text Line 2 instructs an FSM to load the Data ASCII Line 2 input and then issue a<br />sequence of sending two ASCII text pieces to the microcontroller. The first text piece instructs that the Pmod CLS be<br />controlled to position its text writing cursor at the start of the LCD's second text line. The second text piece is the<br />16 character data value that is to be written to line 2 of the LCD.<br /><br />Other than the Command Write Clear Display which clears the display; there is no soft reset function to reboot <br />the microcontroller and/or reset the display..</div></div></div></foreignObject><text x="286" y="669" fill="#000000" font-family="Helvetica" font-size="12px">The Pmod CLS custom driver operates by waiting for the ATmega48 microcontroller to boot. It then indicate...</text></switch></g><rect x="954" y="720" width="210" height="30" fill="none" stroke="none" pointer-events="all"/><g transform="translate(-0.5 -0.5)"><switch><foreignObject style="overflow: visible; text-align: left;" pointer-events="none" width="100%" height="100%" requiredFeatures="http://www.w3.org/TR/SVG11/feature#Extensibility"><div xmlns="http://www.w3.org/1999/xhtml" style="display: flex; align-items: unsafe center; justify-content: unsafe center; width: 1px; height: 1px; padding-top: 735px; margin-left: 1059px;"><div style="box-sizing: border-box; font-size: 0; text-align: center; "><div style="display: inline-block; font-size: 12px; font-family: Helvetica; color: #000000; line-height: 1.2; pointer-events: all; white-space: nowrap; ">Copyright 2020-2021 Timothy Stotts<br />MIT License</div></div></div></foreignObject><text x="1059" y="739" fill="#000000" font-family="Helvetica" font-size="12px" text-anchor="middle">Copyright 2020-2021 Timothy Stotts...</text></switch></g><path d="M 171.4 140.28 L 242.63 140.02" fill="none" stroke="#000000" stroke-miterlimit="10" pointer-events="stroke"/><path d="M 247.88 140 L 240.89 143.53 L 242.63 140.02 L 240.87 136.53 Z" fill="#000000" stroke="#000000" stroke-miterlimit="10" pointer-events="all"/><g transform="translate(-0.5 -0.5)"><switch><foreignObject style="overflow: visible; text-align: left;" pointer-events="none" width="100%" height="100%" requiredFeatures="http://www.w3.org/TR/SVG11/feature#Extensibility"><div xmlns="http://www.w3.org/1999/xhtml" style="display: flex; align-items: unsafe center; justify-content: unsafe center; width: 1px; height: 1px; padding-top: 143px; margin-left: 132px;"><div style="box-sizing: border-box; font-size: 0; text-align: center; "><div style="display: inline-block; font-size: 11px; font-family: Helvetica; color: #000000; line-height: 1.2; pointer-events: all; background-color: #ffffff; white-space: nowrap; ">i_ce_2_5mhz</div></div></div></foreignObject><text x="132" y="146" fill="#000000" font-family="Helvetica" font-size="11px" text-anchor="middle">i_ce_2_5mhz</text></switch></g><path d="M 184 350 L 194 330" fill="none" stroke="#000000" stroke-miterlimit="10" pointer-events="stroke"/><rect x="159" y="320" width="40" height="20" fill="none" stroke="none" pointer-events="all"/><g transform="translate(-0.5 -0.5)"><switch><foreignObject style="overflow: visible; text-align: left;" pointer-events="none" width="100%" height="100%" requiredFeatures="http://www.w3.org/TR/SVG11/feature#Extensibility"><div xmlns="http://www.w3.org/1999/xhtml" style="display: flex; align-items: unsafe center; justify-content: unsafe center; width: 1px; height: 1px; padding-top: 330px; margin-left: 179px;"><div style="box-sizing: border-box; font-size: 0; text-align: center; "><div style="display: inline-block; font-size: 12px; font-family: Helvetica; color: #000000; line-height: 1.2; pointer-events: all; white-space: nowrap; ">128</div></div></div></foreignObject><text x="179" y="334" fill="#000000" font-family="Helvetica" font-size="12px" text-anchor="middle">128</text></switch></g><path d="M 184 380 L 194 360" fill="none" stroke="#000000" stroke-miterlimit="10" pointer-events="stroke"/><rect x="159" y="350" width="40" height="20" fill="none" stroke="none" pointer-events="all"/><g transform="translate(-0.5 -0.5)"><switch><foreignObject style="overflow: visible; text-align: left;" pointer-events="none" width="100%" height="100%" requiredFeatures="http://www.w3.org/TR/SVG11/feature#Extensibility"><div xmlns="http://www.w3.org/1999/xhtml" style="display: flex; align-items: unsafe center; justify-content: unsafe center; width: 1px; height: 1px; padding-top: 360px; margin-left: 179px;"><div style="box-sizing: border-box; font-size: 0; text-align: center; "><div style="display: inline-block; font-size: 12px; font-family: Helvetica; color: #000000; line-height: 1.2; pointer-events: all; white-space: nowrap; ">128</div></div></div></foreignObject><text x="179" y="364" fill="#000000" font-family="Helvetica" font-size="12px" text-anchor="middle">128</text></switch></g></g><switch><g requiredFeatures="http://www.w3.org/TR/SVG11/feature#Extensibility"/><a transform="translate(0,-5)" xlink:href="https://www.diagrams.net/doc/faq/svg-export-text-problems" target="_blank"><text text-anchor="middle" font-size="10px" x="50%" y="100%">Viewer does not support full SVG 1.1</text></a></switch></svg>