ACL-Tester-Design-Documents/ACL-Tester-Design-Diagrams-multi-debounce.svg

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name=&quot;Top-Ports&quot;&gt;7V1bd5u4Fv41eYyXEDf7MbGbNKvJmkycTnrmJQsb2abFiAGcS3/9kbgZJIEdW9jUIX2oEUKIvfe3Lx8CztTh8u06sPzFHbaRewaB/Xamjs4gVBRgkP9oy3vS0ldB0jAPHDvttG4YO79R2ph1Wzk2CksdI4zdyPHLjVPseWgaldqsIMCv5W4z7JbP6ltzxDWMp5bLtz45drRIW00A1ju+Ime+iPIrTvcsrax32hAuLBu/FprUL2fqMMA4Sn4t34bIpdLLBPMyX/24tn5efptPgpe7F+v2djw6Twa7+sgh+TUEyIt2Hvqft+sVwHeP8ydrZi9m08h9vU8PAS+Wu0oFll5r9J5JMMArz0Z0EHCmXr4unAiNfWtK974SmyFti2jpki2F/NxypukVvaAgQm8FRaUzv0Z4iaLgnXRJ96qZEjIzTDdf1zrVsrZFQZ2D7DgrtaN5PvRaVORHKi2x5BZ33y5GF+Dp7+v5X0Hw257caP65qUoW3cxx3SF2cRAfq15dAdAHDYrU1Msi1QUy1QUiNZuSqCHbGDmJUpkeUKJbCjRvlC5RfdCsRPvgwBJVtxSpIsNIhQ5T2SxR5NkXNHKRralrhaEz3cdHIrsU4HhRbRBF1hYg14qcl3JYFIknPcM9dsj0ck30QVkTeZjMhgjxKpii9KhiGGIHMs36gSIrmKOIGyjWVn7ZWynw2R8t34LV+Okf890916aPtw//CSIews/+EtvP1tSFz+H0F69QooJba0Iyo5IeLdeZe1TJRI+IIOKS2rVDUo+LdMfSsW06xmWAQue3NYnHo3Dx6cXFl6tfnukjoU3UWh8LoDx/Sk9SylBEwAI9TTWMkiLOoRRDMZVeXxUOnI2BZ7MQ7atboXjgJwUn1FhwMkNsC05V6dcPJA+cD99/Pjz8nJjo38VEvX970rSfMwE4h7ffiIe4+/pvi1GZmd3eqDwHPX0wEKNnTxM51/Ve32wAiEI9bpEbbwIiEXnw/oNsEKEAoGct/6PK6gHVzBpGb6n6kq334tY9ChxyKdQMRh9PU1oDbtjTyqjUQA/2d0Q4pOJc/yncyMW9QD0o/DXObJxnglIUee1Af62tf0r0C1Osz5ojm4NBb1D4Y2KpJitjZgdqOGPms6pyxhy2BJ21tthlzELxSAjUpwjVviyosgM1DFU+gJagusSh02KsSoukp4lVfX+s5km1QtI8WM6pFR02n1Mn9n9WXUuBVrmJfr9cWEP2dsK2jmGgbRioYcdg8I7BKToGJ8QtdgyZ5UtJsQ0Fln20FEsxzB7UDuUJTJmeoOwFoL7BCfyR4Z7DsV4O/4Mdwz1DikNDWFwfCOP9eoyTsyotxnhm0x3GE3lsceuuw3gtxgeNYFwFx8S4wjPkLMgFdtIakGdG/QlBLrxBv8WKh5Msv7kbVrsW3Oy6oAYLbqECeaqTwDF8Bbwaj4HBWpuTgUFNMcvMybkcEJ5rsGfqh0IhlBhq47tVBlNZg8EnulslqWKuv1FFOR4amhuPwkKD4VnTGPUtSa9rbbxDfSYRnivtUC8N9XLqaza60/r6eKjn+dcY9S3Jt2ttvEN9vsi4Q31zqJdTcbOopxX38VDPc60x6tUWoz6z8Q71eZkmodBGb070I8Mw+Z1yaX013V7DnW68FzZOAuwsKnWSgav63mBnfYje3I0xsWUIKnj87CIbPActhrgirYoHPd00BmWIQ0kQNynVXBxZ6Q3gwTAvo6zvMF8Cp6r3VEMS0FWtLlloGvaCEj6F/bzNsJdWxp8u7GXU9R3sS1DVgTzYa7U1QtOwF9TwKewnbYa9tDr+dGEvo7DvYF+CqikR9sZRYS8o4mPYK+1O8qUV8qcLe37RUwf7PWHfl5jk94+a5PNrqDLYtzrJz2y6g32ViGDH58mGvQEkRvv6GwENwx5WUXpKq5N82FF6GzULOc12sN8T9lAe7A3lqLCvovRgq5P83KY72FeKqKP0pMNeIpNvHJXJh1WUHmx1kg87Sm+jZjtKTzrsJTL5xlGZfFhF6cF2J/kdpbdRsx2lJx32Epl846hMPqyi9NR2J/kdpbdJs2pH6UmHvUQm3zgqk69WUXpqq5N8taP0NmoWcprtYL8f7E2JTL5xVCZfraL01FYn+blNd7CvFFFH6UmHPX1gFlY+JrOrBzCVQc9gvEnTsK+i9LQ2g74j9DbqtSP0pINelRfrTXjUWF9F6OltBn1H523Ua0fnSQc9fUs7o8CdQa+S8F79GF/ToK+i84w2g74j8zbpVevIPOmg1yWCXjsm6LUqMs9sMei1jsrbqFfI6fXDoP8jocq+IlKT9W00bqCmkSnk2+K3S07dsD3fRqs3v+718WL5SKDcTgOeqpwXw7JgrR+2aegKObM1dNvykZZ60+ygK5aPBOLsNKBrNgPd+mGbhq6Q+cqha//X5rfJahIZsJOErgz669hfbWmLN2De8K7XP2/ygTe89wYGN3JfPZpDELBiTtEhtPlFs5o0duxE3vGuf4wL87CHTjBy6+qONbE5YEF/2JpY59mqT6A+Tuq7qo+zg0OrD35IfbVMdB5+czZaN4yG2ehEzkm/P+GDaUpZ3cbOVFifHejAL3sWUmErK4ieo7cWh9/c3iXk49DoG1KsQh/0gFZSJ4ntTE7VYACWsdasmIIzHyPXBwf4GPkf/uFEA+6YnLMfTjTYQNS0HxC+9T32A0Gr/YA0So1A1dT7cipxddDLHNQBcP8x1uxEMjc24TJ2/ew4mwIa8MDI+9hXLk9EfZzUd/5qPGsHh1afiPgyXCKtyxmOJ7rWo/HfCmc7zokDJK0XpIPS99/WO8mvedzJn1vPIQmmlku/efccoZA41d5LNjqZbXKCpDtnM8QdRmVDYZ2utYpwMosPem/eW88c1x1iFwdrCw2jAP9CTGOAV56N7J1SA87FV7pyzSjbRBakC6YNgcC2WdMpmnHJbj78NY4tvj9fFs3rwonQ2Lfimug1sPyyKovyPoPq1RVdCd+gRNlVOgKJipwF+5U6eQLdItfdR6AAXJG/AwpUMbeTqKI3JtIt4tB+IjUPK9KcgtkgUsjW7vJEusVNkX1Eal5ROz2gSM0tRdqckfK3DMbvJC4uSdvQxXThThIdJ0EWGC3PJjsfUJZ9dzEyUa3JOCCgc6odCFTL1qXSVJvNp6DaK5IDkpYbz19FvGLHr040XaCw02pBq+zHoSEPWPOgWuVvK6Rafbi+5HWaCA2C2y+jTq8ltJbXu+oDXq/9g+oVVun10qKsIqfZTqP1SDWPjlQ+pb5fYho7L4a3kFeowCHf38TemmhmRjMYrkOEyf67L3djQZSeTpGLApwwx9zui9GPW9UQzILEgAUZNHrF/D6HziRY+YLY4ToeCnudPa7t0WBq5rzQ2JAPKM0ZJE9JpwY5vBVY0K72ePG4RHOLLucQ7p5ijyjF5fcqxhud3e1w1JlRtRlpArcmMqNBY1bEs+OPP8j2X55Lpx0J/MbVI618vv5Ntq0lrcC8SegLLez7+PL8+8XDI79nEjiUaO0so7AYiSnP+3zBIUphjMYsgyc8hth/D+JTQ0D/kf8enSWOFvQ6xhGOiIA5Vd/dPFI/4BAVhdtoXOZdMsZamtJdn7k7mZPuBd0ph80/eSLgceGEMaL9cxe9IDrE1f01JdhJ1FgRIUKAfRRYEYq7LWhDKcOJnQHAk8hyPHoUssJVgJYoZvEDZNmONyeHDnkTIEGCCjMdl1pBoX8y7MV4eEPDkW1FFhVIzErExkEHzLYXiJ4ZryJS8a5nyRyLPUGsijsmvgjEDi4fsTBAcr54gLIA4ohKY1mPHh7vCfPyGoQkNZsmB8ZSnAnOTxMw4OMwdCYFUTvYs9xEA2Sk+G7HOCKioXzN3Vq+uZRGTui71nsik7gSHJGEcCrI4C6mkfPiRKTr1Y1n5RuAaD4ZL7l+Oxsw2XEeEXjPaYZZVG+4vuq4F51N0o9oUJBXhnFeQF0msVIvnrjInOzAeYlPlSapxErCyEqvdmHR09ho5nglcRU0R+C/wK5NZ8dOIZnstFQtg9sRyI++Jf6gePWON8PBMj/DBFNGBcQZcqKhq/Fd7LgyeOB4t038UiTInKg+U0sQTN2Z5RIpoXF8FysmKFwwlW9m1wGaIj8daEZKgWwQ9uQFKa8Vx8kidjuJKNTStYC16YAvqbqTeZcMKd3FnpwoxUe0F3Lf12efJEUvPXt8Rq1wRjqdi1frF0rluwozyfFGQ114OplJRR09MgpKNstXlgA1kWB8hvHT2iTGT0os5NL8N2fRj7yfcNZOIcZA4jcT37o29yT9TnxZPgkP53uchNYbpqiL5YFX80WVcytNwbJtJ/EucRoXrnwfJw449YGpRuPhY+9Tc7G288I2hb7lVcukcA9W1JE0C4YUNAlHLPXbOptw0Sz6I3IJVWWIDwGVpYlyCSnJhDZe3FwjtPo5+nZtDH+rHvr1M1tT9ukeO2Pfl6Cy9222XYTB3ifiBpK3CEOoQMGbFpznSeS15ImyWqOTsXBNU8x+SQGZRPZ+0wLsZTSM1IVsQonwlPKHYZivXyVCAcA4Kz9DBgZnn+UZMg7aLMGyM7QH9OU0la9fbBjogtXqMdBb8qRYrVm3G+jqAYEuc6F6B3SWcJXysCgLe009JuyFi9MJ7AV20xrYy1yYfhrxXcZrUTvYV8C+/nMlO8PePCbsBS+MiGGvthj20t4TcTKwb3gR5MGX6qoaT1g0tlRXKFH+3kf9SrnLVRRhr1t+U7P8RhWwUJKW35DNANNHO9agIja9uMM2dVdf/g8=&lt;/diagram&gt;&lt;diagram id=&quot;7TOiHrqWLXWXeyjy_dHC&quot; name=&quot;Tester-Draft&quot;&gt;7V1Zl9o2G/41nPa7IMe74ZKBySQpk5lmmGZm7gwW4GBsIsyWi/72T5JtwJIwxpEXkranCZaFsN/leVepDbU7395BazG9923gNhTJ3jbUXkNRZFky0F94ZBeOtFQpHJhAx44mHQaenB8gGoynrRwbLBMTA993A2eRHBz5ngdGQWLMgtDfJKeNfTf5qwtrApiBp5HlsqNfHTuYRqOmJB1ufADOZBrs3zi6M7fi2dHAcmrZ/uZoSL1tqF3o+0H4ab7tAhdTLyaM9fr2/tX+sHwamOZdS73f/nC3zXCx95d8Zf8OEHiB2KWVcOm15a4OBDNc9Cs3Q4g+TfAnx3MCTJB5RIdgF1MX/QJiJLq42UydADwtrBG+s0GyhMamwdxFVzL6mPENojddAxiA7REDoze6A/4cBHCHpkR3FS1iTiSecsyszYHZrWhoesTmeMyKxGuyX/lAQfQhIuIFBFUZgo78+dzybJasEFj27g+Wpp7dwYKPrkautVw6o58hJbAT+sESMiKcytJN59AtHoPAtQJnnVQyHjGjH3z0HS84sE1VKLYZFD+W/gqOQPStY6GmFtKkMwsFFpyAIGWheKI/Hi9BYg7h/55S+UVCY0RCSdExjkBUrWQMkatWMp2hqMpSdIlYX1fY0o2aUdS4ELYuRi1EQLh7QRdSfPGKL97p8WVve3yzt4uuLuNAqO3nJaeeqKi1BKGirlILyfVDRZOROC1Nh2sIiyZtxKpW4hZD0mtVUzOjmpajlwbtZObVS6OdTy9F6VybIyChyi0XlpeQFOP7Csc1N2PfC5pLEtZ10ARZXmwPN2M1pWwFerZwvfDusVrn/QUxzxl73Ccek9IVBANBUjsgQL9gDckELPULzCjCOv2moffQiOU6Ew8rF9IDANEAhhMHhaOd6MbcsW38/RvXGgL3xhrNJtBfeXbXd31Iflcdk3+yK1Ws9jRw7YPq6Ikbx2ErD9Ca0jtZ0RMSqgpRoOSaTcVMLlCckVFYKyOxVmaIQvjmalE/C0P7A1UbGOXXsTBKrSyMTMcDeS3MPu9WkYVRFUZCzgUSWCGtOdao8E8sThuJkatrQWNFJBwzyClG2pIysmdaCXjM80ByA8gBM14TkFEOgNTLR5WpYIS2AVkB5JTJKQs/JEZA4DK4XjCI5V0EGOhFuGZxwjrGArldABao+vrrpwH83lOan6zxQOuP/vmryXJaP5kWdWuYw6NLD/vrErwzLkFlhqD/lR7Olx5yIyWdFWcWKjfJxhUJ1hszUnSshjk2hshVKxlb3zNPpy3rCFt06aFyirLlsasvPaRJTj1RkS495EZFuvSwf48aoSJbPmyl6XANYZEuPVSuxGz98FrVNGuFsJrSQ269pEsPWfVSlM6xidj/Sg9XVXpIVfvfu/TAJU2FqXKwdYKXeA30+fXo8+Er+CIfhoaYkzIvpvJZsJVqBbZ0Fj432NIZ1rLBls2y5krCx+y+Plyqfw6+9Y5aVosHioemWDqP5KPNSobtLBeuhV6hi7UN910zU9CjKtIYAtCEK4+Ft6q95BYd1FTtJctsiq40o3AZkc8it1wv6G6dS8Zlrn/o1UK3rAgQEY79jwTkpAdwQqyECtVZvyGr21A34aMbAXMLn0ktVJzwdX+sP657k2AVKEHnyW/NtP4nTknma+fjAI3cfXl4fmTx/xsRA2Y4NBbScuqMA8eb1NAwJMm8T36VYBe4dGfNQkT3fzr9jz0+3b81lBvOXh1C9KaDI1XfC9d0MDOGuwDUjxF0Da1yTlxlHitNpmoCkXRopdN9BXlDK80sFyLZsD7WMBy0sD2ENYyYUgVfRMQkmcnYRhYiQlSjQhF9ClzKsME0ryOlfl1LaRb+LCrEzJSTRJdZeC6xp0nTcoKGTBl8NSNonO2co7sri5NCTsxemmXKE09cJrfHkUGaNTtv9epl9uiyam6zR5dVyzZ7Mlulx05o62rt3V6fhJQukvZOESI7cWNEjDWt0qCGDUd6D59v0Uj3tdu/PRmOXF0YSDcXVR59CEn+nHA05IwgfwD2IstGqYInzIspqUZPiZGed/MG7e/sFz4D8kgecJ5+Py1C2NNWSeP/zqXPdRD18AnEohDbaZeItNiunKsxPbGW/7TpQZZHbSfjIjG2J+5b3/u5SgHGx/1w+7az315WbdB8edYsdeB85qQgB2CJWaNI75/uMTj45PVGAL8dupwCIgUQWHOAhWMOrOUKgjkgKiCRomdog8LZc/wEHlnFQv8NSe/rGhHdh+/EiNQq8MNuEPKFWMJcMA448hX42Ngtke1DJnKAL3rI8BfYOUapMqckpvGwknZc89g8A46/Pz/OmrejF6+/XtxJD3ffOAzvsK5EAJ3JBAsBk+70CV8RVwAnJq/awZClCiuQXGqLKECKqy4JzokeOxipdaNjByNNKGviYLTpegVdFsrsYEhUGKlm3LOQA925dGVt+r9/ks2eUkPHAcZyI/+vfnbddpC9CRwffw+RGnOcI5mp+iYiyjSpThRNiHBpVF7VKMDSc0kjItbJEbPkjY/yQ1EawlzbNlMGiugQJW+so2Y8uO3SWEc+9UOXPpioYIcrDSl7YCT+ppfKQTEjAAqLdTAAqrKZBCtB0Q5V5Sgi0wa/2e/vJ48bfSE1316a66b1Cjm+b7f/hAY+9nhptpELLBwHkZkSp+/CdTwgn5uA7ijHc+rmM9NbW8pMynGZxLrMIZO6/dvOl3Nc4nRo/BJcateNSwK9iXoHNmlAcuxNpMlyTZyJFlVOzV0da1HdJQVWx7hkZcMaB4cKq+ESICtnX4PxTlUqIU0hhpE03mJsdwlFMi5pWI8ttAr9j59vOaB/oe0+YTauzSoYVVsFdqdvbqsgIsYsrp06De3PWgWtVlZBlugcde50Fx3L6cWlu7iEZbtJHQLUSE+v3DLEiiVkg5VciGWIrVdyO2nxloHd6XywDEopUR27b69yy0BHdZVbBraP95xqZjYUecIHuVFl+KBlNBRZc5EVtYsyhiN3IwbT8VDtAepcZrB9ycIkOOHqSNkkuLR0eppknpXgehX2TF2QwNLbH7PKaw5Z/D7ffnr+PPQ/DR4deWls3sMX3sYxfgpzhm6qGqe+v7WtwEI3j07OIKbucIoG842wG4hsQKubtaOKJKaRzdgxh/XmsXZc/nA6OjsDTp8F5s+syYk+9wzCu8KR5znDrmcKU2rogtB7zarnisJwZeJfDtpX0dSfhhrHoJ0mvVndjrgbu5qdba280Sq9ucSs9jxJLifYROescXR2SHSYES8Ayd61rFyUMiFXjwA66NVw8Ev1MpuGmpBvSTHT3Rl0Qa8mWOo5WZmfkvpDIK1perJvM46kSzpZlXJCzHZeTaBUysyYzr+0N4B5YC29NYB5ruT8ZGsAm4+gN49pSvKtilNbNlkd7i/nmv9f3jujt31U7wiwaeoZ34f6dX2BrKiYNVcd+wKlZiDos6Vz+wKqWX9fQMRRCaXuOfopeapmv2g7945nWhINqjJa0FaitnxZdx01/6e767g8ZjPy/3ICrRqWXlL1TsxJDW1DiOBSh9kVsi+eSw02j8/bL+T6lt2INwsNXtAfD5/7r+iv586XAdFupNzhhiCVUHJqQWsULkPkAi1Bqiz4LLyFu8I7i0YWhA7+v49j4gUriE/bCTs2PbCJvvA77CiSKXeqrXNsrsHBTBFbirgywWbGKZkY+/izvwDQCncmR5LxeP+AZkudbh9/34ZIHyDRK9KLu/wduKmq1Cm8LZnhpqqVyU3OyRdcdq4WNpebYfU1Os3yd2ChSW3y2cfhRyzc7wMUzcLbbzc7x5vPRn+BL2/DO/1hDKac8kAcMtrOOsGOOKTEXGlGdMWHahPSnjmaOxzr+osdJO+kSPhfDPjO3A+mmEJPgR9gdyb1sHA0TB4rOSr+Se/JEW99BzkPKBy+7JnOCnF2z+RicS9MbmnfkBOXy7zAnI6y8sitMtiCD52v/tv479n0b+txdjPv8TYjTwHmFYITawKtOdlhDAGbAHE8ZDQWLgiwCyA9oefh/h8mAtAc7hYoMsIEhWCNKOr43pKdGzoWTkAsFpkhzYmj7vlY0IdkE/TU33jv2O/Gz0weNMJGH6mI41nu4VU4BwBDi2yuXUCHACzxpBz8VnhzNXmO3wFO2wYdsrD1BbnNEUs6/ZlBLNEl9DFwHFxkaC2m974N8Iz/Aw==&lt;/diagram&gt;&lt;diagram id=&quot;aYeFWChuS_8dc2T-CbL5&quot; name=&quot;Tester-FSM&quot;&gt;7V1Rd5u4Ev41OX2yjwQI8GPipNneTdpu7b27zUsPsWWbGwwuyHHcX38lQNhI2AYqCG6TnsZGSEJIn74ZzYyUC324fLkNndXiPphi70ID05cL/fpC0yAEJv1gKdskxdZBkjAP3WmaaZcwcn/gNJFnW7tTHOUykiDwiLvKJ04C38cTkktzwjDY5LPNAi//1JUzx1LCaOJ4cuo/7pQs0lQLgN2NP7A7X5DsjdM7S4fnThOihTMNNntJ+s2FPgyDgCTfli9D7LHe4x3z+MdoNR4933950Mj0v3B6c7l430sqe1+lSPYOIfZJ7arn1x//+vPL4uEh/LD629Rvl0/+VVoEPDveetdhpkefcvUY0m9z9s31XfJtiZ1oHdI87+C7A1k813/C7GnvQEGWiDghrYbXcjjLiWqCGfkW4giTQzmWFMT03v3N5ejvL+nQkS0HBO0Uij16cbVZuASPVs6E3dlQ+NO0BVl69ArSryU7PR2cZxwS/LKHuXQQbnGwxCTc0izpXcNOO33LETdIrjd7+DTTPIt9aPJEJ50T86zu3bDTL+nIV0ABlFAwCZZLx5/SjnbimR93tNiT/vSSzVB6NfGcKHIn+Q6k/RZu/6UXgF98ZRd9xC+vX/ZvXm/Tq2odTyEzx+TIy2lJPjzNEYU8POlw8Nm+NxqoYDB4Wog9h7jPebYpGqD0gZ8Dl75VBgbTEMAwGOSriIJ1OMFpqf3ZLVRkaScqSvrpSEU8YzCbscklYirrqfow0ySYaSfJpmiClyebo9UoZZv4o3NcY5md4xpdAoHeFgiKBNdvAAIIRJJ5fRQYpyUObE/i4BeX/MvroN/3StGrXSF2UU9KJTR+mhtPSjO9mjSDrUqzgUg3daUZBFCoyeieOEMSho03cdYsk+milvP6TGZKKPidaEsvSVuoJG21w1NQ0/M40kBdooJWPaJSRUJWAfySOR2tHD+HQ/P7mpkqrmaBT3pRbKm5pBkgXL3sbnIeKFwAJhXTdiZ1JzkluNPJTPIAp4zj/nAe4wwMhCvWG3H/oKsLdE1THM+d+2x+UFhiSnFXjBTcieNdpjeW7nTKyl95ziP2rpzJ0zwM1v50GHhBGD9Xn8U/hRg/OnNF+smMUWmLL/bNPUW01AN9qKEcDHQlOLVydfKxbl6y2RKowJtka1SyaaBzgm3wWws2u6RgA50SbJpoW0Q15ZouCEgoCsiGxRpX/wvkGhNfCuUaW2YydnOWbKonvwvoZZN7FAAA5urmgjFp3JkLRj7zVQhGQS7yde7PKnBCrbrWlmiEsq38J2hxx4Rfc0TYimHc7jR1WTWZ66AkbYu5NAkgYUTOlgvgIVWmDhmgJpRkvgblXCCOd4NcINuykQo9+bCdukU9+e7Dxz9vrmVu65qmbADZxFmsKYu6kDr3qWwJNN/WS6060fXBq6+XoGwJtLqEgkJWOW8UiO7NLqBANsj95p4tzo4n9VE+gcr6tuSxbjJQQxQ7hoCgsvqpiUTMChV1wLMFVdh+OoC8soBqy+sgeK9Qba8D0O08GsXVUsOLHO2weebN7XBqRaXSvNKM30GwrrTmd9Bl48oYR2xkNPB+dH/B4n/Z92CFQ/p+/pyJlQVVTMDn+080N7gc3rHy05C+exh3aAynqC8rNnLKMAhD2vtuwPA7C4Mle1Lozl3fiWOiXWceOssYvWLRHruPieN6ESs0y9qVtDpYk9WasFu0MfHwTNZhxMaH3yuukoSOH7msRazsoHeZ1XDJDM+AQo39pv/Xvvt9zS4iHJd4dgkDCglYl/vxA0B+brH0+AWncU/FOVdrL8JZ2w+1LDOW+o9RYi0FBUl7qiUftoRm0/5x2CvR9rCWTLxg8sQ+txMPR/xmiL+v3ZAqr9owbi0FgjPlxQPf28YfWCxPxxqM4xeYrCPCRrHeC4hYirsxynon934RZYsYJHHD2YB4+DmOpHcZsYTrFeF9vBtTnjL69H785WZ0M/42vGcgdmYx4uu1mg7yysO5uUGxFlMSfdLnD7vZQ0G111UCNkK8dNwYdT9wyBr5iOkY4gx/aRvp+0aMMdnL1Gvv3lwp7NFh9sjJwvHnMTriXktGfrPAfq6CuO1JFW60648YFZ9DOih+2jd0eURYocftir5E3eYnwKaPT+bNJj/CEW/F1J3NcDoIZOHsmhzQj1Aqk3ZKXJQySF+NrFuTIBG/cQEu+jw8IwWCjwSrRJhPaHeN2cV1z2hwKYeEgC+7wKyDrKKlnKiIq4tU1RRowcXrtjqrtjY1Z1ByydYt76cpRofV1a9NIahHtBwe0K4pEpztXrZ0Dh5uL8wHeNiDo61CQD+SnX5Jnq9WI6sZqEsBccc05vxsKK9un6azktp2Nol/WtsGfQAGMK8ZQyW4pctiIdKnNReG3lz44itzXEc4yR6YfWTayNCMgTHQhHU7NLS+oUMDWQggYJlaPb6ybL2omnIPUURm9qASmdEmt09mJWyzRfvcukNmykIWf00yk+MW38hMqQUTWi2wGQTm69MZfdVKfMYa3T6hyXb6M9PO+Ix9I7TCXXKymV1V/CJbbu+M71VJMqW7nT/n696dYsJrJ+hNWVwvLLvRrh3mzbyE3M6v11zaGsJeUM5TbXmODDlmqjb8qrgW2zmM4LRLsuyGKditHVMS/uru7BTxpze3X8p7+DH+32o7++v5W8/brJ9m/9w+Fhx4cl5LgGz+qPAeAlvPi0xF7sM+ECSx2ddacyIassmqOsMUsgU8wRVFvHRcKKpml9KhNt1iFxMeW1aYSMmyAoFjq4oTD2nI4osG1Uy+Qv5mVhWGHM56ZhzJGaDDqwpIAT/Y/xGW0kKFDdJlYxbg16bLjpCbrh8jN6TbfTr44t3Ku160Y+R24iGKyE3Xq5Fbpm60Sm6l4nM7zW5nYATuDLshpdv13titon9LJB6zHrsd92+deEhD/q1T7CY6uFphN6SdO7tlE/aN3UoMt2xMs7u05egX3HgmHabXgT1HSF6wDd5g0O5JZF2AgYqV3Pma1lFZ0zrqlvELagKjGHV9O1ATrfQtO3dQ0WlkNRF4hr7FstbXrgEQiSLNrAtAA5xwEzUNQDkCqGC3TpclYdEu7VQSfvz08eYMJKFpvb4kVLh/9Rx5qDQRdesIIGgIp46ZonO4PBEJ50OglonIlP3M8hFiR0NwurMiV7lf1dD1vFnEUIIcfp44D2oRTEDNrcC5KUq1zl2SZ+BZsEzX1B1hqxmqzTJIOH/EKMkylYNRkXhyQGrkPNwyoYCR4rJR66Mpm6Mo6bFnniPvZVNbgSWSDUBuPHqKIm3yNmkWRtFanI2pIs6GK1lnaG4oG0naLR3LEkwEdt1zbGxh0WiVPMemMvcJTGahE4H4B/4QUrPMVyJkptOB+NlkVqHkWYatht5s2LfMPG+2FntvNmRNfX3NriNMBA002PPb6npeh7ch2nMsZ3errwSPPsUC+2F/ptmM75iqY8yBLbzfSRVOKkNb2wKXnfsuSVNhgMwvqbjJRtL4hGJ21MpRU2MjWyercZcybYtLq3yAgJYWb4kBheWjXVMVE+uxymliBVYUoaASDBL37n44Rs4tmPSe9LH58B/PKtiGwc3eU/c5Bzu+UmRH3vRSNmHnYMXn1kjnx+VPoePneq22YTx4GmD/6MfYXQZkwXAwIgEh2fE/F+IZc1ly3Kx8qvqW3n8Y0/x3LiVLdp5QpTYJk1U+IUglEwtnCVWbwxV8C6Iyb3Ok7/sW7IIZqgtILuFaoJe7v+Wc4Hz3J7H1m/8D&lt;/diagram&gt;&lt;diagram id=&quot;VhlXW-xEzUvmZ84Hvur6&quot; name=&quot;LCD-FSM&quot;&gt;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&lt;/diagram&gt;&lt;diagram id=&quot;3jNv1XuKjUcbUchNafAr&quot; name=&quot;UARTfeed&quot;&gt;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&lt;/diagram&gt;&lt;diagram id=&quot;oWYOQQnmbHWB1tHjzQVu&quot; name=&quot;ACL2-ports&quot;&gt;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&lt;/diagram&gt;&lt;diagram id=&quot;yroQ4Q5kMBfsBypCLQVx&quot; name=&quot;StreamFSM&quot;&gt;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&lt;/diagram&gt;&lt;diagram id=&quot;hDUBZq-oFkR8c_VW0a8S&quot; name=&quot;ADXL-machine&quot;&gt;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&lt;/diagram&gt;&lt;diagram id=&quot;lbbhKb7gpUA_TRSdXJ5V&quot; 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&lt;/diagram&gt;&lt;diagram id=&quot;NuEQsMm6bmaDdrwCKmgp&quot; name=&quot;SPI-machine&quot;&gt;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&lt;/diagram&gt;&lt;diagram id=&quot;Te0eZfaCpQMddhrlvxlR&quot; name=&quot;SPI-generic-FSM&quot;&gt;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&lt;/diagram&gt;&lt;diagram id=&quot;LiwCIUATXvvr6D_9WW4y&quot; name=&quot;CLS-ports&quot;&gt;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&lt;/diagram&gt;&lt;diagram id=&quot;ChhorHYDfkkC0vAjM7B2&quot; name=&quot;PmodCLS-Machine&quot;&gt;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&lt;/diagram&gt;&lt;diagram id=&quot;CcR_-8VWu6Btcxg0tDCY&quot; name=&quot;CLS-driver-FSM&quot;&gt;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&lt;/diagram&gt;&lt;diagram id=&quot;SaMtIDANUTsyjDT58qn7&quot; name=&quot;UART-Tx-Only&quot;&gt;5VpbU+s2EP41mdM+hLHjS5zHXIBzWiiUhAEeha3EOthWassk4aG/vSvfbTkkcR0ILczE1kpaXfbbb1dKOsrYXV/6aGlfUws7nZ5krTvKpNPrybKhw4NLNrHE6GuxYOETK2mUC6bkDSdCKZGGxMJBqSGj1GFkWRaa1POwyUoy5Pt0VW42p0551CVaYEEwNZEjSh+IxexE2pekvOI7Jgs7HVpOa1yUtk4EgY0suiqIlPOOMvYpZfGbux5jh+9eujE/f3sI2Ui90aaK696F9uZNH3RjZReHdMnW4GOPtau6F6t+RU6YbNiPydV5p6c7MNDo2Ye3BX+zEENQHz2EShryWX2Tv4lVBCpIsn1skxoFJgb2h8JoZROGp0tk8poVQBBkNnMdKMnwuufCkw16xT7D64Ldk424xNTFzN9Ak7Q2temmUl7lGDESkV1ER9oOJbBcZKrznYeXZPMPMIQqGELcNc8aco+AkumgICBmebPwmrDHwvsTvEtnWlKa8KVLaWGTFjyY/GOxUOjFi3m3qJT2O8wwAQ19E++GIUP+Ar+nrx+3w1bJ6UUzF8yo1ZgxlfnYQYy8lqmizrTJCLeUwHIzFGUkl6JIr6AjXnfSq+iaVUXGDkXxxgiKIqRly24OPk0A39/YXbKNAEFwL1YGnY8D8oaeowYcGEs+x2jW2qijTUCCHLLwOGYBKtgHAXdTAgw9TCpcYlm8/8hBz9gZIfNl4dPQs8bUoX40rjKP/vbHXepNVULI4kwy4xKT1xFFVzpTS6ZRWkGOrJeUprhOFdD5PMBHsXRfsPR0NrybbSX8OZnTrYQvbSF8ScDNpxO+4GGfTviGYInJcDZsFHl53S/k163RdySfnkFU9dQMMmghAjeMpk0id8sRuL9nBDZOKgIreksRWK2GcvljI3A6XImYb27/84m4Lp0aDciyYInDeeDrZuLGnjyQAvZEiECrhpN+QyLQBlsA+VFEIObi3HX7Aga/Sioub+OEg3Nx6UwumSbFdFPoHD/blsXrlS0Hq30ZJWeRpyKJ7GCUnESeinUfwygpU3yxw71eOTEMGhKKUrlqMvbjE0AD2hSaJc68fbpq7TAHzirHfzx+u96gCN7QpjPIjZxBPlFn6J2WM1SiooDifb1B1ncoOpI7pHjfd16V9kdyCPHS1w9gUjpyefrtPQfLCIFSjSi5ZxkXUv5xcjZYQ/O/Qv6txIhn1+n74W5Wn5G26jCt+UF+X9c3BlrZlklg+RhXkasnGqmpqyhlRXveCR8pv8E3D5pM1e/y7OL+zTA8ipXbrnhoHdPlxo/2tCfxf3jMiEuZzW00ZZRxp62eTa9/zKD2ikBaCmfRVhLdkNEg/i5SLuS9Dp6zmqyXUe5UARx+ibeY8cKkqx7z26cK2agpCRYQKtedepUKBJocemsNKZ55h9xyj/Bx88fVEzzuo1tiCehmGXLjMpoLTZss4TH3qctrbLChdHF7CSrG0aJgTZl4es29eY3NkMFm87VwbaPh/YS7HmI4Xh7MlyNFMh1qvvAeHrf3mYgdUTKzSdQ/yAadk4hWJQtwAwaHFx8BEPjsqp2RZ2XdTOouHczyaVsELXzk1lyu8LECm664cso/kAeYhyNW/AXz2f8Q1NnVXAHUeq8G1NWTehNQu144+P1u8vNFf9D6zqQ7lP4c17BT80zz8Dwzi6CfkGXue4lzWpe5ahVBTSOnVrnMzSbYcpKpar3yOPr7SaYmGe+1/9dJZq0XiNROihmlE5OoJF4wcVRc8Wugskvsf4e0m9FE2L/ryC3cIClSOTdUW0FuFzSrSjntU8tKmiRhUMx/XRQ3z3+kpZz/Aw==&lt;/diagram&gt;&lt;diagram id=&quot;bvOdrN4bzH6pHriGiP4h&quot; name=&quot;UART-Tx-FSM&quot;&gt;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&lt;/diagram&gt;&lt;diagram id=&quot;dgg2oUesYVzxw75X-83x&quot; name=&quot;multi-debounce&quot;&gt;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&lt;/diagram&gt;&lt;diagram id=&quot;Y6CXb1XtEPBunn4YXgNH&quot; name=&quot;Utility-FSMs&quot;&gt;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&lt;/diagram&gt;&lt;/mxfile&gt;" 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|...</text></switch></g><path d="M 220 80 L 134.5 165.5" fill="none" stroke="#000000" stroke-miterlimit="10" pointer-events="stroke"/><path d="M 130.79 169.21 L 133.27 161.78 L 134.5 165.5 L 138.22 166.73 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: 140px; margin-left: 211px;"><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; background-color: #ffffff; white-space: nowrap; ">x /= x_prev</div></div></div></foreignObject><text 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pointer-events: all; background-color: #ffffff; white-space: nowrap; ">x = x_prev &amp;<br />t=T-2</div></div></div></foreignObject><text x="373" y="95" fill="#000000" font-family="Helvetica" font-size="12px" text-anchor="middle">x = x_prev &amp;...</text></switch></g><path d="M 220 330 L 134.5 244.5" fill="none" stroke="#000000" stroke-miterlimit="10" pointer-events="stroke"/><path d="M 130.79 240.79 L 138.22 243.27 L 134.5 244.5 L 133.27 248.22 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: 310px; margin-left: 140px;"><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; ">x /= x_store &amp;<br />t=T-3</div></div></div></foreignObject><text x="140" y="314" fill="#000000" font-family="Helvetica" font-size="11px" text-anchor="middle">x /= x_sto...</text></switch></g><path d="M 30 270 L 65.5 234.5" fill="none" stroke="#000000" stroke-miterlimit="10" pointer-events="stroke"/><path d="M 69.21 230.79 L 66.73 238.22 L 65.5 234.5 L 61.78 233.27 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: 281px; margin-left: 20px;"><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; background-color: #ffffff; white-space: nowrap; ">rst</div></div></div></foreignObject><text x="20" y="284" fill="#000000" font-family="Helvetica" font-size="12px" text-anchor="middle">rst</text></switch></g><path d="M 380 230 L 294.5 315.5" fill="none" stroke="#000000" stroke-miterlimit="10" pointer-events="stroke"/><path d="M 290.79 319.21 L 293.27 311.78 L 294.5 315.5 L 298.22 316.73 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: 241px; margin-left: 310px;"><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; background-color: #ffffff; white-space: nowrap; ">x /= x_store</div></div></div></foreignObject><text x="310" y="244" fill="#000000" font-family="Helvetica" font-size="12px" text-anchor="middle">x /= x_store</text></switch></g><path d="M 300 330 L 385.5 244.5" fill="none" stroke="#000000" stroke-miterlimit="10" pointer-events="stroke"/><path d="M 389.21 240.79 L 386.73 248.22 L 385.5 244.5 L 381.78 243.27 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: 301px; margin-left: 390px;"><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; background-color: #ffffff; white-space: nowrap; ">x = x_store</div></div></div></foreignObject><text x="390" y="304" fill="#000000" font-family="Helvetica" font-size="12px" text-anchor="middle">x = x_store</text></switch></g><rect x="0" y="540" width="500" height="130" 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 flex-start; justify-content: unsafe flex-start; width: 1px; height: 1px; padding-top: 543px; margin-left: 2px;"><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; ">Full 4-button combined debouncer.<br /><br />x is defined as a four-bit value.<br />x_prev is defined as a four-bit value that holds the previous clock cycle value of x.<br />x_store is defined as a four-bit value that holds the value of x and updates the<br />debouncer FSM entered state C during the transition BC..<br /><br />The registers x_prev and x_store could be combined into one register, with its capture of X<br />being a clock-enable during transitions and states of a more complex diagram.</div></div></div></foreignObject><text x="2" y="555" fill="#000000" font-family="Helvetica" font-size="12px">Full 4-button combined debouncer....</text></switch></g><rect x="500" y="680" width="180" height="60" 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 flex-start; justify-content: unsafe flex-start; width: 1px; height: 1px; padding-top: 683px; margin-left: 502px;"><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; ">Copyright 2020 Timothy Stotts<br /><br />MIT License. Refer to LICENSE<br />file included with this software.</div></div></div></foreignObject><text x="502" y="695" fill="#000000" font-family="Helvetica" font-size="12px">Copyright 2020 Timothy Stotts...</text></switch></g></g><switch><g requiredFeatures="http://www.w3.org/TR/SVG11/feature#Extensibility"/><a transform="translate(0,-5)" xlink:href="https://desk.draw.io/support/solutions/articles/16000042487" 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>