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

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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;nVNNc4IwEP01HNvhY/y4CopevBQ79RrJlmSaECZERX99N5KI1EOnvcDm7e7bsO8RJJns1po0bKsoiCAOaRckyyCOo2g+xZdFLj0yT8IeqDSnrmgACn4FB/qyI6fQjgqNUsLwZgyWqq6hNCOMaK3O47JPJcZTG1LBE1CURDyjH5wa5tBZGA6JDfCK+dGRz0jiqx3QMkLV+QFKVkGSaaVMH8kuA2G35xdzePtS+yuT3WLzPo8Oi2y23r/0ZPlfWu7foKE2/6aOe5YTEUe3mx0DBIocHztoDWgM8mJr1eak0kTa7tZOhpryunp1ezAXv10DHV4oZUYKBCIMieBVjXGJV0XCJD2BNhz1WLiE5JTa9lRDy6/kcKMK8dwoXpub2pM0mCwt19GotneUpXb3Rz7ofoj7y2Kiu1roc1ASjL5gn2OZOn2dwyOv93nwS+xdzx6s4uuIs2h1Zx5UwMAJ4Y+DX265h98uWX0D&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;7V1Zc6O4Fv41eYyLxXh5zNK501WdmfSkp+7yQmGQbVUDokHEcf/6qwWxSPLSBJw2cVKVGCEJcc75Ph1JR/KVfRe9/iv1kvUjCkB4ZRnB65V9f2VZpjmbkH80ZctTZrbBE1YpDIpMVcIz/AmKRJEthwHIGhkxQiGGSTPRR3EMfNxI89IUbZrZlihsPjXxVkBJePa9UE39NwzwukidGkZ14w8AV2vxaFPciTyRu0jI1l6ANrUk+9OVfZcihPmn6PUOhFR6pWCyG/RXFCTPIPvfJLzZ/txOn655ZQ+/UqR8hxTEuNuqLV71ixfmhcCKd8VbIcEU5XEAaCXGlX27WUMMnhPPp3c3xGZI2hpHIbkyycclDMM7FKKUXMcoJpluiyeAFINXSScH3scshUzME6AI4HRLyhW12JNCL4VlmkJPm0rPk1mRtq6peC4yeoVtrcq6K/GRD4UEf0GatkaakxBTuSDypnWxTn7kSNy4zhhsbkgGc5a8VjfJpxX9n0QocLOl7fp5hlHkBikk8hy9rINQPIC0lz+Dl1C0SISPm6pKAXmst2AZqGa9HCPeEHbbC+EqJp99oiNA1HlLNQgJsG6KGxEMAlr4NkEwxkyUzu2Vc6+3ggyn6DuQEpum1ZehOFOnaSi2aiiWozGU3uxkfBh1IA5uKP1RDYRelkG/qT1eAAQK+7UTVU0UOkmItBSEHia216RpjXiKJzxR06g0Yc0kyM6kKjKUpz4oStW5TKrIdmb7K8JeugJYqYhpq3zt9gp0FAVC1w+/u9H6p6pJoqMv3oL0qw0FHo8vGagq3nYip+hVi8JVV3bQTMZ7EXVtjJz53G6oQHQlbzSRa8cZzabNUmi5zEAvepy8HYhEjun2P+SCCMUwHJHyX6qskWFPRcL9a6E+frWtXz2BFJJXoWZQY8KzA7c1GhvVT9M8iOmNrOm8+pF0fDTypV5fIemekT/VID/N8HCQP/kYyJ8dRn5rx/fKsh8eKARO6f1OVKdGB3azN6dmrkj08fHukaTchcj/LvzURSpcVC8OyM3nbeyTf38DoeeL08qKjA3JaZ05in7LoWpdwXZf+rWO8FrfAhkKmIeHE0LG1gwYdZCxzd5EqvqRv+x/nKWvYDuSKux5O3eA4GR/RT27A5bqQSLXR1FE2M1NgRdsh+EVcEvd5xZYzrjJWHY3XoFpzbXeRv8ugqX6eh8DnQqopq2H6Qcq6hudqpcHXS8ICIIyFy1dPwoGAs/pIXhOrbHV0EVHTrtYHzgBHFUH85fh2Bisz5pjddMqE4Y/VpcRPpdcnOMRPpErGlm1SQDhxZ4I8ML5bU7MRYELUi8DbpYvMoIv4nEOA/Xz4aPeNi+o7wv1Y3lg0xb1pKJ3Rb21A/V0cddNUrRKvWgYkLf3D3GHAXndMuoF8t1AXp4eag15+30hr05GccinZOCNIjb0Hgji7Q+A+A7mwS6I34F4pyvEO++LeHWmDbohiAeI+INzbeeP+LE6t/YUIaJA4/nBVteKeNwTucsjn9QMkCpy6flgpN5TU76tUwCYithEbcZir+RMbMhIhUFNqho43qk5Sw+T5WURibps3FCZmqipGl6sWRTjk1PkLlqSP0SFBkbkj2OaaubFFgOaFZKKDAKFFV4f+fqAwcTDecaas4IZ1kqV3vbzlBpsuOVliDWrrV6y4sYCIXydJ9q3X+TU0jB79DL0VocfnCeBhwGVVJCnMF6p2TYepJUuqV7qOtqlSpaP62enDhXTQ1ESAgxRPFLo5SOvT9rSbL+lWZ+0NN2cJU81dRdVp872ckuvM4uhUImBEmIfHEmLbWHFzNwKa/3Tcr4yuNJKqMnxm9zqGDsQNSyYfcXsDxDw5eUxZxvF4hBxYqiliBZAVlxw0lFI/idhZVLgA/jCm8UoKA+zsj28EQICNZSIRzG4FtlKoVCOyspkiZbKgoVQYJblVH4KL5B7tnW9YCit6qi3gbWLvKvxN1iyBxcyQ7L4CRd42RoAzE2nyLImDqHaSMhZkUAsSQGnEKghW7lpXIDEWI7rRY4XPqcco+on3kvySkNYpRb19AzRm7AkKm2qFQ4gekUlQ6BDMzJ7in/kIC9FS57x4sW+9N6bFGLe1ZCX0nBrRkjPC7MTqV8RSG/6lnv691K33A5Wp5zIHYfKAO54nlXBcinLW3dEFLtg8kY5TlgXX8lBcYD4A4tSwijYc68E9/LPXlYKmqmvaAWXUQQilG6PUtl94TgIe6z7C1XHLiRDHbKSKCvR17yG/RAuTFXxbpiA5KYV3k3D9o+0eiEGL+YvxxoPPH991eh3eKdLZApxVt2BdZfvKCH+iTDvxrzKg3t++kybQJ4J46oHY7pieiyeU1o5u6JaX4GYjLJpyNdXXofUDfM3YnD9FK8ppQTV4/RI/Zozs/r8VyNjyQNUyxH1t1jjmInCuFA+YF6tj6i/xBQpYMZegXnHMaIl8owV30CGFPF2gBIYE+cLzLr1EEOwxOfsH9rzpn9Ybriq784xT+sfqgvIdyjZpgVM6C9lNhghvKZv8owRxhrkPn7+Ru5+gcSJp0xxUONdzjZI1tKX9kxD2qkxG6vqM3Wbq7oIP5wl65ub58WTMf6cLb3c3vz4w7pWV3bfNkV4CdXfGao/MUYicubN4fkTyR66myXUWom6WgxdH9DofDeAL2c3P7gbCYOK0Ne+pqWo0t4L+aJ76y/4rqk+IVpTJcYT7qCzZ21n9w2poiOBqlbUFMfJzENdJJ5frEOyjrGs1LbWMR6fmXV82B228upfa35wDlTUc0eu22G7SV06IHbFzMEQOvODG23NsRQAb3ZiKISZJqNe1vu0r6ku3s4ubC2zdesgXJmtp2fG1peNFqLajthaqahnttbtsxBsTRJJ2UGQ9cFdFsMga7ODmOuzxKMCI3mzdNttiUpFfU+DqINnVALyPLcl7rHUnYg0Rs7UHHcDwZk5knev9YjADkKgh4FAeeDZGoFHjmA706A6AkVuGgxvAGPuj08+Xwhe9uYX1Trz0VTyPVqjUFNX30DU7dAXQByQb2rujxo+Xxyqg8PL1IE8deC0DvKXpg4cef32d586MI84yOlj0HTb2SOFo+WK+iZoNSyDEDRYuSJAfRDsPBsmOwsBXNh5DztPWk/ryex85CLMb8POQnYfnp0nbbfay+ysVNQzOwuFKezMo1yHwM3WQCeRLHUS6cLNCje3neKVuVkh+d+Im7drJ375+sX5dru++XpzH9yPbzbHBFS+7QRUegZqjzGq83lTAceegGrJY6U2IapaiX7Uzs40pE7KbBt1YppiuL+rpu66O60K1d4OQORm/ncX8Q0C4hKfXd+322T3dH1je9I8BaCjUNLZeDTTx6j2T3wfdW3FNOz5qHYC+7z5HQrKSeqtQdvjmexahapLLRSlfhbXQUsvBwLaQysuQwRtB6sxGTFDrOZgyQ8wHDS22wYCq9jub0OHVu/q6g0DM0qgG/wwGgAXaVCTNhDkH1rj6Qv5pkOgb+00r9PRQAeRgoOmgfLIDbGto+3UI/Hpzf019Qx8dV2HARomiADabABfpEFN2kCAfzDy0JmImK9OIw/N8XQkvvihnLA5Fdi7PPC5vOC7Pa1y9+eOzZ4fiyXaRlkpI3+lpp5ZQkweSjSxSZOYwN+q00SZBjVpA6GJgwdCn4Am+ueFLuKTL8RwFDG0nshTiOHEE3maCGgK+HUYUMDbdWIo06AmbSDEcCBQeqAOhCaMet8pk5qjZfh5Mp/F6ZJqDnYgT3FazzNIoReqeR4IS9BjYyL+7drK+TrF+XJYvWU5k8cFxJeTB+vrPtLCmzVWTx6cazjSlAcwR6z7kMvq+725VVZfk25/+j8=&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;rZNdT4MwFIZ/DZcaoDJ3K2xTL5bMYGK8rLSWmn6QUhjj13uAdgx3YUy8gdOnp2/bc94GKJPdo8FVudeEiiAOSRegTRDHUbRewW8gp4msUTgBZjhxSTPIeU8d9GkNJ7ReJFqtheXVEhZaKVrYBcPG6OMy7VOL5a4VZvQK5AUW1/SNE1s6eh+G88QT5az0W0d+RmKf7UBdYqKPFwhtA5QZre0UyS6jYqieL8zq633D+qR9VQ3Duu36Nnu/mcR2f1lyvoOhyv6vdDxJt1g0rmAHqQmQfIfg+5IfnuGnK2qw5Vrh0RyGt9RAsMv3w5BjZrAcDkgV4YrdunLZk2+CpR2cOy2tFAAiCLHgTEFcwI1AC6WgaDm07cFNSE7IsDw1tOY9/hilQhhXmis7miJJg2QzaDVW15PxBml3I9Cj3Q8P/FK/6NxUeA5US2rNCdY5lcTZwD2E6M6Nj7OtkLdKeeEoz7BzMjsrz82CwPXLD2dbjXMXrxNtvwE=&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;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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;7Vtbc9o4FP41THcfkpFvYB4DJN3MNLudwkybvmSELbA2xiKyCNBfv5JsYyzZ4FBuG5IHYh3ddb7z6ejIbljdyeIzhdPggfgobJjAXzSsXsM0DcNt8n9CskwkrgUSwZhiPy2UC/r4F0qFWbEZ9lFcKMgICRmeFoUeiSLksYIMUkrmxWIjEhZ7ncIx0gR9D4a69Dv2WZBKWwDkGX8hPA6yro0sZwKz0qkgDqBP5msi67ZhdSkhLHmaLLooFKuXLYz1MoXfvpC54zz++9i+c0Mftq+Sxu7eUmU1B4oitnPTzH3uRv3mzeCl+9J3jPDnQzRKq4BXGM7SBbvvfbltmM2Qd9QZUv40Fk/9wc3fPV3sxRGvZZRkkCnmOaAkB08Jz/mp52BfKi2dbcyWmQ75PDhceKIzDzBD/Sn0RM6cI5bLAjYJZTWrk04GUYYWivq3LJ2x0ie3BEQmiNElr5e1kkFgqaTnOaTcVBSsg6mZCmGK4vGq6VxR/CHV1Rv0Zmh64xr6Nnjqv1F1ZQraXXXg/FRn2+emOlNT3eDH3rTms8Uf+M/3obomODfVWRVWV6KoIxLmGapupZezUZ2tqU5ftci/ER4HT3khjGPsFRcLLTD7sfb8KNb+2klTvYVURZpYZomID/7HemKtlkjm1WQqq5cMDvmac1NHLXxWZEY9tH3fZ5COEduGeF3Na2p0StSYySgKIcOvxTmUqTbt4SvBfHY5itRtt6WgI5lmWmvd9VEbalXAMWsoWQetIYm01bR3B5+jgW9MnmIGI79hdnW7DpEYu6AD3DA7uj/EjZUVoUlRjH/BYUoHVmcqZiLn5nQaTo9LYIjHgno8jh9EuUAYPeZ+8k2aMcG+pJNOCIco7EDveUzJLPK7JCRU9muN5N8m2ki9+HQkjZUC13FbbZ6VdAKuDdMpaDAD+m8i7EppVW2BjEYxOggkmh98VLKzbuWjim3nOHxktYs0YoId+cg2FD5yjstHLQ18gmysSyCa5kaiuQLXVlHFewGOYRZpxj0Wy7gfLFNyat7KMuYpWcZRT6y7ej2O6oS3j8sy7ctlGXeLOwNazn78lyJbXRmKhg/HLFlPa9r9tr8wxifwSc/zqYxtcKWLE/H/6DTcPr/wYVn88J+vH+FDLfILzi6SkTkTCq+yxVOIIjEdsfRwIhYo+dXXm8qy6yWluCEd2u3V5xCzJ2/pVTRwwQ6GWdPBMCo2iBRklo6xAzocTfVYo0K3rsPRspSG1PNRhcORN3SEfUuP4e5oPaV8VRPrOb4f13K2YT2H96rWBqzzsdzhsEiQZ4D8Cr5dRWBOCn1rV1+73VQaqhlh5GiBy7ViqadbPWC7vJ+qcRnq1aVSgT8kQzi+IeoReWGIdGWIbzWtHbeEXbafQxtT5lz/rjUZRzUmA5hb+L+uNRnAKbZUN0B2VADrUX3pQ5c4y5d9GWiYZ3cHb+jh9/LYxCU5r0bd8FiC/HNhHWNfUXkdp+fIOnVj97u5oqAmcouuKDg1cp2ayAWNUuDm0X+36dhFDBx5C1XCDZYKwdpgVhxSo+ZZ7K0OqaG+6mFvcUibm4qf0B3Vr0q+39wPPuJhRRNpqbA6/VauXzNc9i7u1t3FK8jwOEznqh6+ejlV++StviVo1yO6fRFHZgDKhpzFSEtOsu/wvisxwk0bK1Be4LH2s18W2szeazj8bpF1/Fukcxpn6sx5QQ1waa/q7RqRcw/j/6jjdTe7PxWjKnV/9gZWs5ShTnRhJPovuSV6h6RobnalBCk2i6Ro78WE2sorTPbRWFG/W7kXoEHQCwTzUBjFmGESybdeActAJd+DBSuM8XUVuYT/DMXTZCY+FwsxEqWGYgW5iwNGlExEsUAUues/iMFF05lYh5hrH4Zx6bu1fBV4QVGKRKFoawKfkZDFKIpX/WYt8XUlSidQDoIhiYyZWHcxF+6Oh0gpSdHLDFPZeD51HI31QQ1hLCc3m5Io60KOUfZwvR9jmTESJ5/nGWu2E6IRK7EcRoQlx/x8wQc8EInelX3Ac4X6mY4N9HOFY5ZsO6q3t7/PdPT7ic8oQhQLFut/vc/ULLWPWZAjikRoVSQO4SuSshU4hrP4WoeALhkEWEDHx3BMoYC6TOLII5NpiCQAE8OR8jgg8yhZh6yjEaaxAJFP4UgCfiQSSFiHRGFarC/eQ4fUz8asHXh5YYntfjqXHnrFHpINc5KiFwlPV4enXXbuPdxXZPrtQ5dMl1R2bQJT3sWAAZ4QFiyllgkTfoyq3QcR4wBfuEIl/emwfPe61WJuZdxjlCnXertyeTL/YDjZd/Pvrq3b/wA=&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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id=&quot;URUE4ZlhgHneYPS8gQO-&quot; 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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>