MiniBetrayal

Binary Half Adder Blueprint

Dec 5th, 2019
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i6V6d2AsOkurp0eJENK/iQivO+FTs7/dA2N/v6l7lq4QjE047krSvNvaYhqZ98AkFTfsGLRAuaV/jFxaj7XxpvKCcR+IF5TySVpZxPszdhNpG7W2v0PEmtTCN1IxYU4zTFPsoodUcptrKlHuP/Mmh0vii47QTLzoOh5ap8zg4NOCBcGjAA+HQgAPqCwzGHv2+wGAc0gKDcUj8dboovDVdOn+dTuPy1+k0Ln+dTuPy1+k0Ln+dTuOqr9Pt5s2geMX0wPF0VlkH9b96nEgvuUh9p0eQA1FNPZ4ciSXp4eVIFEiPNkei73rsOaIhw1ctPJXCVVFtUJ1wVVQPFGhuudJjVQ9Lt0ywib7wpmEzfeFNwxb6wpuGrfSFNw27wAU82Tq1wAXskBY4yWxSwIuLw8GLi8Phx3sHxI/3DgjfMPJABStS6DaJV0nxSFo63qGUSTjJx8vH+Xg/3z69v9tcmd/pWGE9iWmE2+FErRRk/LF245i3Jy02Cw+EzcIDaTngR/p3pgPXH9YP7+0OxB4xT14eNwnVJqkpIGXnsArpcmS+RtELttp7doPgBqsgDt4Pjb7oBquJrhpOV+oh8YNaO6CI1doB8ZyokG2SemMoH27/haQU0auJuq88CSvufQfUcO87IJ4AEuz9u/xOfNmbU7icgV9JwPxFvssjmgMu/aRxI/ZPadyE/VMaN2P/lMYt2D+lcSv2T2nchv1TGhf4vdC46ctMJOMGQviRjBuoah/JuBVwn4KMW+H3WDWubm8BjZtubwGNG01Xd1aHor52ulscBDdtLTj24gnHrxwF+8SpXwU/XHwcpzuQZoL5DaQwCX244Gn4roib4GagKVB6UckbJJz06IH4Ccc+KlV6wBHeVK21Y13sNxKYOgTsRjc1472YbTbVufHrTPapBIT48wF0eTptCW87JWzGu04JW/CmU8JWvOeUsA1vOSVsxztOCTvwhlPBguh/AkMGUgEiGDKQFxDBkHWegylhM95rStiCt5oStuKdpoRteKMpYakzrghOs04XKnstUF+tz/viAkJ7+RP2ipcQ3C4/VCmzm5ywKy0rFRXqUH10IUOw/FjkS3kPyfc38FuRUdhDjYYr4mjSdly0x86MrQOXEbYwbRJPRAG1sy24tx5t+SK8WyB4Ldu0IEtNafSCJDUFuyBHTcEuSFFTsAsy1BTsggQ1BTvwfkzBgpr3EQwZKHkfwZCBkvcRDBm4TR/BkAVeNELCFrwfk7AV78ckLNjmkSHj705I2IGfgFCw6p38XXJpMBeYGH5w/2CLFunjDxIV1xSSqJm+niBR8ZUCBVox1MQ0+HSCJFunCV8KdMAHDxSonqwANF7PXCAmrqcxkPlIz2kgk6d+65/M9HpuA1mW9EwHsobqaQ9kwddzIMjuRC8aQLZSej4E2ffp2RBkk6rnQpAdtZ4JQbb/eh4EOatkXE9VouqX4MhoiTGoPHabHQHJbytcdnK1jKO1ZvSuFVwe0uEEWvUgXg52NrmU/cFxMtmOnKanMkznWplpr9tbI5CosOt1h1NZ2TIhsNn0QgTTOck6KhiQBH+SnqAQqqVhpnXWCS78EjTAdV+CRrjsS9AEV30JmuGiL0ELXPMlaIVLvgRtcMWXoB0u+BJ0wPVegeq1CpI+UHpKQ9YHSk9vyPpAgWL3+kA1vO7YcYiG1x2HQ5+AyM6y3OBi44gDa95UYevR8AbLjJu2jjdYDoeW8XMwsIifQ0mkTucQdh0da3i3JcMa7nDoq6kOBuq3Q8H3E+xcvdZxfUoHNHB5Sg9E1drjQL32MPgejp1N2wYuTeyBCu5pB0Q12uNAlfYwXKftyX9wnTZBnT9Z74GwTjscqtMOBtZb9TB4hrbvuvUJT9EeCJfX9kBqHkrev+4SqpKg0Y/i6cqDY6eXIOvxbdX/PM4/NT8yxI9MP/CRoOb0p4l1UcDGYo9hoMbiYKixOBgxw+uQ4KX2ViFPYC0c6qp9o//IN0SLiw32D19Vuj2AfFWxQZGvKg4I1n89LfJUTSi+qXl6o94chogvampYfE9Tw+JrmhpWe9x6lcJNjc9VDHfwmynHr2UOrQfLU6yjlxCn1lIKZfeXrKZhjzh/TGsyzh/TsIMVKT5VfSuC0hOtQu7YZYJFyD0MrEHuYRLyu0uTxFHI/Zwiz3rb2zd6bKkvVFQQmAemqQfmA5hHQGAeTHogMA9MCgTmgf2DwDwYrRxQnWjJ+jO+JGCXV+qgJsHuxWgPhD0GHgh7DDxQxTFdIajbQZWBfdBJuEzQM33MyGs1TPl3MHpg/aw0ely96yOg1wtIYAD4W/F2EcROouzxLIiH2R0QjLPHovRXw3bqSCffcd7fo4nhRpJwsFfHohnk6ZXutJx2VrjT8jCRBC+koazQa+BJppb0Z8NYC3q5zBtFfM/frs3dj+LjZ89Fe9uuN2NUp8i7v51M9rc7nlqcRmD/gAOSX4U/PGITnctqveHyGJ5MkRqsw4FJVx4ms0dW/A6Cj/N68nBLsL2E4LL+wRhsEC7x6oFwhVcH1PGc73DonO9g4Onaw/Atjn1M73yL44D4FscB4WCKB1KDKWH/ME38ruJKNsF4g+8ISDf4NmbQDb6DCVp3pcF66yggfjYq1J4bmaYzbvyvL95H05Ev35Gve09+clJ0+8ABRvv1xC7fgq/5WKbLjoihpj3VdLGxeOr3Gqtu/usEGzvUjcm40Ngx4Rwou7FjCnizNDyZIkVp/Tb4w+1eY/EVXA+kBQ33l00XTgVjUq3jsr40eFvUa7hsG3CIB0x/dFsa6DbJaWkIsJKG2NJAL2D4LYVnAa+h9Czg2X8oDKR2GHyby2tmg0nUHkffM+03AlFp5RCP8PWFqUeCzKP7AIH02vWmRFxDRcPGBVgTBI4cGcinxfRWZbgjGPEIFrznkZpSF2BNENiTAWOJ+HCuYccCrAUiT80DC0jYG6Vh4wKsCQL7NKCNKdOgmYYFVSiBEqVKK3xq2EYrfGrYTrOVNOzAG21bpUCd/gDkO4p/n52r++sttiA8HoAWg2A5UGIQOT87EYLAObCFLKaBhddbaEGEHVgfDrB73TxgJRxJugLfhtGgAUNNTGSVcDTZYMxRg2YMNTGFFdTRZKssFUKDNlhQR6N2WFBHow5YUEeighvwYLD0WH06OyfXiP3LTvRvVBy8SdkGZewGdmXiruqkVIIdlR+KnMY27AZ2G8td1WJj+VHIbiwPxosS8tC8J2FEN4pmyre2+p0vN5i+3IZffvHkzdQp7GkPuLt+fozp3XVfokbdy6Ky4I2W09JBnbdeS/tE3ctaS2l032loj9CXK0pHd1iOdJnc2VpqsZ1W2fKkxcktqdogHuF0QNx/5oBwcosDArff97OjA6KXHz0OvPzoYajCO5hMVdHh4JeLU7dBfDPkgBpWRQeEHyb2QNx3ZYLCNOFQpAeik7rHgTlbLidRdfRAvArP5JBwJMQl4Te5XVJjOe5ZeF54pmJFd+WDyein8hWTigPwnngBar3LQdnp2iDQS+2ubBklkosjgGf5HB3x8DTvkvA875K4/nukQTXVAUXoKXU58JF5l4ND5Tk7JHwXzyXhy3guCd/Gc0m0gI8LokXXPA6sxe5ycKm1XG0SCGXvFcAjBawAHgknGuZqH8NnFs4tdKXCYepcldk8FValIo/L9xVnamUFAE6p0abii6hZeH9s5lL/jTtIMFPd4+SJ+Ud8Bcx0zvckiiyWoylfZsUPNN3LGd0+11QP1EQnmpex8yY7Z52MvTcuCbtvXBL233ikgnf9Hoju+j0OPOu6HBzjKs5en1/Cdkn4ipJLwneUXFKjmURlUuy6dFr4SOQOWvlI44Kr2akSbqD1hURupAWGRC5988lTLPo8u8uBV1VdToXRfbG/GiygI2I7rKAjYgcsoaNh9Urnkei4HiuOZMgaPmYX58De8DHbJeFjtkvCx2yXRI/ZLgges10OPGa7HHzMLs6BveNjtkvCx2yXJCZGlEPTvnWcHodZf15/WD+8v7K/g4/grsSZKpoHgo8Auhyt8Gf8wQ5sUJ09aXGpz+IcRkFceK/ODmngi64uiUaGXRAMDbscfrJwziiDnyw8Ej9ZeCQ86XsgOul7HKzd1dkBDqzdDinwa9wuCT9m4YHocxYeB2t3jQ4Ja7dLwtrtkqh2uyCo3S6Ha3d2SFy7HVKQ3zl+9jHXJoReQwjo9eRTaLGhYow4EEG5BVSnI7kFeCQcGq7dIakBhPrcZy1IfdaofM2Zf3iYuE2SpqhJE2XX7iS4xIP8JHiwqdGm0jfCT7sg2VjoWtU6Noqhhka6FecXNWd+jdhwmjMrRpxf1LLUf3K20fPE2JrUg12NPj7nMLUiaZBqRGGY1GpSk2hEoQBRE65m0Jy5F9yz3nmyW79ci3LmgpsF0eTaQw/eBe9EXG5JzhIkx7B3kfE2pAFX7WiXk9WDI51qObHsOUrviZazS9nzhAP3qvePwznrbA70YnqPSkN5OfHuTN1qDHuVd31WHA5/UM9ZAjI2ge7MKSA8nS6QGlTXoezncmfqOpSVjr/U3Z0ZpOBgnUvCy8RwDKpEpq5DyQkNIIydLsiHzWA4hlnwKzEuqdIlcESp1xrbp4yiLKzyS97FhNp7fXCVuZs9YK+GFS8Uw5n0SAD7AkkuobbP/xv5RurEKtbeDIGCudE483SF6YBjSPJVuoqPKqlPw4PutbtDU2zKkQHccw52u+3+bLhujcgNtIqMyI3QUyBiE6z/ImJpnE/EFlhGRcRW5uIVqY1VQBGpMDIuUgcrXqJR9Zg5UVk9fo4MrEe25jdldu24VPRoTh5y6Bmzurb2dXzaGc4mu1da20OWka9TnoydbkXDNCm7xj7wrqfdSH6zMdFdjwoO9FG4066wfQNDPSK13euFU5DE1Ver5gydrV0gPt8mBC60gqsKxmnvW7CNaktQioyd1nFVwTgCqoEjCPfXCYFx0pcKjrSSqQrGSV8qONMipCqYv2nrmEScKvO1hSkJ02JU75vvnG1bqs3RDavv1TQLS1hU31U/zFXxXEbc7dP7u42ZERfDxOcc27UUQ+DD7qHUZaunHagpwx4SlzA7EmYW+wiT4rCNoUB9D0qyQFRTEPb6fkp1hAVPJexmpuANOAyehqBsViO5tz4dJLx8nohHWQhn7XPsJs6Qz7xrcc4+o/q4Qt/vZUNwKmnNsMhhmtsuguvvB11wTCuq56sesZQFHzmCklIQY2U+t/mkrywDaqZCKDbV6YVODxunneAYxVHE9fFh1u+Hzert44c364fbzeOTZR31MID16wDOP9s8Pd7/+ubu99sv6/k38x/+tr7f3D19uvrpv/+82qnC/K+bPz5uv/Nl/bT5/FU59g36+her7SsxM+3zw+ZrJtr64d3dtjl//WKrHLi7f7BoxZkRQU7EmBAYuCE7AgNDrgic+QxRneEqS1CKjPphrjM9aHijKILBIytMD/SlsyE9AAkVDQ0eyK9oaPBAgkVDg0feb0eDxxMwVHDBngQRjOsnqWD8sIoKxrUFVPDAngQNDHI4Cho8kNJR0OCVSCvFqOBEnzRRwVrB1Ze1sy88uJcFa6DtiI8gJyRkW2ynM9SkkP2mWEk7jGpSSLGh1YYOGMwSu4BkhTxzo5L0F/UckWhj7QOH+j79ancMj85Js6qZhOHAURqtngz3NdyD9kr9TC6wMHeI39Vxdnq0ikXTn7GnD2DK8wHIH4mHT9mkDo9xh2P4rrb1q53ign+K+2Xul7e/3737fH/3DH1532b7/9v1uI6jX6cpzP/V+b9+3Ws7+tWzJN917S/bLvmWFeJ1Cmn+r5z5+fOl4+ur/71db36dO+Dd1x56Fm2Gfbx9uvt119qvfbj735v1h+17PJv12/+Z/3Z6/vzfgTXaNZ+itlvb3Mt1aem6x3rdU/bb+J/HWXG/le/5nwx2azPvOvV2neYDc57GdZ6Xjjwfh/N8xtq+4bh9BXD7utTI1f/kUc3x75+B/WWrBNu3ieZ/e3P/+e7j03pWlOur+9s32+eJrv41K+wf//j37f1v//jnu3d32+75Mqvgs63OijFqDGl7BeH/Aelp/1o=
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