12. Метка открытого выхода | ![](data:image/jpg;base64,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)
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например, открытый выход L-типа | ![](data:image/jpg;base64,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)
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13. Метка двухпорогового входа | ![](data:image/jpg;base64,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)
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14. Группирование битов многобитового вывода, например, входа | 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)
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15. Обозначение функции «Усилитель» | ![](data:image/jpg;base64,iVBORw0KGgoAAAANSUhEUgAAAL0AAACoBAMAAABH4vIrAAAAAXNSR0ICQMB9xQAAADBQTFRF////CAgIGBgYKSkpQkJCUlJSa2tre3t7hISElJSUnJycra2txsbG1tbW7+/vAAAA7aWDqQAAAAlwSFlzAAAuJQAALiYB04soLgAAE0hJREFUeNqtmwtcVNXWwPfhOczMOcwMImIqw0vvTZSX2rWu8tC+Hl+JaHbLF49bqXWT0L5baQWoaa8bovXzd9ObQKZfpYJodSuVl5QlCgqa3cQZAxF5zBnODCAKzLfPGWDm7LWD+d377d+vac5ir/9eZ5919qy195JBozS2LJYUed/KySZlWa8oQLdOLGJG4yt4HyDqydxOynJXw27t1fEu8M3AMFf5rYdTXeB3nIkH/IJUV/gdv0SNzr84oYiEKUxK0C13FZC5Zv/eJyjzn5YPuv0J8H3aXbGfduMUPtX+97Jd4ENFn7EJgJ/3NOzWoXTBPwuWQMVu6P95T7fqAR+LXOADRWVbm96lbiqX7IeK/nGFLnRT+XyWODq/cDEwVhkeCfgl80A3ldeKHaPzaYphrvGVZ1yYfxf5ldF4sSG6BR50wf9L5uG3RN7UsdxRQsRtfuNH0gy14rgL/IqYK4AfOonkU4ZE6nGu2E/jxwaR86MKmwT5AYdc4FdGQ75omLyxi/gSwJ/8kQv8umDAZ/0PkyJU+dgPerJb+Hsu/L7UBe1ZRypO/gfgN465CfiiGaPzIxaQM8uGZS0E3e4/TfK5JStcsL8x5gxQjG5oIrt58GfjSdnR/oUu8P9QBfgJA8BZKuaUk3wuNouw/4rZZg4naE1sDVC8/zVy/rmET4AbcNE5cj43v5Zn1mYT9nOQb9SB20zb7QFkcSQ/+tgi5X5iuXE3Ab7HHTAXqHG8O+AnZRLzk7LHcnvthqhRYUnJqaTIoxP+5gD+df8xiLx3Cp+LPgEmw8MM5l8VlkfwudANS4Ai5Lv39QP+hbuBSBFQQPp/2pFXnV/W2ijR8c5LhpkEDumGhgR8LvaL4TCAE4ZuM4GMTxonTGp0Unpk67TSzcXvRiGb2YQujTu3QZxiQd844c55fvK5ZcsRb+Ztd+pMiO+ZKrwVZOKfzWc3rshp0fNmGzL3PNL7XaKc7/Xfnzj9TCtar87gOoauuu82zvQ18FyDkFyGL//y+aspnCi3xDO8xnYO+dmQ6U97bRu3L2z2NdtsvJkzon4POZ+75Pw2qUPz/uuhYvt3Qc9ZkA1pkZk1opGbwOm0jIY5g7/2eRLrg8edI46ly2dyzsrLy09Y021uGsQEh2AtrVbQe07sr1uk1TLaEK0GizTmngVapu3iOqQVrxiE2RqkZbaaDlnX7CP4dfoGh5u5dZ5dgLrvgPUTpZwUn5JxaCY5QyfK/NyKkMy1uZ7bc04Rz5dL6Djl9DQ0+Dfb8/YRsBiLLw455B5PUuQVmEeun03xe5w02XvejkGe43NSCUWPOzC/yHgX8D1vFxDxf8e66eudLpXhaS8gLxMIbLx6IT/t7816sltgVrqc/+ftHc6dJDu9zK1QMXcR4O8CaZpXYBrxfqXsqnJe/iWOV2/uOqCY+QLkt5BmeI/LWCfnZ2yOevCveicONsB7HP6gKBItcxu0vzeHsH/LbqOweu7sIQ9VBGDOpd8D+xUBKZtIWM5fQfygnBm3Sc43fVnAHhKWLE21X/qMTdleVrmWwk/e7gIfFZWS8XkH0/fqD5UnJYfnBEVA0of6VS9kkcb6jE3aQbIo+RGbbqPE/6afj71hv70t/sszg9/6dDmAKf0hn5K/qGMjafnF0PKtUN9V+1xV5EH/6GIX+Efmw9/HI4cKR4h/lP5GFHI14yM/kGzR8i8Kn1t/tmQEvmqMEVlW+L45G8BUYyj8ee0kX2VNKRyFb91TunVqQhk5sX7BpAiVx6pJkXoxP5L9agtCYyfM2XBPJBnZq/2ACPOB/aho74j8UI/qey/X/DqHYr+2FvBjZEuX2Fid7wUnfuVUZA5x+jO3ZcoznkJr+dy4CqAYRIrQ+RCWFLEeSfnDfHZyn9XGfGqe7/j7tS0fomn156drzYAP7T8fAuznms454h9WEH+YQ5ldncMRlgErWFmDLiMf8BkjyefdOVLEaeMc/sN1IiG6AaFQ9PIzQyoaJCw+fk2LrSAUO4MB/5oW8t2LHPZz5VHTix8Xgwq/Vdsc/CuxvAbMD6e1/Qrsd/MF/M5OjeP5sk2GqKu21Rrl8DMR+UllvAb3IhXBkMjXDD3Rllzs4HONogEmdCtb+5Zd8utEhDo1vCa5GCiCIen8cuf4tiFUHEVwJCcqHNFozVRFF/nO80NpcWXYfppikMGNFDEWNbXbSPyClcjmxgxQDIPzz/SDIVFQXOGI/IztKLqWGYDxG81+XzAkisxZOJr95fFu/TYAi6wBIrc+aH+kb8WIfLd+wRd7URJYLCl89zuQH1cw8v4YdtDzUb/6whcn2NRIyhr9QXzFhe4deX/Dvc/aoXc3nU0EhtnA+uneCdZ/LjQ3fpT5mVCFky1KMpcL9mc8AsA2BUrIGpl//d6BRpzygfxC2rggWuWTYEuFS8gcma+ObWhC3uP3xgPFFDJ+5mKvgEcC90+IppjS0YTYxDTS/7nk49fBkD+A/SWUkUD4P3cSzXBcCPVTb3tz++fYM0rOKOhNeGnC/3HJXwNYxiZ7N2X6+0jqhFfkxEgc3745YOR5n68/W4jXzksr0ROROGfm8RKAOte/XBL/SuDSC2/H4/ya501e6/bfHYXWPxpvSy/cmMQPGAyiGJk1m09nGDYXvhJnwElvX9568+rId57GiJsP91T5MzaB0wtu06+JK6XtKvLD77nJblJM2eQHj050/NJaM3eHc/zV4Wu9UbD/ZukYra3faAnCCbXUJk86vIg3iFdCEWNz3KO9u36wl+7a+2vn4rxcWHTc+kiZmHsag23IOF0YwjgGusDpjZZHy4YxOi3S4kT4Tpn1BJP+UxpOkzcXo78/Ge17Dk2Jx2kyTpDFNHlawC3j8/3FL3UoVhcgJgTLtbfTlw4wH9kH8N+K023U++b2m8c+1ZqenV2gw1p6rIjhiNFqbOt2PruPaWuMwQ/vHMPgX6qbv7d+G4/0gwE0TnDustawS/qqnDzgwnQB5dqzr/E37BI9d6EfbVsT7FC0N2W4ukruP4qewBany5aAcTcROz8ym/DFHDvff9UbDmHOV6dJ9+Ryrm2X81sCZHxFT48SKW+A+GfQfjTmH443g3L+hYqO5JP8sW0y/t0/oRYfks/lLUo4Kz3ImTP2D8teah2d79P9R6e5Rm2zppUgZRc4TCt6wK/b/s3vvdRhGcX+gmI5v9Vf9lvCpv/zZzw/KWR8UuSYlvDlgw+ndJZqdL6yy7/d6VI97/tWmv2l8Uh46rZ9VP9H8n+TX5pH8FXWqZdkw+HbUVlBfIX5Y9subrCLxzwqDVA6E8YnpTllJF+21ktoOr9LjZrX2OV+C8QBasIhvyaT4KstMv9RW3DqorKC/KUmSuRzl9+yZ/HWFcUu8lVWK0vypQ8aHy+QW+0DdAcKqCaMHZ2vtsjeL7UFp0Yj8FHrJ/Y3bWY1qll2yRW+zD+l6RqJj9r22QdIeb3u9TrIT6sl+XMrST4r0PhD89heKb0L1ih1cxvkQ/u7VbJLPD/NgSPYL77yg1+slPmH9nepZZcYXRcB+Hb/tDeuOtz+pcsl/4T+o7JGE8momNg79cOj/Yb9hmQX7Kc83/K5ztaK+yxU+7m8PMh3jiKlfQbKZgPmWx3ZNKuT+FaQX0uacr7fRTk/qML+IW8Vc5DDDm7GCfv8g/hWHUrG/2q/emcrpA7SB+APW8vFnrR/gfazIVwlwQ+9eVrGDyqhHSaL/MFtdm7+WWl2wvrqwfmgOnaA5Me2fqUnOrAxA5WEYuUfUZf9tIhbclzCj/1+cQs8nw2bQ+zvsTE/OZ+iS2gKvy5i0H7umc8lfNe/4hd//R3k/y2R5Pfvk/H7T+GPjnoKX5wNbus7Et56JhGVpB8k54dNbKgn+Ikm2fozrwPzwyI+JhRP3Ye62/SI2/+chLdUJyJ2RnEpGcazMyZ8TPKdjy/w5cBRxM58nTCMTSxGEV/oua+WS7GucCJGj0OBA6A+gZ2xIp3kX7kou4zOpvBR013IcnLhd2ukdUM4lC7dUwzYv+WSO46R/AbnueYS+o9hB3+U2N8W7becXBZmX5YGd6eva0AZBjdvDrH/Lz/eQeyiK1X4o/oioZecjywf9rwqXaxdbze7aRbwHy7522aCn3bgmyjnDpHr7L0Af6j1DEVt12eRKRnu1/4FOT/7ne+Sm5eyEI959hShlza0+999yT1m8GuzL5yfN1ji/Kh5do+zF3DJCanYC1JSKfz5x/Fb+7/JwxG/lwmc/6L6DcT66dVrOensxRnRqahZBRy7ORAJH7yCUK/TkUt9CPSftLe9ifPr8SjDaWefTcd8r7bXJJFRSs4EDmdXGZvmSr7j3DcvdbgMD2c09i9ZGzD/9MkbTwQ84XuratUBw4sfoYB9JqN4eosXlaNb31mQgnrv7cExO29CvJh+Pls38fSbOQePSXPx4KSeVYoqy4Emo6B6qnBNHI87YLGt632cuOL/79tW1cVkbHJf1lSNLAlXQ8x9RiREmQfzQ0v6GauWM/Mm5zsco76A7+MWHyjdDGKmuXeqhRDe49HqMj/fodTVkm7GQw2IPTuZrGxi2obyU6y/R9gxnIzqxFozcSvIjHO8IWHX5Z1l+LtO5zcbP/PZ3mWSmt6o12k0TFutyP/yglan0W2a8hbSaXF+eo9eTDrF7JVRpf7Uu+8z7sQsjS/OV5lgt2CNltG6bXt4zQcLw/F3nVYbOq/9mgYPbBt4rHZK/MMBFUjfiVU1Wpzdar/c3RzVJj5fox61u+EJQ3ceMGZk4/EHH+/B3Q8lm3/XC4r1vG8Jok8Nn/9KrryzOoqs6sjtzCbf383O/qnomXAdf1D4dxGvNEIl8yk1mySfKGb06r3lYz9FlDfKkKhZp4B8Mv8lqnQLV2C+Kiw6H9gP62MpZboUfu4aZ35WtpiOpa+MB/b/23xZMWnuC2I69uJf9IQerf7zupYy/+fzR+FPq8eLRCeA7S0HopL7of1it5H5+Gfcp5tSDHseiG74Qvv31uwY0X8KVgq52dRiW8in1ZxCvvyUNfcFlJav6MkgD0spIqSM+g7YX1RE7s/LTolVk8+hlR+r5wWB89/wOMBvfvyUC3yZ/WJqFXh6eqaBPCxVFFwE5++FL4L4B5XuJfmyYlhleC2O06aGQWNNsH6Mcj6LCk6QfFmx6qllRpw13A0Pk5Wt8LeWUoaKjuw5OhK/YCWOENoi7u8j43+VD4hlaWW0qPxvJYDvZAVOI3DkHZN3Apz/wpQDHU2A91TxDmm/rFj16CP4I+UwrHylFcNSylBRxcbKEfjs/MP4c06ta8W2lVENLvCdrVCHikHIglKK/ZT5ofHr1pD1S8691LFl+HNuTSzIjygpk7ywarBdWFZH8Ov0jiyQi5b4tWKSRPDlYbzU6ucejidljQ/VA77DCjZmkG8id3a4aCBCjRpYv1r3JMlv9L06zG+O8B24OKflYjLkJ0D76yIoNZv3NgK+4zC8tVyz5efPk/+VdhacDLkHAlEzB/2zaZzHCHzckg5w3c0psJhXVCTvacUHpAh53CL5RLFt3Dftq8sToP2NgbAY1jnaGrrNXpLv3iebxbir5sqoOFhMShHRGrSfKCZNOuQx+CFvFJFrfML+3+K7aH/l7FHslzgUGGVIdSEouZO6/Vv2U0SeU8ArIVn2/zX/4lyPbv9/wO+l1Fcf9AT1vRT+QU+aIskXQH5K4afky4oRJE6K6agLfM92kCZLNadyflKxw35OkDqwicFSMG7Uiye0DkWiNd3ldOdchbgWsYmi/aqNS/Xo+Z2i1MivK3430sDbbuzY//3ON+6LT2q4Vnrrvl78Y8LbrMn/LL0xGKmkfVpvM9iu5lyu2mt7DWNNNvOLh5+L43nerHjwy/dNt/+8w2ZGvUsvn+piPNUz9YazMeI5rlnTbvTT8MjUnflD1bqvJ1YHJO2a1j+4+9z1/i6jNdlm4AczVoHTJ17/ZcAYhnwZHjFXkG7Sr/hP3feeSkfKnQmI7xf7dTJevQKoPLK32+rxEd/2Dl3pjTrGhnNtYbpgInv6aSaWYQvuG9oIF6IRznF/MYp81WtTdmdqvSOwNFirrrU8JdY0uwV1flG8Nn/+gbGPN5y0LhLzX5xEB2u31mqUM59ZetWS7IZT5JBgsSJaIvosPzHlnqVHgpFY+8xI+S/z5e5Ti+4wyDi1LgSx9qG3fBRROVjG/KNxlj5tVwt3+4EfvYcNxdm0ux4pppzxksogHWsydzniYMh0+fmsVNMq95+M7bJiz5yXvamVozkvwWJbM6wvFbsR8fNC2f7P9Td3Im7xD+BkiDIkLX/M+Z9Wgt+ikRnG1umR9zhaMSyASf+Yj2hiNiHn3+BAlK2cGelKMayyncJ/rI2cn6TnQWWnmKWRio/DYmEV+Gc+qGDbZTL/SjucCnoVgfq0gtJ8UqRUwfMvcD6LChaDYnMpyyEV9wKR+qYr9bdH4l/bQetFNDExIVpLRDXgl2eVkfwFoNgT1WSVuCCqiIH5XflGMj4vj8oCzmhIKwP8tSA+rwmn8KNNhP9Qqmi59UWwGBYW81LqV9H1tG8I+2lVqMkGWAybAoZsSv8Q2C82Od8wBljBFeQAWN1GMP8dDMy5xfZ/Agcg4XBblKMAAAAASUVORK5CYII=)
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16. Обозначение функции «Элемент задержки» | ![](data:image/jpg;base64,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)
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17. Обозначение функции «Моностабильный элемент», например - с перезапуском | ![](data:image/jpg;base64,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)
|
18. Обозначение функции «Умножитель» | ![](data:image/jpg;base64,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)
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19. Обозначение функции «Сумматор» | ![](data:image/jpg;base64,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)
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20. Обозначение функции «Исключающее ИЛИ» | ![](data:image/jpg;base64,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)
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