Одним из основных требований, предъявляемых к боевому огнестрельному оружию на протяжении всей истории его развития, является его скорострельность. Повышение скорострельности оружия всегда составляло для оружейников одну из важнейших проблем и было главной причиной усовершенствования способов заряжания и производства выстрела в различных системах оружия. С развитием автоматического оружия борьба оружейников за скорострельность продолжилась.
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)
За решение задачи повышения скорострельности пулемётного вооружения Николай Михайлович Афанасьев взялся достаточно давно, когда после окончания техникума механизации сельского хозяйства в 1939 году был призван в армию и оказался на Дальнем Востоке в группе советских войск в Монголии. Там, ознакомившись с пулемётом знаменитого конструктора В. А. Дегтярева, взялся его усовершенствовать с целью повысить скорострельность. Он стал разрабатывать проект двуствольного скорострельного пулемёта с оригинальной для того времени конструктивной схемой, в которой откат от действия отдачи первого ствола обеспечивал перезаряжание второго. Армейские специалисты оценили перспективность проекта и доложили руководству группы войск. По указанию легендарного командующего Г. К. Жукова Николай Михайлович командируется в Москву, а оттуда направляется в конструкторское бюро подмосковного Научно-исследовательского полигона стрелкового и минометного вооружения (НИПСМВО). Но его работа над проектом оказалась непродолжительной – началась Великая Отечественная война, и в сентябре 1941 г. Афанасьев добровольцем отправляется на фронт. Он принимает участие в обороне Москвы, в освобождении города Михайлова. В феврале 1943 г. Николай Михайлович Афанасьев отзывается из действующей армии для работы в КБ полигона. Там он побеждает в конкурсе по разработке предохранительного механизма от двойного заряжания для 82 и 120-мм миномётов. Этот механизм отличался 100% надёжностью и стал первой внедрённой разработкой, принесшей славу Н. М. Афанасьеву.
После окончания войны Н. М. Афанасьев демобилизуется и начинает работу в миномётном КБ Б. Н. Шавырина. В феврале 1948 г. он переводится в Тульское ЦКБ-14 и возвращается к разработкам стрелково-пушечного вооружения (СПВ). Здесь в полной мере раскрылся его незаурядный конструкторский талант. В этот послевоенный период проблема повышения скорострельности авиационного СПВ особенно обострилась в связи с появлением реактивной авиации. Для авиационного СПВ вопрос повышения скорострельности всегда был одним из самых приоритетных. К середине 1940-х годов, когда главенствующее место в вооружении авиации заняли автоматические пушки, отечественным конструкторам удалось создать широкую гамму пушек с темпом стрельбы порядка 600 выстр./мин. Однако повышение скорости летательных аппаратов требовало дальнейшего увеличения скорострельности авиационного вооружения.
Над этой проблемой на конкурсной основе работали конструкторские бюро Б. Г. Шпитального (ОКБ-15), А. Э. Нудельмана (ОКБ-16) и Тульское ЦКБ-14, возглавляемое И. Ф. Дмитриевым. Первые попытки конструкторов были направлены на интенсификацию функционирования автоматики образцов уже состоящих на вооружении. Такую попытку на пулемете УБ-12,7 предпринял М. Е. Березин. Были попытки модернизировать пушки Б-20 и ВЯ. Однако при этом возникли сложные проблемы обеспечения живучести основных деталей автоматики. Стало очевидно, что выполнить новые требования по скорострельности и комплексно решить все проблемы можно только на основе принципиально новой схемы, позволяющей сократить время цикла работы автоматики, не повышая уровень её кинетической энергии. Именно такую схему автоматики для оружия газоотводного типа предложил Н. М. Афанасьев в 1949 году, разрабатывая проект 12,7-мм скорострельного авиационного пулемёта ТКБ-481 с темпом стрельбы не менее 1500 выстр./мин. для вооружения бомбардировщика Ту-4. Главной особенностью предложенной схемы было наличие рычажного ускорительного механизма досылания ударного типа (ил. 1), обеспечивающего подачу очередного патрона из ленты в патронник и извлечение стреляной гильзы при ходе ведущего звена существенно меньшем, чем длина патрона (0,8 длины патрона) за счёт большего хода относительно лёгкого досылателя. Это дало возможность в 1,5-1,8 раз повысить темп стрельбы без увеличения скорости ведущего звена автоматики (ил. 2).
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Q/sy+vi11/aUYE6gLm0ZWjjOMqPnyue56/TAxpQ21/BEkcVzZpGg2qq2pAA7ADfSWmk/Zpkk+3X0u052yS5B69Rj3/Srd9ZxX0Hkz+bs3Bv3crRnIORypBoArmPVO13Z/8AgM3/AMXTfs+pkfNfwD/dtsfzY0z+wbL+/ff+B0//AMXUtto9rbTrLE12XXpvu5XH5MxBoAyZvDM8sdqh1Rx9nZmRhAuTuzkH25z+ApP+EXnwR/asoHoIUrp6KAOd0vw/d6a1wbfVWPnuHffAp5AC9sdgKZq2map/YlxFFfxyskRaNfswBLLyuMN1yBXS0UAeb+LNIsg8dw1rb3Wk37iUCSESLHMeQcHs3Uf7Wf7wrR8M2N1YaHFqI1C0Mt5Gkzs1qWY7hlUB3jgZwBx3J5JNa17Zi2tZ7K5tpLnSJs8RAs8GecbRyVzyCvK+mBkcHYatJo92La3v7S8jspWdrOWVUMqsrDdGT90kMTtPy7sj5etAC6lpGp6xf38keq6bai7URMjae5VyQF3H978x5Clh7dRgja8NeBL/AE3WLC6vdSt5YLOSSVI4oCrMWV1AJLHgBz27CtPSYrPVbZ7vTYHdLtd0UsoIECsqkjB75HQdMdQK68dOaACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKint4Z02zxRyL6OoI/WiigB8UaRRrHEioijCqowAPQCnUUUAf/Z/9sAQwAGBAUGBQQGBgUGBwcGCAoQCgoJCQoUDg8MEBcUGBgXFBYWGh0lHxobIxwWFiAsICMmJykqKRkfLTAtKDAlKCko/9sAQwEHBwcKCAoTCgoTKBoWGigoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgo/8AAEQgA/AGQAwEiAAIRAQMRAf/EAB8AAAEFAQEBAQEBAAAAAAAAAAABAgMEBQYHCAkKC//EALUQAAIBAwMCBAMFBQQEAAABfQECAwAEEQUSITFBBhNRYQcicRQygZGhCCNCscEVUtHwJDNicoIJChYXGBkaJSYnKCkqNDU2Nzg5OkNERUZHSElKU1RVVldYWVpjZGVmZ2hpanN0dXZ3eHl6g4SFhoeIiYqSk5SVlpeYmZqio6Slpqeoqaqys7S1tre4ubrCw8TFxsfIycrS09TV1tfY2drh4uPk5ebn6Onq8fLz9PX29/j5+v/EAB8BAAMBAQEBAQEBAQEAAAAAAAABAgMEBQYHCAkKC//EALURAAIBAgQEAwQHBQQEAAECdwABAgMRBAUhMQYSQVEHYXETIjKBCBRCkaGxwQkjM1LwFWJy0QoWJDThJfEXGBkaJicoKSo1Njc4OTpDREVGR0hJSlNUVVZXWFlaY2RlZmdoaWpzdHV2d3h5eoKDhIWGh4iJipKTlJWWl5iZmqKjpKWmp6ipqrKztLW2t7i5usLDxMXGx8jJytLT1NXW19jZ2uLj5OXm5+jp6vLz9PX29/j5+v/aAAwDAQACEQMRAD8A+qaKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAQ1xkPifW9Qe7bSPD/2i2guJLdZHukQsUOCcE12Z614TeyDRdb8Q2V7qHjNZ47qa/aLSZUEUVq7ZWTLAD2IBJz2oA9Ebxhf2HOu+GNWs4h/y2g2Xan6LGS36Ve0zxx4c1F1ii1e2huScC3um8ib/v2+G/SuDs30W4MaP428a2MrgMv252iXBGQSzRbMfjWtf6fqdlD5ms2Np4w0aRRmaG3RbuNexxnEg9wwPoDQB6T79qcOleaaD4Z8MapbG48GazqOlhfvx2FyybT6PFICR9CBWo1l440v5rTVNK1uMcCK7ha0cD3kXfn/AL5oA7eiuJHifxLZD/iZ+DruUjqdMuo5x+G8pTj8Q9Otv+Qtp2taZ6/abJmx/wB+91AHaUVzFj498MXoHlaxbx5/5+A0H/oYFbNlq2n3/wDx431rc/8AXGZX/kTQBeopM/UUBh6gmgBaKBRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAEZqrf6fbX9rcW13EskNxGYpFPG5SMEZHNWs/lRQBw158LvDdzbNCyaj5e3aFe/mlUDt8kjMv6VycHh7xN8L7h7zQL678ReFs77rS7nBubde7wMMBgP7mBwOK9lNJj6YoA46fQdD8UwWuvaRPJaXU8ayQ6nYNskIP94dG9wwOPaq48Qa74Z+TxVZLfaeo/5CunRn5R6yw8lcDqwJHsKk0CP+wfG+o6JCNun30f8AaVqucLG5bbLGPqcv+NdqFxj2oAo6Tqdjq9nHeabcQ3NtIMrJGdwP+H41dAz6j8a5PV/BkP2yTUvDl1JomrOdzy2wBinP/TWL7r5/vY3ehqpF4wvtCcQeNtOazjHA1O1BktG92PWL/gVAHW32lafqAxf2Nrcj0mhV/wCYrEvPAPhe6HzaLbQ+9rm3P5xla3bK/tb6JJbK4huImGQ8ThgfxFWSfagDyL4jeG18K+GXv/C2q6vp1z58UcYF6XQ7mAwfN3ds/jSM3jGxkn/s/wAUtPmUJAmq2sZKsPvQyGMLhz1VujdK0vi00V7rPhXS5pD5PnyX8qGPzE2xAAGVf7mZME/j2p3lbch0QEKInjmbK4PSKRu6HqknbgUAVLfxP46iWYmDQdUZPniihSS2kmQH58bmbDr3SrMfxH1mBZX1DwhM8EcYm83T7xbnzI+7ou0Egdx1FBiLyoQZ/ML/ACtkCYuvY+k6D8JF4Oc09A8ziVABeZM7i3GPMxwZ4AejD+OPv0PagCf/AIWxo0LONR07XdPEcQndrmxKqsZ6PkE/KfX+VaVh8S/CF9KYrfxBYGQYyjOVIz0zkCsFcBA0TLGsYM2YU3CIMcNNGv8AFExyHi7HnFUdR021uklj1GytpI/LCSJKd8YiP3fm7wn+CTrGeDwKAPULfU7K5ANvd20qnukqn+tWw4ONvIPcV4Td+CNAluHddJigncjL2sYilLIOwX/loo+8nRxlhzWT4h0I6ZpU95o2t67YkFWAi1OaSMBjtAClsFDnKt2YbW6igD6Nzz/SlBzXgsHjTxP4Psre/vbybxFokK4v0lhVLm3QYBmQqPmUfxK3zA+xFe4aXfW2padbX1lMs9rcxrLFKvRlYZBoAtUVVvdRs7Er9tu7e33dPNlVM/TJpttqlhdFhbXltMVG5vLmVsD1OD0oAuUVSl1XT4raO4lvbZIJPuSNMoVvoc4NWbeeK4hWW3kSWNujowYH8RQBJRSZ+v5UZHv+VAC0UmR7/lRn6/lQAuRjNGajkkWNGd8hFBYnHQCo7S6gu0aS3cSKDtJHr/k0AWKKBRQAUUUZoAKKKMj1oAKKMj1oyPUUAFFJuHqKXI9aACijP1/KjNABmjNZ2saxYaNa/adUukt4chQWB5PoAOTWWnjnw2wyNVi/FHH9KAOlzRkVgReMPD0rKE1e0Bbgbn2/zrRXVdPP3b21P0mX/GgC9mjNYWq+Iba0jkeBobjZBJK2yQHGxc4OMmqMfj/wy65/tSMeuYpB/wCy0AdXTT1rnI/HHhuQZXVoCP8AdYf0px8beHQMnVYMfRv8KAMe417xTd+ItZsNC0zSJIdOljiZ7u7kjdy0YcHCoRjBHepB4k8T6euNX8JTz8/NNpdzHKgH0cqx/AVU0XXdNufijcxaZeRyxX+nrI4XI3TRuR3H9zH5V6B78e1AHI2fxF8OzSGK8ubjTZV+8NRtZLdR/wADdQv6102n6jZalD52nXdvdw/89IJBIv5jinXVrBdReXcwxTxn+GRAw/I1zt/4B8M30/nPpccMw6PbO0WPcBSB+lAEfiZCPHHg+YcBZrlGI9DAcD88V1wrzPXfDk2hat4evo9d1W5tY9Rji+zXciyKvmfLwQoIHPcmuw/4Szw/9qa2OtaeJwSCpuFHPpnOM+1AG21MdAyFWCsp4II4NJBPFPEJIZElQ9GQhgfxFcz448Y2fhpbW2/dT6vfErZ2jzLEHI6szMcKi9SfyBNAEOpeA/BjeZd6homloEyzzMgjC+5ORiuMvm8A2jmPS9e12PsP7CmuJkH4xKw/Ws2bSrrx14jtY59flvfsZabULu1G2xtPl+SGIHiRs4JYkjHp0rZ1GfSNFURv8RbuBR/BaRxsB+EaGgDiItbsdG+IGoX8tz4jn002MEdvf6nY3DyQvufzFDsgynK7lPBz7V2dl4l0S7DJZ6tpe6I+SU+0K6ws3OxhnLQPng9UJ5xiq1l45upQbGHxhoF1EPljmvrCdHcdt+QFz75qa70SbVoHW61nwA0TjawOmrJkHtkSqaANkq4fYYX5IhMczYLY6RO3Zx1jk6MMDNOYtMVdJJHk3kh0GyRnXgkA/cnUfeQ8OM15hrvhCy015Da/ECw02WePyWj0XT5JWkXqEx5r456HjHtW54S8J/EO8murq+8QrDpbQCJP7XsAZ5yv3ZJI1fCMvZ9xPqKAOw8zzR5sLKs6Znb7OPvdvtEIP5PGfx7ZQFNoYOkCxgy5jG5Lfd1kQH70D9GT+E5rmWPiq2njUyeG9TdMtLPaaksE3mjhZVQggNjhhnDDsKbceKLqz+zzapoOq6XIzfvJIVinggkPBlj2uSY2/jQj6c0AbOpmS0iIhsp58FEa3imVSgzlMSMR8oODHJ2OFNfPnxR1vVvEWv6lYquoQWlgVje1iYI0rty8kiA/KThcquRxnvXtFl448N30cSxanaWo8wwIlwGVbeQnBQ7gC1vJ2P8ADnPFZXjTwTpfitheRySxapD/AKL5ltdKrnuIJXGQW/55v0YfKcUAcp8NtZ1dJL2xubfUb+ayeFhM0kTNGrqQqsS2A2AQN33gcHoufYP2fdQuJ/Ct1Yvpktnb2l7OkWSuxAXLeWFzuXGcYI46V5vd32g/Dbw19m0/ZNfygtFGo8yW6lIwSyZzgbcOrH5SqlTzXb/so6kupfDaaV50luzqE7TjduZWY7huPc4Oc0AVfjHb20/xF0hrzRbrWETSZtkcFp9oEbecgLFfoSM9q5ebRtAkj/ceFvFFmrRyRvJZ6fJAZ1JXIO1hwxwADwAGznIx61c317H8VotulXEijR5VBWROR9oTnr+ldP8A2vcj7+kXg+m0/wBaAPBINC8Oxy2pHhXxC0dsW8qGfT5ZLeLKjcUiZiuBwAMZY5JOOKsJp+i9YPD3iy0UlW8mEXEMa8/6sBHAAH3nYDnkLivdBq0/H/ErvP8AvkVNaahLO7K1jcwhe7gAGgDwb7Lo4yBZ+NQqqwLiW7DFQfvAeZ95uij+EZzmp0TSUk8wweLlYOMRNPdBWJH3Ml+I16s3Vj0Ir3G51KaGdo10+5lVf40wQaZ/a8h6abe+/wAlAHh8aaSu0CfxgAQ6ht9zng5LkF/wQegyc0CeweT5brxXFkqcPJPsTIwATu5A+8x7nIXFe4f2tL2029PtsFH9rS9P7Nvc/wC4KAPBtTubAadcpDqvi6I/ZpAsjiVioUHLkZ+Z26KvYHJzT4dThTU7yJte16zc3KlkClY1JiTHbhR1Y9ycDFe3X2qubG48zT7xEMbBm2g7Rg1X0fU4LWO4hgtL10SUgukGQx2qe31FAHlD6vAwVbbxtr1vlSiyyxg/d+9KwK8Z6KnU9c0+TxBCGd/+E58QKmFk2GKPeqf3PuYMjHk9lFeyjWoz/wAumo/+Arf4Uf23F3tNR/8AAV/8KAPITr8MWS/j7WJDERJJtSP5y3Cxr+76L1LdsGnp4hhRVL/EPU5ZVbyVRVhXzJG/iJ8rhF9e/wCVetjWojn/AEbUBj1tX/wqzc36W8PmvHcMu7biOFnb8gM0AeMHxLbQ4VviPqRZSYQXjiAZ+8jfuvljHYdT60w+KbdyEg+JWpbpP3ETSQwKNw+9K37r5V9B1PrXr416DH/HtqP/AIBSf4Uo1yAnH2fUB/25yf4UAeR/8JXasSYviRqQDfu499vDxjrI/wC64HoKa/iuAxjZ8Tb9fN5RntoP3ar95nHlfebsgwfevXjrkAz/AKPqHH/TnJ/hU9rqUdzIUjiulIx/rLd0H5kUAeMDxbbuVJ+KF5AJP3o329ufKhHUN+55c+nGO+afpdzqes+MtO0288XapdadeSebbwr5Mbvb/Zi4kdo0BB8wAY7dDmvXJNbgV3RoL8lTg4s5CPw4rwTwpe2a/FvwyLVZvLtrrWFEMNk6iNWLYB4yT7dqAJbK6vIbvUoru/8AGLLDfyxxvGhkjeJemHHY/oQM8GtFr5Nrbta8YR7gqktbsCMnIcD9GX8RivQvh9qkC6LP+5vjm8m5NpJ/e+ldjb3a3EZdEmUA4IeMqfyIoA8Huo9LvLu2u5r/AMUPPAWNv5iFhGcYdORj5uqv+FOWbTTGudV8SFAu4MbIEkHuw28OvcdGGcAV3XxR+JC+DfDMupW2n3VzceclvGs8EkUQZjjLOR0/n2rgn+L3iwRgmDw+jBRIw8i6Ix35x27mgDM1+40210+e5j1HU/3cyMXu9PjaApvUOrEr9wqSQfrmvbrfwf4Xmhjmg0fT2icB42WMYYEZBGPavP8Axp40j8T/ALP2q6o1pdQSXmmlyqwOUBzjhsY2nHBrvPCeswJ4W0Vfs99n7FD92zkI/wBWvtQBV1jw9pWkx3E2k2dvZ3D2k65RMBxt/ix6U02njdx8914TcEfxafPz9f3tXdcuH1KAixim89radUSaNo8sU4BB5P4VWiPj3BB/4RbHbBuOlAEf9meMGx5h8It/24Tf/HKb/ZvjEEkHwfn/AK8Jv/jlXF/4Tk/fPhpfoJz/ADpCnjnbjz/DoOeuybmgDifGg8WeH9R0DXbiDw3MLa9FsEtkkgz548rLMzHgZrJ8SfEzxvJr76NYaLYaPJbxGW5eSf7W5U/cdNuAFPbOcmui8Tapf6p8NBqN+0UV/YawoeS2QuqmC6K7lVuv3c4NeT/GaRm13yZP7QS1lt4GC6eeo3Bs27dwcZCtwvPegDc0Dxf45P2yVtema4Fy0QhvdOXy1IAIJCYZVP14xWzoHxx1S+tnkn0TSS0EggmUaosJDZI3YZSQpIz64Irwa2ntdGuBfWq39vbwSqskmpaoFusbgeLdGy30wRzXb/EDSbu8n03xTb+Fr/SbK3mW6vL+TALQkfK77PmPX6jOOmKAOw+KXxFfxH4UXSZdA1G0vbmQSw/Z5lmy8J37MoQRkjaT2rK0zW/CWoBrJ/C92LmGNXmszpSyNGSN244GD8wHzDGWxjC7gfNNL8I28V1p15e+F9bvjdyTSCRr2O1glCgkeW4OQB15+ldh8H9Fjvr9riRtSsUFooDW2qSJGcNhYpHU8DnGR904zQBp6rqPh/REhmsm8R6JcysEh8lZVVpMEgCLdtOD145zxgKQdvwZrllNcahY+PNBbXvHkyxyxwzxRzmaI/6tVG3bCAOW4xznvirviG20TwPpsuvSw3l5qcJ8i1lvJWnuXmJ+WJXbJjkBPbh09a7H4UeEYPBmh3PiHxRLax+ItUP2jULqXbGkOeREpPCqPT1zQBf0rwPLqEELeKpUW3QZi0fTSbezt/b5MGQ+uTt9q7LTNH0zSk2aXp1nZr6W8Kx5/IVxurfFbw/brKmlG61qZVYgadCZIzgZP737nA96yrzxX401Kd4bSw0/Qofu+ZcyfaJlYSJGcBcp1kU8mgD0+9htp7d472KKW3I+ZZlDIfqDxXl2v6r8LtMumtzpOk32oJnNpp1gk0nHXKqMfnWG/h+41eRH8T61qOsK7RjypJPKg584NmFflIzGn50l1Lovh/SY/Nay0qzaPGSBGiebCiAgegkRqAL0Ou6zGGTwf4R0bw9G5KiWdFMjnOAPKj2lSWwvJPNVL3w/c6tFBP4l17UtUE26VI1n+zw+X5safdj29AznnP3al8P+J7HWdPW7sb61ubpVNxKkTdHB+1EAemV21vXMCJIlpGS8USJCpPb5Wjcfg86H8KAOU/4Q/wANK6M2iWYwwLnyQCdpkVsnqeDCfxqsfBmkRwztHYmOaG3dysUzplxCsYAwR/y2WSuvCfacKwAEmFJHbcNp/W0H/fVQyTGO1kuwD5wkS5CjoVUfanX35mI/CgDgdZ+HHhm9M881jLd+UZGQyXcrllDecuCW7wqwrH1X4ZaBp+kasLOe5spESSNZku3VCwZJIiRnB+QScdMgV3+u6ja+H7eNr6R3EEqxosalmnMcgt9iqOpaNicd64vVdA8QX+raXD4rgggsrmz+0WmlPIfmeAkKZsfefZITtXpjPQGgDzjQNO8PXWuTQS6z5NpIxLX95Psub8Oq4iy2fLXKt83Xt3GPfv2chZpqvjKPS2tvsSXECxrb42riIDHHQjHIOSO5J5rzv4T6T4du/FfjuLxlZ+GzdRyw+QuobVRcjjZnnbjGSPauk/Z4gm0zx94703RW0iTT0uY5QbaRmiCseBGe+BxzQB33jrUdZ0z4j6dLoUNk7Npcqzm7dlRE89ORtBJY9AOpPFQP4s8bRn97F4cjZwQim4cZfP3ckYO0cseg6ZzxXWeLPBMHiLVLHUV1bVdLvLON4kksJVXcrHJBDKwPIBHoaxo/hLo8k5m1TU9a1SRbY2sJu7hSIFLBtyBUADZAOTnPfNAFKLxZ4wMjDydAcKRnbLJnGOBjbncxztGOgycCnN4p8aqvz2fh4OVyqtcyDcR97krjYvduhPTNWYvhHo9vHG1nquvW19hxPfRXa+dch+D5hKkcAYBUAj1q7bfCfwdDbpFJpJuCqbDJPcSszjvn5scnnGMe1AGYPFPi4PgweH9u4N/rpQRH0ViNufnOAo6nqRimx+K/GUicWXh4HBJb7VIRkH5uQuMKOrdMkAZNbp+GXhAszHRk3MQxPny5JHQ/e7dvSj/hWPhDYF/sWMLt2YE0oG3Ocfe6Z5oAxj4j8aBhm20LYGyzeZLkRn7pxtzuY9F69zio4/EnjiUrGtp4fErLu+aeTC885O3GFHVumeBk1vD4aeExJv8A7JG/IbP2ibO4d/v9fekHwy8IjONHQZUoR58vK9dv3ume3SgDnNV8SeMf7NvWSHQGiEDMXkllQCPaf3jfLkAnhR1PpiksfEHiW0k1KPSdJ0+7t1nzvluZY2MhjjxGAIzknORgnA64rc1D4X+FJtPuoo9HQvIhwDPKcsAdufm5x29Kig+GXh68nnu9W00yXjy+ZvW6mXB2KuQFcAHjqOaAID4m8Zgso0DR5HUABY9QkO9+6KfLwSvc/dHrT08T+L3/ANV4e06UNII4/LvpP3n95hmMYUHjJwD2zVofCjwYAuNHI2AhcXc42g9cfPxnv608/CzwhgBdLkUCPyvlvJx8n937/T2oApnxR4s3gL4csyCxVD9tYbgOr8rwg9Tj2zTh4n8Vs0YTw3at5jEDF4wwg/5aHKcL6ZwT2FXG+GPhVg4NjNh0EbYu5uVHRfvdPbpRJ8M/DEnm77S5PmgK/wDpcvzAdB97oPSgCl/wlniXCf8AFNwjcTy12QAneQ5XhfryewNNHjDxKRHnwuqbgztuuj+7QdGb5cjd2X73tV6T4ZeGnLlre7O9lZv9Lk5K9Afm6D06U1/hj4dckst+WZxKT9sk5cdGPPUdvSgCr/wlXio7N3hm3g/d+bIZbwgRDsGIU/Meyjmmf8JT4t+Tf4ZtE/dmWQNfNmIfwhvk6t2HWrrfDHw624ML9g0nnMDeSEF/7x55NL/wrLw9ySL9mMvnljduSX7MeecUAZ7eKfGChi3hmyjxHvO++f5WP3UICHLH0Ga5LwlaX8XxN8OnWWt11FPtrz29upZLd5lMhTzP4/c9jxXdD4YaAAgV9SXYzSKRePkO3VuvX37dqqp8MbfTtSs77w9rGo2E1uzN5cjCaNyyFSxB5zg9c/rzQBR8M+P/AA7otne2mo30y3EV3NvEdnPKAAw6lUI4yM88Vrj4peFC5T7bds4zlRp1zkcZI/1fpg/QiqmmfD3UtOSVLfxVeoss5uG2wqMufvfge4qVvAerEL/xWWrqyggMqrnrkduo6fTg54oAZffEXwdqdq9rdi7urWbarJJps7K+77owU79qwV1D4Y7croYwAG/5Bko+XOM/d4GeDnpU8Ph3Uz4xvdIfxjqSgWwuI4mCguHJDYGPugjIxyCewrfXwRqeVaTxfrDMDkfKmCcYJI2857jp3680Acd8WvGui6n8LfEOk6XDfLPJZsiRmykRUAIzn5cKAOv/ANevVPCIA8LaMoYMBZQAEHg/u1rmIvh0bqVU8Qa/qmrWK4zZyMEjkI6b8csPbPOBnOK7yKNIo1jjUKigKqgYAA6CgClqaRRg3jqWkgifaN2OCOavLyoPt0rC8SOqiXcCR9kl+X14rcX7owD0oAfikPT8aWkJ+vagDyzVV/4tB4tZT88U2pTIQOQyzyEH65FeWfE+1ivPE9sHtrW6iubaF/8ASZ2gtJTxk5H+r5xuU45wa9hsbdb34beJoAciSfVIzzjrPJXl3ijRoNVXTvE66WPECPpLeWkdztjlnVcAyQ/xkDJIyM4oA8e8Uxxpb6rY2dj4LsbppY1hitna4umbcMeTL0HPXOOM1p3ms/EbVfCtwby91iTRbiddNl80xmBR91lxnOMqQG6cEZrG0vxPrV8i6RaeDNEjs70q8kdvYMsjKrjcyuWJXBHXPFe5R+C7tvhXHpV4p+0xXJuDaG5CbYmlZhC0mCGRgwIbHDZoA8si8GX1zFZ6k2k+H47Zmcp9t1gRxzgjAIhz8hzzxxXc/BT91qUvmrDbPFpxjMow1sE3geXIc5aI9A2ML1BNeUeMNW0nS/E9zp+k/D2ytpLeQQNb6lLLcNuxgY2so5PPoa6qC2n0PwhN4hvdFtNKW5tYY/scF0d13GzjdtQk7VJwjIeQGyOlAHTNa3fxI+Icdza3s1jpeiFBbB4hK7MS23c2cHASTaTyAF9a9Cs/B+mC9g1HWZbnVp42WT7TqcxlZVVncnsAPLaMnio9FOm+DtDRtTlhtpShmuATl2lRQOg5OEnA4HRKt22i3vieM6prcM9t4asyXt7IkxyagBGkYeXusZCAhepzk+lAFPQv7a8T2wbwjp9nDpTIqnUL3MUc2YPLkESKMsM85IAPYmtbUPD3jixjuLmJtH1ctucwLugkBOD8hxgncqnkjpXqkEUcUSRQxiONFCqqrtCgdAB0FP259TQB5BpOpw6pZXP2OOSK5jkkSW1m+WSGYiNgjjtzHKfTBryP4jpcaj4r1F9QisjFp8cKRw4aVYY53MvmsuPnxvxj2x2r3D4n6Q+jzr4v0kYkgaNdTt87VuIASokP+2gdseoJ9BXNeIfC1jrctvd215NbXMUaxLd25B8yLe2dw/iHleWR6ZoA8a8JX0v/AAl/h2zsZvts63kVvFPax7DdwkfvkbOAwAyN9fQME8l7F9pdfKkuB5xizzG0iu+38HhjH41wvw5+HsekXEOtXU11c68tkxQzkKIC8JjMaqMAYkOM16C5SNXeBR5e55I/cbklUD/gMUlADZBtjcw5DHcyAdckRsuPx8/9aoa/qllpFpbTX2fs4ffFHGMtMJZmAjUd2MXl4HpVu/uksbSa5ldI1tlMpZjwqxkuSf8AgN1/47Uvgfw/JrWvN4h1IOdJtmRdFt5Y8HCRiM3LA92C5X0GD3oAs/DrwNJbGz8QeLFS48S+SEVesdmv91B/fx95+pNO+NFqE0bTNXB2DTr5HkYJuPlv8mOOfvshyORjIB6H0NQF6Zx24rG8aaaNV8J6tZBGdpbd9gGQS4G5f/HgKAPGbvwfoWo6lNdXmiWc2oytvnkKZMxHGeuCeOn8WM/eDKNr4R6Rp+jfEPWo9Lt4beO402CZxFnDt5rDcc8ZwOo5PVgpyBW0CYXmj2Uzh2Z41D5O5lcDDDjGfmU+nQ9CCX1vh1J9o+JusujLJ5WmQxyujZAcys4DcYDFSDxjIOSATigD1uiiigAooooAKKKKACiiigBMe1LRRQACq11f2lqzrcXEUZSPzWDNjCZxuPtmrNcx4k8Ny6teXc0dwIvO09rMckYJfdk46j2oA6YOpxgg596AwPQg1wY8Jau32hpdSQ7ookRUZvvKwLNz0LAY/Go4PCutultIb9YP3rTSwvIz4PIwCOoORn6CgD0DIoyPUVwi+FNYFpZxvqitNarIu7cw+0K3RX9AORx2Apbnwfqj280UWtSRh4xGpLMxX95uzuPJOOM9aAO63DOO/pRuHrXNaXot/YrqZkuI7qS6kBj82R9uzgFSO2BnBHXPNYieDtaCqDrexRbPBhSx5LEq3PcA4oA9ALDHWgEYrgpvCeqm4lWPW9hezSBI9xyGAwZfXOc/nVg+FNS84PHqhhjDQkQh2cIEXDKCeSCfWgDtdwzilrlfDfh2/wBK1NLm71N7mJbX7P5Ryfm3Z35P5Y7V1WaAMXxJ4dsteji+0iSK6gbfb3cDbZYW/wBlvQ9weD3FZI8JamFKjxfreD7Q/wDxFdhRQByA8J6kOni3W+npD/8AEUg8HXhH7zxTrjn/AH4x/Ja7CigDjP8AhEJ4hcg6tqN6J7WS3xcyj5MjgjA601/AUU8Yju9b12aLILJ9sZAwHbK4OPxrtaKAOQ/4V54fP/LLUB9NSuf/AIukPw68P5J8vUv/AAaXP/xddhRmgDiYvhj4XihaFLK6ETlmZPt8+GLHLEjf3NRJ8KPB6IqJpToituULeTAA9Mj5uuO9d3RQBwFv8JPCEFy0yaZIH2lFIu5gVU/eUfN0Pf1qyPhf4U8vy/7Om8vbs2/bZ8bfT73T2rtqKAPPLj4P+DptQgujpCl0JLlriVi/GFyS3bt6VLdfCTwTcxtHcaFHMjMWIknkb5j1YZbr79a76mnOTQB5ZffB/wAB6dJJrN7DfLPD85uZNRmZ06AbTuzngAY56Uy48EaTf2DT6tea3pdoI2YwXGsTlnXP3pcvwMY46885rttDc62Rqk53WwlcWkXO3YDjey/38g89h9ayrKW8/sSa4ls999c3jrMJXxjEhVBg9BtCkY9c96AMifwR4fsYnvp77WrrSpimCdXum8oscZyJPudyT0+lba/Drw6UwF1Nl99Wuj/7UqbSws+p6vpDaZElgy/6SFcbQ8i5I2+4OTjvWt4aWWLSYbe6uDcXFtmCSXBUMynGcH8KAOa1b4beG5dMuUmhvmTyXU+ZqVwwA2nqC/P41yfgcrqPhPTjDwksLQxHGBtKi3T/ANE5/Gup8e+JVmQ+G9CuEk1i9JgkeP50s02ks0hHQkAgKeTn2qhp1tBpel21vZR+VBawKIF/uhI1lUf99SNQBYWYDz7vac7hOi+qk/aiP0xUbxiEJCxwI2Ef1CMIj+azsfwqZxFCY42I8hZCc56p5u38vKz+Fc1qUuo6vqlloWhSIuqsyNe3BGfscJR1lY+jtlNoPf5u1AENlo//AAsbUZ7BnJ8LW4aK/kjYg3M4YqYUYfwbUjLEc5xXdQ/DjRookjS61xUQAKBq1wMD0xv6V0fh3RrPQNHtdM0yIRWlugVFHU+pPqScknuTWlQBxr/DrRn63WuA+o1e5/8Ai6ang7U412ReMNeWMfdUiFtvpyUyfxrtKKAPKbD4NWdhA0Nt4i1xISzvsDRYy7bm/h7k5ru/CnhrTvC+kLp+lRFY9xkkldt0k0h5Z3Y8sxPc1t0UAFFFFABRRRQAUUUUAFFFFABRRRQAVzXifStYv7h30rUBaZgVIyWPySb8lsY5+XiulooA4ubR/EBaMx3cYCSTMMTn7roQq/d5Ctgiq1t4f8UrDGLjW1lkSz8niQjMuf8AWZ213tFAHD2uheJo/I8/WEkKSRtKdx/eKCc4GPlzkeucU6w0XxMsMLXupwvPFPG37p2CSRKu1kYY6nrn1rtqKAOS8Q6PrlxeTzaVqIWKWBkEErlQkmRhgQD05+lRW2h64bK3W4vx9sikXfMsxIlUK2SV2/KxJXpkHaK7KigDidH8N6vBrGl317fiVbe2MU6vMZGeQkktuIHHoMcVZttI16OHU1m1FHM14ksC7jhYQRujJxxkZH411tFAHEnw/ryCHytYJkWSFpHZz8ygN5gxjgnK4+majttA8RkTG41NVkJlaIrOzBc42DlewBGfeu6ooAztEtprTTIIbp2eYZLFpTLgk5wGIGQOgyK0F6ClooAxfEljrV6kI0LWYNLZc7zLYi53+mMuuO9YA0Hxv/0Oun/+CEf/AB6u5ooA4f8AsHxx/wBDrp//AIIh/wDHqX+wfHH/AEOth/4Ih/8AHq7eigDh/wCwPHH/AEOun/8AgiX/AOPVLoOjeLrPxIbrWPFFrqOmfZ9n2aPThAfMyfmzvbHGPXPtiuzooARe9LRRQAUUUUAFV76D7VaT24cx+bGyb16rkYz+tWKKAMjRH+y2dvp9yYY7yKPBjRvvKONwHcevvUPiDR1v1jaGae0leeIyS28hR2VSeOh45qxrujw6pHG254LuE7oLqLiSJvb1HqDwaxtV1W80+2sotQt557v7TGEaxjJW4x14z8vuCfegDYVdO8P6YzM0draJlmZj1Y9/Uk/nXlmkatqHia31cWrzWGhTajcOsisVuLtTGXAXP+rQ7CD3IOOK9Qs7O5u0iuNZWL7RglbZMPFEd2VPI5cDjdx7AV5ppun+IvDOmQadcaFPfrblglzaSCQzDzlcFlOCPlDDqetAFvStKstMieDSoliULsG3ndkI6Ek8k/64ZrSuLpLcNOApjj/ebQOCquZCP+/Tp+VY1tc67NsjtPCmqCRGyoudsC/KX2/Nk9RK3bsKux+DvEWuIkerXsOjWXKtDZN5szL5ax480gKOEH8NAGZqN9NcXh0HREW61cpJAF+9HAUU27tMf4RglgOp7V6L4O8NQ+HbGUGX7TqN04mvbwrhriXABY+g4wB2FWfDnh3TfD1o0Gl2wi8xt8srHdJK56s7Hliff8K2BQAg+9796WiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAopMn0pc0AFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFAARmmsisMEAjrTqKADApNo9KWigBNo9KXFFFABiiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAoPIooNAHnFt451q/WafTPD9rPaiV44nbUCjPsOCCuw4bqcZ5xxmpI/iQ1pMYdd8Oava4j803NqguLcp6hgQxx3G3I715HJL4v8AeK9esJLaTUPDqs9+pW2Z8xtIvG8EbMAkg87Svoa9Tt9Ts5Y7ee2vUZZh5sRjkTeTgEsFz98D7ydHHPWgDo9L+IHhbUjtttZtlYKG2z7oTg9D84GR710kFxFOgeCRZUPRkIYfmK8/mtLHU9k17a2NyETcrSxLNGqHumQcwt3HVDms6TwVpNu8UmmLeaY0LYAt7yRFUn/lmwztKn+F8emc0Aeqhge9Gea8xsbPxNbSOLTxZd3G6UiFNRtY2C46wvsVTvA6H+Kr8V745VWeObw5fKWzEi280Tuo65JcgMO4xQB6BmjNefT+KvF1l5wn8KWl15ZB3W+qKpdO7hSpOB35qY+Pbi2RzqXhXXI2UqD9kiFyDu6EFSOKAO7orh/wDhZugQiY6kL/TRCwSU3to8YQnoD19avWnxC8J3chjg1/T2cdQZMEfXI4oA6qiqUGq2FwoMF7bSA/3ZVP8AWraSK4yjBh7HNADqKM0ZoAKKM0ZFABRRRmgAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigApG6UtFAFe7tYLy2ltruGOe3lUrJHIoZXU9QQe1c+vgPwkqhU8L6IqryAtjGMfTjiuoooA8/1XwBJZ27SeCNQk0W8jYywwuTLa7zyR5Z+4G/i24z3qj4e1h72S5tb63Ww1axGy9sXO8Qhu4/v2z9Qf4favTq8y+MegzO+keJ9HvDp2r6ZcJG1yse/fbyMFZHHdMncR7GgDobAhZ3JBKcRMrnJXuEf1HdH/DPNW5WUyF4iSZDggHaXI/8AQZB+orkCnjHTBI58P2GoQgARLp95yyHkqfN2gKeCoz8pqK68Wrp80w1nRtasoygLK9q03mD03RbgJF7N0I70AdWQHcSKxZ8l1MQwSRwXQdmHRk7+lX1td1tHJH5arglSvKrnqMf3D3HauNg8YaFcTpGmsWbTSASqkkogknAH3gHwUlX3wDjFdPpGsxzQpLAyXET5cSQDImHd1H94d06+maAKtxvWYq4ACgRlJTkAH/lnJ/sn+B+x4qC/sra7haO9s47qObELR3CgmTH/ACzb0kH8LdxU17JCreZDMohCFw2Nyxoev+9EehA+6ah89AjRy7AAFRlkbIAPKozf3T/BJ+B6UAczf+DPC91IXk0DT2e5PMsVsqSsV7g9pF/iQ/ex61AfBGm7GntbnVLEsFkLWOoTRRqq8b1VTnYejL1XqK6mXa8rLJ8wkcRsJDtLsOiOf4Jh/C/RhipWlIMZRpGySylFw5ZerKP+egHDJ/EM0AclDomqQER2HijX4ZUmDBZ7gXHmKRny8vnk4yrdGwR1BrQX/hMbNkdPFAv4mJIFxp0akoO2EGSy/wAS9fSr8iIfuhAAu/C5KBCfvJ6xZxleqNzVtpWZljbe8jkZAYbpCBwVPQSAdD0cd85FAGIfFHji0Aa4tPDl5t+95Ek0fyn7jhm+XY3Td0B61MfiDr0KIZ/BV1ISjNmC+gzlfvptY53gcleuBmrMoChWDgq250ljjyMfxMqdSv8Az0i6g5IrPuSYQT5R2kKZI0kzgD7jq/pn7knb7rYBzQBJefFgWVrNJP4X14yxoriOKNZNwf7pDLxgnjPTNcLpfxw1vVvF0+npYW1lPbNtXQ5oJjeXXAJAcDajjsDwawPHvxYXRNVittItXvfss5W5naPYmWHMQU92/jX7oIDA81LqNnpfxS8Fzavpkf2XVIAI42mYxy2k4GRHI/XaRwknphWxjNAH0T4V8R2HiSyNxYu6SxHZcWsy7Jrd+6SIeVNblfMXwut7jV9Di1rTLg6Zr1nI1u09vFAjXOzgR3O+QGTpycdeRmvZvCHjdNRvk0XxBFDpniUJv+yiZXS4UdXhYH5h6jqPSgDt6Kbwc4+lOHSgAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKDQAUViXvirQ7G4eC81WzhljOHR5QCDVV/HXhhOW13TgP+uwoA6Wub+JClvAPiHbwwsZWB9MKTVZ/iN4QjbD+I9LU4zgzjOK574gfELwpceCfEFvbeINOkuZLCdY40lyzMUOAB3J6UAehaTzplpnk+Sn/oIq5j6/nWFod5evp9t/xLyIvKi2OZlBYFBkle2PSri6tFuIlhuYQJDGGliKgn1B9PegBL3QdJvSzXmmWM7Hq0kCMfzxmuB8VeEvAukNDNLpk8WoySb7WLTpZBPJJ3KIGxn3PHqa6TxZ4207RNE+2RXFtcTzyLbWsfmACSV/ugnsvOSewrP8NXegaar39/rthe6zcD/SLxphxnny4x/Ag7KPqaAOP0j4feK5tRS6tvEmoaDpqzG4WymkS8kZj1JO1RGCOqfMK6pfhrlE3+LPEoKB1CxTxKgV+WUAxn5fQEnHbFdMPFOglSw1exx/12FRHxl4cDYOt6eD6eeKAPGPEzeI9E1290vw3dahrb6ZbpHcRajZrJHcIyhlV5FZSdgIO4DcPfpWPN8SPGGiukXinwRdvumWOS4tp9wlTGUcYB/eKBkOOuMEV32s65pU/wAVdPbTNXtrj+0rFrdreJwd0sbbwxP8LbeFPrwciu0j0r7OqtKPKhXoF+UpznIA6L3x/CeRgUAeSaX8V9Enja4u49Sso1lysksIXeennRrnO7qHTGGAzwRXQR+MfD93DcGHU7TyIsCXczRxqCeGQsAfKJ9OY2z1FbOr+HtKurgvdaXZSzrvyXgBbB+8QRyMjGcHjhhj5s8vd/DbQ7yVXg+1w4QqC7C6KnHB2y7hvUY6DDrgjnNAHT2uoxXMpRGaeQtlhE673cDqCOFnA/4DIPTOKq6zb22oac9vO2+1lUuJYVI+XPzsi9cf89Ie3JHSvP774cXsAcWV1YTyPGmHkea1aWQH92QYmWMKxxtYqQp4681FInibTpZkln8Q2z3bIzPtivUSYcCRY41EiODgNzkkgNnNAHmXinwXqGma3ftJoN1daWl4rwPDN5kbJIABhiclTxtPY8HGOfS/BGiDwh4a1LVtUt4bW6nEkhSJjKIEVQhjIJAkPA8xDgnIZTzU0HiG9LRWMt14c86JyIjfk2DLNn5x5MmRtYH5o+meQAa6XwP4I1PxOY9b1jUtP+xRzF7LTbbM0AeNyFkcknzMEfLntgdAKAKfwy0afwjeyaNJZBZL+xg1f7P9lWYwuQEkXLOCMP2ya7DW9GOsaebe7sHXvFNHpapJCQchkYTZUg8/hzmsj4tnUvD+u+FvEEsNrqUCO2n3e62Z2CSch8KegPOBg1uxiaZVePToyrDKkaXcjPuMSdKAIdI8Y6x4YBs/GGn6ndaXCo2a8IFGR6TRqxKkeozn0Fd/oevaZrtotzo9/a3sJGQ0Mgb8x1H41xaR3CMXGnIrdiNMuv8A45XO6h4VtpC8mnaa2k3wO8XWnaZdQybvVtsgD/8AAs0Ae05z0pRnnNeNrr/j7w5p4ZLafxYqrysunNZ3GfZs7SPwzUek/F7xBd6gbC88HwaZfnlLbUtUS0kkHqqsvNAHtFFcIviXxsUDDwLAwPprcX/xFIviPxzyW8DWw9F/tqPP/oFAHeUVwbeJfHG0hfAUe7sTrUOB9fl6VKG+IZUH/ilgTzt8ufI9s7ucetAHb0V438QfGvxB8GWFreS6d4b1D7TcLbRW1sZhNKzdAilvmP8AKu1+GXjI+M9Ae7uNPm03ULaZrW7tJesUq9R9Oc0AdfRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABQeRRRQBBJaW8j7pIImb1KAmlW0t1OVgiB9kFTUUAcr4l0TVLjWLHUdCuLKKaCN4pI7pCUdW6fd7isLxVF4hXw3frrd5oEWnSwtDc7Y5curjbtXAyWOcADkkjHNdxq2pWulWM13qEyxW8YyzHkn0AA5JPQAck1z+m2M+qXaa/4kT7NFADJZ2UjDbarj/WydvMI/BRx70AYPgi1+IkfhiyXU73SlmCfIs8LeYqfwB9vG7GM/rzW4sPjgKc3mgMfUxy1RXxnN4ja4j8JGyFrbzNby6jfSbEDjr5cf3nxnqdo54Jqn4hTX7XRrq4b4g6fDLChdSLGNFJHY/Oc56fjQBTuPA/ii78Xf2/qM3hvUZ0tvssMVxbSBIlJyWGPvMRxk9BWiPDniISbhpHgn6+VNn27Ve0jSfEt1plndN4olilnhSRo5LFSUJAJH3ux4q02g+KT93xeo/wC4Yh/9moAxT4c8THn+yPA2f+uU3+FKNB8UKeNK8Dh/Xy5/8K2f7D8WDp4vhP8AvaUh/wDZ6adE8XYIHjC2BP8A1B04/wDIlAHC+MLDxPo8ema9eWfhi2t9LvY55p9PWXzEhYhZeGGCNvX9K9QnuPttgH2hHwHBDAnnoVP8We3r0rD0k3PivwdrOk600T3Ie506WWFNqyAZUOFzxkYOMnBrI8Ea5cX3hjTZNRWM3ckJWdIx8pdflfAHQjjcnUdRnFAGvK64AyowMhucDB6jvgE/VD7GqjRtG7bVG4csvYjqenTrnjkZ3DhqsXDKxB3OcEFWBGQ3Y56bsZ56MMg4NRjlAGwjKciTkKRngg9QM/ihyCMYNAFWX5+GG7dnPyhsFh83yjgkj7yDhh8wyaguIlnQJIN5ONj7t27jC/MepIyFY/eGVPJFSStywIAZfvxn5RgHJPHTB54ztPzDctMJDqAeQ2eWXkeuVHc/xKOo+Zc4xQBTkijvR5N5Ekr7g671GJMZAIz0kHI56jKn+GuE07SrHw18UfCcWlW32FL68k2takxxSoBl0de5BJwPvKcr0ArutWkiW1lku5PLEY3O7OOw4O7pnA4bowGOGGDgQeCZvHdvY6z4lvbnTbV50GmRW7mKRs8C4Y4yJGAAA4+UAnkmgD0H4x2H274fao6xiWSxC6gkbZw7QsJNpx67cVx/h67IcWqwwbJYhd2iR2t9GFhOMgALyFJxn3rXsLK5sNRXQfF+raoxuofstrepc7be8G3G0rj93LjtnDdjniuC0XwRaaF4tn0jVNY1eO/tI2NkwmmcXFoe+FU8q2A3odvWgD0FlmLZMDZHcrf9/wDgNIY5FlPmWil+h/d35/8AZa55/CUElu6DxJ4kXc27zFuboOo/ug+V0qC58O2mmM19f+KdaighQBxcXdyIVGMZ5iAzx60AdYI5cjdZRjByNsV8Mf8AjtZus6VZ6vavBq+k297bk5Mc8F+446cbawrHTtM1bSIm0nxfq88ZYSLcW91cOcEfcJEZwO+OtOufCqXE12R4q8RxiVcKiS3W2Hp9z91x0/WgCRdK1/RrmE+D9Xm0i0HLWUtje3cBHoquv7v/AIDXTaJ8R5rS9Fj4z024048BNUS2lWxkJOACzgGM/wC9gVy2meF4LCVZ5fFHiC6IQpsuGumQ5/iI8rr/AIVHf+ErHU9LexvfEOuzwTnL72uiZFxjax8rle+McHvQB7sJFKAgg5GQQc8etc34y8XWfhxLeDZJe6teZFnYQ/6yYjqx7Kg7seBXjljpk+g67Z6dP4v8Tx+Gbo/Z7VrVpYlsJM/Kjs8eCjdAc8EjtzWbd6DqEfjPxNo99qktzDE0bzXE0xN7eWzj91E8mBshBBBKj5iQGwOaAFl1m+1vW57uPVI7i/GY7rWYiPKsEJ/49rFW4ycENOeuCAc4ruf2a4bODQ/ES6aP9FOrOVPmNJuPlrk5bnk5ODyOh5rxX4NeANJ8Wz+L/wC19N3z2NyscNul81skaktkcZ6YHqK9W/ZMWSLwt4gt0hVLSHV5liPm724A46c44570Ae70UUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUHAHNABVDVtStdL0+a8vpRHbxD5mPf0AHUkngCjVtStdK0+a9vphFbxDLMf0AHUk9AByTWBpljdaxdxa54jQQQQZlsbBzxAMf62XsZMf98jpzmgB1hZTareprviKMW8MGXs7GQ8W4/56y9jIR+Cjgc5NVAknji4EkqvF4WiYMidDqTDox9Igeg/i78cU4LL40u90mU8LRtwhBB1Fh3PpED2/i78V2caqiKqKFVRgADAA9KAMW68K6HeXBnuNMtmmwF3BdvA6dKQeE9CV0ddKtC6kEF03AH6Gt2igBgzu9qfRQaACkPXvRn8aM0Acl4H3R3fiKBgPk1J24/2gG/rXLaRbpZeJ/E+kxwSKy34vlZTtWYzqXAQ/wAMq7TjsRwetdV4SYDxL4tQEfLfRn84ENY3i7/iW+P9LuHeIWurWr2DQMQonnUh0G7+Fgqvg+uKAH3kD3FhcxwTpHNLDJ5c2wlQcYLhPY4LJ/CRkd68bsPA3xEtZbWX+1F88Seabv8AtASBn4B/dlcEOoB2557nNe2OzPhoiZvMbKlSFaVl9P7s6/8Aj44oSdFTlo2iZS2QMKy5+YgdQM/eTqp5GM0AVfsyMqgbY3QBlfcQCueME8hR2J+4flOQKwPF89zY6DeSaeRFeAJH80ZOxi4XdtznKk5xng4xlSRXUzbSfkO8A8EMC+SOo7M5HPpIvqTXK+PUR/DcpIQgSW5V1O9SPNUAnvs5wG6qflPBoA1tP+HV5e3NpJ4n1mPUtPi2y/Y4rXyVd8A/Mdxyufm29M9Mc13etJxp4FuJdt3H/wAA6/N+FXrYgQR9Pujv7VQ1wx4sPMmeL/TItu3+I5OFPsaAHa9o9prmlT6dqEbNBKOoOGRh0ZT1DA8g151fWWo69pNzZzMH8YeGZA8ciu0QvYiCVztIIWRQRtzwwBNerZ4Pr7Vxvicf2X4x8PaxHkJcM2mXRH3fLdS6sfcOiqP940Aczout6VqmmJdxC3XORJG1/choXH3o268g8V4j8V9Wm1LX76J7a6j0iwtlY2q3c0kLu7EebIGOSvYYHUV7j4105/DHiL+2ILiSHRdUkWO9X7ROkdtcdFmCxMPv8Kx7bV9axvFfhG01iQXralFZazEhiivfMuJHCHrGUmYqy57Y96APDfh34ll0vVdCa1trqWGSdraW3geWGG5TZ/rNoOdynr6n24r6NbUNLjieW5ksoUA3sZNTuVCgepxgVw3gXwPpfhCNNS1bW7W71OCFv9Mlu5YRbLjDBdhHGOpPNdv4Y0O48ayrqWrtexeG1GLawku5XW//AOm0gY/c/uoeoPOeKAM9PGfhTYrJqmlMpyA66tdEfXIUir2m69ompRtPZXmnXUKnaWg1a4bB9DgcV6dZ2VtZ2y29nawW9uBgRRRhVHttHGK4jxn4MMcb6v4RZtO1OE+bLb28zW8F8o5KSBCME9n6j6UAYGvRaNq+l3FjfR2k1vMmx92qXOAOxxtPIPSuDhv7mfVtAurieFr4CXQr+ZIz++miIMLqSBwyFx8ww2COCdw7zR/EFvq+nxzm+a2kB2z28mqTJJbyD7yON3BHcVw3iJXg1/xDcaddEyRQWusLiR7rmFvKlJLk5BSZsr6DigBl/wDCzw2Z7i+txfWrTyeZKlvdNEoJ4xnnC56E52nKnIINdv8AsyaZFpHh3xBY2zO8UOrOgMi7W4Rc7h2PqOx7mmieCaAXNpIr28iiRNrBvlbhSCeCpAwCfTa2dq40f2fSp0zxJ5ZGwatIoAYttwijHzfMMdNrcjoelAHq9FFFABRRRQAUUUUAFFFFABRRRQAh69apxajayypHHcI0jO6KoOcsn3h+FXD1ri5/BbsYnhvUjlju7m6L+STkSsTt68Yz1oA7MZAPU0vPPWvO5vAt3HZ20Qv3u3/eRyswZch2B3fe7AYxUkvgO9aWV012VP8AViMCI/LtPf5uQaAPQMn3pMnHf8q4i68E3E95dTf2rIkdwwk8rYdsbgDlfm45yfxpJ/BF1JKZI9buEYC425BPzSk4J5525oA7nmjnPFcpqHhq4m0Ky02G6RFt1X96VYEsGB6Z6Yz371Rs/A9xBdQyyavNMkdybjymU4IwQEPzcgZzQB3HzY4oPuCRXA6X4Kli+yAa39qFtNI0p2kliRgLw3G08gepqSDwLcJDCp1mdzGka5ZSclXDc898YoAs6p8P9P1W7Se81LXXaKbz4l/tOQLG/TKr0GATUd/8O7HULSS1vdY8STW8gw8barKQwznB9q3vDGkPolhJbPdSXW6Z5RJIDkBj0/CtbJPYjPt0oA5pPB8KRiNNY19FUYAXUpOB6Cnjwoqrhdb17Pqb9jXSjoKTvQBzn/CMyD7uu6yB73BNMPhm7z8niLVgPQyAmujEqGXyt6eaBkpuGcfSn9aAOX/4Rm+AOPEmqjPqwNI3ha6mAW48R6wYu4il8on/AIEOa6qigDlT4JsSuDfawfrqEn+NIPAuk/xtfyf7945/rXV0hPNAHIRfDvw7DLLLDayxyzMGkdZ3BcgYBPPJA4pl18N/DV2I0u7SWdY2LoJJ2IViMEjnrg4rsx70UAcb/wAK48OEkm0lOWDn9+/3gMZ69cUH4beGS242Lk5LZMzdSME9fSuyoxQBxY+GfhYBQum4CqFUCVuADkAc9jTJPhf4UkUq+mbgSSQZW6k5J69cgGu3xRQBxqfDnw+gASK6AHYXT/40SfDrQZNu5Lw7WDr/AKW/ysOhHPWuyooA44/D7SAQVm1NfpfSD+tc5478G2WmeHft9tdaq8tpdWkipLeySKMXEe4lTx90mvVMCqOt6fHquj3thKSqXMLxFh1XIwCPcdfwoANUsLbVtMuLG9QTW1whV19Qe49xwR715dpct9pV9deH9Uvil3ZENDNLf3CtdW54WX5VI4+6f9pSa7vwFqb3/h6KK5Gy/sWNncxnqkicc/Vdrf8AAqp/EPw9Pq1nBqOju8Wt6cTJbOjBDKh+/CWIOFcDHQ4oA4bX9OPinXdH8OXmoPLp188kt6lvqMzFokQkAhlAwWABxXaR/D6xRAqat4iVRjAGqy8DsOvSuEg8SRrq3hrxI8szWMMz292skzzNbrIpTDDylClHI3c8YNe2qwK7lwQecg5zQBx0nga0ijaR9f8AEqIgLMx1iUAD1JzXFeKPB8mteG7640jxT4ottOWJm8+TUJZTcAdljfjYf73U9uMGu8vbj+3Lm7imsZbnSrWY2zwIoJnkAVt/LDCjOO+Tn0rnNfgt9Z0/VrjXdO1Ka2TdFbwBVEdsq8dFcZYkZz6HAoAwYvhTcWF/KknjHxJZS3eGfUotQAN3L0VZEPRwOmOCPeotM+EXiuxv9RuJvGn9pm8s5LAtfxGVkhf7wAPAPA/KuyN1FePqPhyWw1JYo4kmt5WUO1uT9zHPBVsFfYd66jwpqMmq6Hbz3KeXcgeXPGTkpIvBB9+h/GgDymz+FXjGys4reHxhZlYkWNS9grHAGOfXIwDnrsX0r0vwB4TtPB/h+PTrWWS4lLGW4uZfvzynqx9PYdhxXR4BpQAOlABRRRQAUUUUAFFFFABRRRQAUUUUANI54rjLrwxq0lxK8OrOiSefldzcFyTGRzxs4+uK7U57UmDQBw954b1q7ujLHqH2XNzDcbRIzABFIdMZ6N1pg8J655Ua/wBtnet087SZbJRukQ5+6On413eKWgDhx4Z1yKMG11jy5gF2b9zohDsxGCckbWA5OeK0dG0K+s5ybq+aWGSzSBxubIkUYMgyeMjt6103NFAHCz+FteWZPsmtt5aXLzbpNxZ4z/yybnH4jFWLvwxqEjK1tfmBC8ReMSOQVUsWAJORnI59q7LFAzigDjrHwvf2uj61ajUAJ76ZpY5Yxs8vPb3PvS3nh3WJYLMR6uRNDZCBydwWSQEHecHPauwoxzQBwDeFPEBhu0/tlHaS3WKIMX/dOD98EH0Jq6vhnU1kiI1NsebukG5uV2qBjnsVY/8AAq7OkwaAFFGKKKAOP1f4ceGtX16fWL+znkvpoxG7LdzRggdOFYYqL/hWHhPj/iX3PH/URuf/AI5Xa0UAcV/wrDwn/wBA+5/8GNz/APHKP+FYeE/+gfc/+DG5/wDjldrRQBxX/CsPCf8A0D7n/wAGNz/8cre8P+HdN8PW0lvpEMkMMj72V55Jcn6uxIrXooAB0ooooAKKKKACiiigAooooAKDRQelAHF+IoZvDusnxLYQvNZyoI9VgjGWKL92dR3ZcnI6kH2rq7S6gvbSK6tZUmgmUSRuhyrDsRU5XPHUe9cXdeH9T0C5lu/CBia0kYvPpEzbYnJ5Jib/AJZsfT7p70Ac18QNGt9F1iS+nEI8O6uTDqK3DSmKCVuA+xGAxIflb/aOTUGj6pqPgkBLa+i1zQAyqthFFJ9ptVzj90zZ8wD+6efeuquPFuganZTaT4oRtJkuEMMlrqS+SHJGCEc/K/1U1yOg3jaXfT6FreozPPaKDb3lxrLwrewHO11G7G4DggdOKAOs+EWuWWt+EVktpg90k832mFlKSRP5jYDoeQdu2pPGmjMI5bvT7+4smu5YkuY0CtHNyBkgg4OABkYrhtc0OzlvH13wtqthpnixANl7JqxmSZR/yzmUnDKemeo4rofCPjay8YeH7ZdaC2GpxXfkywROJFeaM5whHZuoHXBFAHe6bpcGnzXk8Zke4u3DzSOcsxAwB9AOAKzfCs0DXWuLZxgQi/fMmfvykDf+XFK0WqavLDItw2n6YQH2KuLiTn7rE8Kv0+atu1tYrWBIbeNY4UGFRegFAE4ooHAooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigApCM9en0paKAILq1hukMdzDHMhGCrqGH61yNz8LvBk83nHw9YJcdpY02uPoa7WigDhJvhtZ+X5dlrviOwTsttqBVV/DFa/g/wrbeGbW5jS6vNQubmb7RcXV6/mSyvtCgk47KAPwrpKKAGkc5p1FFABRRRQB//9k=
)
Ил. 1. Рычажный ускорительный механизм ударного типа двухстороннего действия конструкции Афанасьева
Ил. 2. Велограмма функционирования схемы автоматики Афанасьева: 1 – перемещение ствольной коробки, 2 – перемещение затворной рамы (полное, с учётом сжатия пружин буфера),3 – перемещение досылателя (подсжатие пружин буфера), 4 – время цикла автоматики
В схеме автоматики, предложенной Афанасьевым, имеется несколько принципиальных моментов, требующих пояснения. Автоматика оружия построена на использовании энергии газов, отводимых из канала ствола через боковое отверстие в его стенке. Ведущим звеном является затворная рама с газовым поршнем в которой размещён рычаг-ускоритель, выполняющий функцию досылателя патрона и экстрактора (выбрасывателя) стреляной гильзы.