Olgahttps://teletype.in/atom/helgablue2026-09-21T00:12:12.040Zhelgablue:crypto_calendar_19-222025-09-18T17:38:45.439Z2025-09-18T17:38:45.439Z

<img src="https://img1.teletype.in/files/44/b9/44b9a1bb-d88b-4d41-9bef-953534b808ce.jpeg">19-22 сентября 2025

<p id="bH5B">19-22 сентября 2025</p> <h1 id="cBei"></h1> <figure id="TBhY" class="m_custom"> <img src="https://img1.teletype.in/files/44/b9/44b9a1bb-d88b-4d41-9bef-953534b808ce.jpeg" width="260" /> </figure> <pre id="hqOb">КРИПТОСОБЫТИЯ 19-22 СЕНТЯБРЯ 19 СЕН (ПТ): Falcon Finance (FF) - снапшот dKargo (DKA) - запуск мейннета Polyhedra (ZKJ) - разблокировка $3,19М Numbers Protocol (NUM) - разблокировка $0,2М Quai Network (QUAI) - разблокировка $1,22М JoJoWorld (JOJO) - TGE листинг Lombard (BARD) - листинг UPBIT 20 СЕН (СБ): LayerZero (ZRO) - разблокировка $49,87М Lista DAO (LISTA) - разблокировка $10М Aria (ARIA) - бета игры Catizen (CATI) - разблокировка $1,16М 21 СЕН (ВС): Orbiter Finance (OBT) - разблокировка $1,19М 22 СЕН (ПН): SPACE ID (ID) - разблокировка $11,62М My Pet Hooligan (KARRAT) - разблокировка $0,74М</pre> helgablue:trader2025-09-14T13:48:20.912Z2025-09-14T13:48:20.912Z

В эпоху цифровизации финансовых рынков профессия трейдера превратилась из элитарного занятия в относительно доступную специальность. Но за внешней привлекательностью скрываются серьезные вызовы, которые не каждый готов принять.

<p id="85Ds">В эпоху цифровизации финансовых рынков профессия трейдера превратилась из элитарного занятия в относительно доступную специальность. Но за внешней привлекательностью скрываются серьезные вызовы, которые не каждый готов принять.</p> <h2 id="v97s">Кто такой трейдер в 2025 году</h2> <p id="gGYm">Современный трейдер — это специалист, который покупает и продает финансовые инструменты с целью извлечения прибыли. В отличие от инвесторов, трейдеры работают с короткими временными горизонтами — от нескольких секунд до нескольких дней.</p> <p id="xTom">Сегодня существует два основных типа трейдеров:</p> <ul id="7YDp"> <li id="40q5"><strong>Корпоративные трейдеры</strong> — работают в банках, инвестиционных компаниях и брокерских домах</li> <li id="gBlL"><strong>Независимые (розничные) трейдеры</strong> — торгуют собственными средствами</li> </ul> <h2 id="JoQy">Реальные цифры заработка</h2> <p id="D5P8">По данным различных кадровых порталов, зарплата трейдера в России в 2024-2025 году составляет:</p> <ul id="543n"> <li id="JJwJ"><strong>Начинающие специалисты</strong>: 50 000 — 100 000 рублей в месяц</li> <li id="uwBs"><strong>Трейдеры среднего уровня</strong>: 105 000 — 162 000 рублей</li> <li id="BwUn"><strong>Опытные профессионалы</strong>: до 325 000 рублей и выше</li> <li id="WpQc"><strong>В Москве</strong>: средняя зарплата достигает 191 250 рублей</li> </ul> <p id="DzpH">Однако важно понимать, что доходы независимых трейдеров кардинально отличаются от корпоративных. Самостоятельные трейдеры в среднем зарабатывают 1-5% от оборотного капитала в месяц. При капитале в 1 млн рублей это означает доход 10-50 тысяч рублей ежемесячно — при условии стабильной прибыльности.</p> <h2 id="2J77">Путь в профессию: образование и навыки</h2> <h3 id="%D1%84%D0%BE%D1%80%D0%BC%D0%B0%D0%BB%D1%8C%D0%BD%D0%BE%D0%B5-%D0%BE%D0%B1%D1%80%D0%B0%D0%B7%D0%BE%D0%B2%D0%B0%D0%BD%D0%B8%D0%B5">Формальное образование</h3> <p id="7EDc">Хотя специального вуза для трейдеров не существует, рекомендуется профильное образование:</p> <ul id="8KRq"> <li id="kqUs">Экономическое</li> <li id="p5Vc">Финансовое</li> <li id="U6pH">Математическое</li> <li id="dd1H">IT (особенно для алгоритмического трейдинга)</li> </ul> <h3 id="%D0%BA%D0%BB%D1%8E%D1%87%D0%B5%D0%B2%D1%8B%D0%B5-%D0%BD%D0%B0%D0%B2%D1%8B%D0%BA%D0%B8">Ключевые навыки</h3> <p id="yQvx"><strong>Технические навыки:</strong></p> <ul id="8tAS"> <li id="durp">Знание финансовых инструментов и рынков</li> <li id="UVLd">Умение проводить технический и фундаментальный анализ</li> <li id="MLrr">Владение торговыми платформами</li> <li id="AFPv">Базовые знания программирования (для автоматизации)</li> </ul> <p id="S2pt"><strong>Личные качества:</strong></p> <ul id="tehZ"> <li id="sxJt"><strong>Стрессоустойчивость</strong> — критически важное качество</li> <li id="TrQa">Аналитическое мышление</li> <li id="P5ZT">Дисциплина и самоконтроль</li> <li id="2W81">Способность быстро принимать решения</li> <li id="vWZs">Управление рисками</li> </ul> <h2 id="jMGP">Современные способы обучения</h2> <h3 id="%D0%BE%D0%BD%D0%BB%D0%B0%D0%B9%D0%BD-%D0%BA%D1%83%D1%80%D1%81%D1%8B-%D0%B8-%D1%88%D0%BA%D0%BE%D0%BB%D1%8B">Онлайн-курсы и школы</h3> <p id="eZ8n">Популярные платформы предлагают комплексное обучение:</p> <ul id="jkKc"> <li id="S2Rn"><strong>Skillbox</strong> — курс &quot;Трейдинг&quot; с практическими заданиями</li> <li id="BXWK"><strong>Нетология</strong> — &quot;Основы трейдинга и инвестиций&quot;</li> <li id="n9Z2"><strong>SF Education</strong> — &quot;Академия трейдинга&quot;</li> <li id="MYDx">Специализированные школы от брокеров (часто бесплатные)</li> </ul> <h3 id="%D1%81%D0%B0%D0%BC%D0%BE%D0%BE%D0%B1%D1%83%D1%87%D0%B5%D0%BD%D0%B8%D0%B5">Самообучение</h3> <ul id="NDzS"> <li id="U26Z">Профильная литература</li> <li id="HaQg">Демо-счета для практики</li> <li id="ec1d">YouTube-каналы и подкасты</li> <li id="qSKs">Торговые сообщества и форумы</li> </ul> <p id="xE8k"><strong>Важно</strong>: большинство экспертов рекомендуют начинать с бесплатных материалов от брокерских компаний и демо-торговли.</p> <h2 id="Sqma">Темная сторона профессии</h2> <h3 id="%D0%BF%D1%81%D0%B8%D1%85%D0%BE%D0%BB%D0%BE%D0%B3%D0%B8%D1%87%D0%B5%D1%81%D0%BA%D0%BE%D0%B5-%D0%B2%D0%BE%D0%B7%D0%B4%D0%B5%D0%B9%D1%81%D1%82%D0%B2%D0%B8%D0%B5">Психологическое воздействие</h3> <p id="uk4E">Трейдинг оказывает серьезное влияние на психику:</p> <ul id="5rCM"> <li id="n5sT"><strong>Хронический стресс</strong> — более 75% трейдеров бросают торговлю в первые два года</li> <li id="8Q91">Нарушения сна и повышенная тревожность</li> <li id="duBF">Риск развития зависимости от адреналина торгов</li> <li id="uuSr">Социальная изоляция из-за необходимости постоянного мониторинга рынков</li> </ul> <h3 id="%D1%84%D0%B8%D0%BD%D0%B0%D0%BD%D1%81%D0%BE%D0%B2%D1%8B%D0%B5-%D1%80%D0%B8%D1%81%D0%BA%D0%B8">Финансовые риски</h3> <ul id="3KhV"> <li id="efEC"><strong>Высокая вероятность убытков</strong> — статистика показывает, что 80-90% розничных трейдеров теряют деньги</li> <li id="wIjO">Необходимость в стартовом капитале (минимум 100-500 тысяч рублей для серьезной торговли)</li> <li id="qSp3">Отсутствие гарантированного дохода</li> <li id="mGdA">Риск потери всех вложений</li> </ul> <h2 id="abvI">Плюсы и минусы профессии</h2> <h3 id="%D0%BF%D1%80%D0%B5%D0%B8%D0%BC%D1%83%D1%89%D0%B5%D1%81%D1%82%D0%B2%D0%B0">Преимущества</h3> <ul id="4Nli"> <li id="DFEW">Потенциально высокие доходы</li> <li id="FydJ">Гибкий график работы</li> <li id="uvIC">Возможность работать удаленно</li> <li id="Jmn7">Постоянное развитие и обучение</li> <li id="QJgt">Независимость (для самостоятельных трейдеров)</li> </ul> <h3 id="%D0%BD%D0%B5%D0%B4%D0%BE%D1%81%D1%82%D0%B0%D1%82%D0%BA%D0%B8">Недостатки</h3> <ul id="ovB7"> <li id="PG3G">Высокий уровень стресса</li> <li id="dpI6">Значительные финансовые риски</li> <li id="F8Ug">Необходимость постоянного обучения и адаптации</li> <li id="SRtI">Нестабильный доход</li> <li id="iExb">Высокие требования к самодисциплине</li> </ul> <h2 id="rykk">Рынок труда и перспективы</h2> <h3 id="%D1%82%D0%B5%D0%BA%D1%83%D1%89%D0%B0%D1%8F-%D1%81%D0%B8%D1%82%D1%83%D0%B0%D1%86%D0%B8%D1%8F">Текущая ситуация</h3> <p id="Dozx">Российский рынок трейдинга переживает период активного развития. Санкции и ограничения заставляют компании искать новых специалистов, способных работать с локальными и азиатскими рынками.</p> <h3 id="%D0%B2%D0%BE%D1%81%D1%82%D1%80%D0%B5%D0%B1%D0%BE%D0%B2%D0%B0%D0%BD%D0%BD%D1%8B%D0%B5-%D0%BD%D0%B0%D0%BF%D1%80%D0%B0%D0%B2%D0%BB%D0%B5%D0%BD%D0%B8%D1%8F">Востребованные направления</h3> <ul id="FJKg"> <li id="8JoD"><strong>Алгоритмический трейдинг</strong> — растущий спрос на специалистов с навыками программирования</li> <li id="2JJ4"><strong>Криптовалютный трейдинг</strong> — новая ниша с высоким потенциалом</li> <li id="o5Tl"><strong>Трейдинг облигаций</strong> — стабильное направление в условиях экономической неопределенности</li> </ul> <h2 id="4E6M">Советы начинающим</h2> <ol id="2a40"> <li id="u33R"><strong>Начните с образования</strong> — потратьте минимум 6-12 месяцев на изучение теории</li> <li id="Mf5N"><strong>Практикуйтесь на демо-счетах</strong> — не торгуйте реальными деньгами до уверенности в стратегии</li> <li id="lscH"><strong>Определите свой стиль</strong> — дейтрейдинг, свинг-трейдинг или скальпинг</li> <li id="cI4B"><strong>Управляйте рисками</strong> — никогда не рискуйте более чем 2% капитала в одной сделке</li> <li id="Txvj"><strong>Подготовьте финансовую подушку</strong> — на первые 1-2 года потребуются сбережения на жизнь</li> </ol> <h2 id="LdnP">Заключение</h2> <p id="ZhYd">Профессия трейдера — это не &quot;быстрые деньги&quot;, как часто представляют новички. Это серьезная специальность, требующая фундаментальных знаний, железной дисциплины и готовности к постоянному стрессу.</p> <p id="Wj8C">По <a href="https://russia.gorodrabot.ru/salaries/treyder" target="_blank">данным исследований</a>, только небольшой процент трейдеров достигает стабильной прибыльности. Однако для тех, кто готов инвестировать время в образование и имеет необходимые личные качества, трейдинг может стать источником хорошего дохода и профессионального развития.</p> <p id="PrKB"><strong>Главный совет</strong>: рассматривайте трейдинг как бизнес, а не как способ быстрого обогащения. Только серьезный, профессиональный подход может привести к долгосрочному успеху в этой сфере.</p> <hr /> <p id="c9UW"><em>Статистика зарплат и данные о рынке труда актуальны на сентябрь 2025 года по <a href="https://russia.gorodrabot.ru/salaries/treyder" target="_blank">данным кадровых порталов</a> и <a href="https://dreamjob.ru/salary/treyder" target="_blank">аналитических агентств</a>.</em></p> helgablue:_WOh55QMs9q2025-08-01T17:38:08.000Z2025-08-01T17:38:08.000Z

Составлено на основе материалов LearnMeABitcoin от Грега Уокера Переведено и адаптировано для русскоязычной аудитории.

<p id="uUsv">Составлено на основе материалов LearnMeABitcoin от Грега Уокера Переведено и адаптировано для русскоязычной аудитории.</p> <figure id="mqiM" class="m_column"> <iframe srcdoc="<!DOCTYPE html> <!-- Created by pdf2htmlEX (https://github.com/pdf2htmlEX/pdf2htmlEX) --> <html xmlns=&quot;http://www.w3.org/1999/xhtml&quot;> <head> <meta charset=&quot;utf-8&quot;/> <meta name=&quot;generator&quot; content=&quot;pdf2htmlEX&quot;/> <meta http-equiv=&quot;X-UA-Compatible&quot; content=&quot;IE=edge,chrome=1&quot;/> <style type=&quot;text/css&quot;> /*! * Base CSS for pdf2htmlEX * Copyright 2012,2013 Lu Wang <coolwanglu@gmail.com> * https://github.com/pdf2htmlEX/pdf2htmlEX/blob/master/share/LICENSE */#sidebar{position:absolute;top:0;left:0;bottom:0;width:250px;padding:0;margin:0;overflow:auto}#page-container{position:absolute;top:0;left:0;margin:0;padding:0;border:0}@media 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function(a){h.navigate_to_dest(document.location.hash.substring(1))},!1);this.config.view_history_handler&&window.addEventListener(&quot;popstate&quot;,function(a){a.state&&h.navigate_to_dest(a.state)},!1);this.container.addEventListener(&quot;scroll&quot;,function(){h.update_page_idx();h.schedule_render(!0)},!1);[this.container,this.outline].forEach(function(a){a.addEventListener(&quot;click&quot;,h.link_handler.bind(h),!1)});this.initialize_radio_button();this.render()}},find_pages:function(){for(var a=[],b={},c=this.container.childNodes, e=0,h=c.length;e<h;++e){var d=c[e];d.nodeType===Node.ELEMENT_NODE&&d.classList.contains(CSS_CLASS_NAMES.page_frame)&&(d=new Page(d),a.push(d),b[d.num]=a.length-1)}this.pages=a;this.page_map=b},load_page:function(a,b,c){var e=this.pages;if(!(a>=e.length||(e=e[a],e.loaded||this.pages_loading[a]))){var e=e.page,h=e.getAttribute(&quot;data-page-url&quot;);if(h){this.pages_loading[a]=!0;var 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&quot;/><div class=&quot;c x1 y1 w2 h2&quot;><div class=&quot;t m0 x2 h3 y2 ff1 fs0 fc0 sc0 ls0 ws0&quot;>По<span class=&quot;ls1 ws1&quot;>лноеруководствопобиткоину</span></div><div class=&quot;t m0 x3 h3 y3 ff1 fs0 fc0 sc0 ls2 ws2&quot;>дляначинающих</div><div class=&quot;t m0 x4 h4 y4 ff2 fs1 fc1 sc0 ls3 ws3&quot;>Всёчтонужнознатьобиткоине:отосновдопрактическогоиспользования</div><div class=&quot;t m0 x5 h5 y5 ff2 fs2 fc2 sc0 ls4 ws4&quot;>Автор:ГрегУокер</div><div class=&quot;t m0 x6 h6 y6 ff1 fs3 fc3 sc0 ls5 ws5&quot;>Сод<span class=&quot;_ _0&quot;></span>ерж<span class=&quot;_ _0&quot;></span>ани<span class=&quot;_ _0&quot;></span>е</div><div class=&quot;t m0 x2 h7 y7 ff3 fs2 fc4 sc0 ls4 ws6&quot;>1.Введение</div><div class=&quot;t m0 x2 h7 y8 ff3 fs2 fc4 sc0 ls4 ws6&quot;>2.Какработаетбиткоин</div><div class=&quot;t m0 x2 h7 y9 ff3 fs2 fc4 sc0 ls6 ws7&quot;>3.Биткоин-кошельки</div><div class=&quot;t m0 x2 h7 ya ff3 fs2 fc4 sc0 ls4 ws6&quot;>4.Покупкабиткоиновнабиржах</div><div class=&quot;t m0 x2 h7 yb ff3 fs2 fc4 sc0 ls7 ws8&quot;>5.Безопасностьбиткоинов</div><div class=&quot;t m0 x2 h7 yc ff3 fs2 fc4 sc0 ls4 ws6&quot;>6.Отправкаиполучениебиткоинов</div><div class=&quot;t m0 x2 h7 yd ff3 fs2 fc4 sc0 ls8 ws9&quot;>7.Практическиерекомендации</div><div class=&quot;t m0 x2 h7 ye ff3 fs2 fc4 sc0 ls4 ws6&quot;>8.Заключение</div><div class=&quot;t m0 x7 h6 yf ff1 fs3 fc5 sc0 ls9 wsa&quot;>1.Введение</div><div class=&quot;t m0 x8 h8 y10 ff1 fs4 fc6 sc0 lsa wsb&quot;>Биткоин—этоэлектроннаяплатежнаясистема,котораяпозволяет</div><div class=&quot;t m0 x8 h8 y11 ff1 fs4 fc6 sc0 lsb wsc&quot;>любомучеловекусоздатьаккаунтиотправитьлюбуюсуммуденег</div><div class=&quot;t m0 x9 h8 y12 ff1 fs4 fc6 sc0 lsc wsd&quot;>любомучеловекувмире.</div><div class=&quot;t m0 xa h7 y13 ff3 fs2 fc7 sc0 lsd wse&quot;>Это<span class=&quot;_&quot;> </span><span class=&quot;lse wsf&quot;>руководство<span class=&quot;_&quot;> </span><span class=&quot;ls8 ws10&quot;>проведет<span class=&quot;_&quot;> </span><span class=&quot;lsf ws11&quot;>вас<span class=&quot;_&quot;> </span></span><span class=&quot;ws12&quot;>через<span class=&quot;_&quot;> </span><span class=&quot;lsf ws13&quot;>все<span class=&quot;_&quot;> </span><span class=&quot;ls10 ws14&quot;>аспекты<span class=&quot;_&quot;> </span><span class=&quot;ls11 ws15&quot;>использования<span class=&quot;_&quot;> </span>биткоина<span class=&quot;_&quot;> </span><span class=&quot;ls12 ws16&quot;>—<span class=&quot;_&quot;> </span></span></span></span></span></span></span></span><span class=&quot;ws17&quot;>от<span class=&quot;_&quot;> </span><span class=&quot;ls4 ws6&quot;>понимания</span></span></div><div class=&quot;t m0 xa h7 y14 ff3 fs2 fc7 sc0 ls13 ws18&quot;>того,каконработает,допрактическогоиспользованиявповседневнойжизни.</div></div><a class=&quot;l&quot; href=&quot;file:///workspace/docs/complete_bitcoin_guide_russian.html#introduction&quot;><div class=&quot;d m1&quot; style=&quot;border-style:none;position:absolute;left:95.250000px;bottom:527.000000px;width:51.000000px;height:9.750000px;background-color:rgba(255,255,255,0.000001);&quot;></div></a><a class=&quot;l&quot; href=&quot;file:///workspace/docs/complete_bitcoin_guide_russian.html#how-bitcoin-works&quot;><div class=&quot;d m1&quot; style=&quot;border-style:none;position:absolute;left:95.250000px;bottom:499.250000px;width:105.750000px;height:9.750000px;background-color:rgba(255,255,255,0.000001);&quot;></div></a><a class=&quot;l&quot; href=&quot;file:///workspace/docs/complete_bitcoin_guide_russian.html#wallets&quot;><div class=&quot;d m1&quot; style=&quot;border-style:none;position:absolute;left:95.250000px;bottom:470.750000px;width:90.750000px;height:9.750000px;background-color:rgba(255,255,255,0.000001);&quot;></div></a><a class=&quot;l&quot; href=&quot;file:///workspace/docs/complete_bitcoin_guide_russian.html#exchanges&quot;><div class=&quot;d m1&quot; style=&quot;border-style:none;position:absolute;left:95.250000px;bottom:442.250000px;width:141.000000px;height:9.750000px;background-color:rgba(255,255,255,0.000001);&quot;></div></a><a class=&quot;l&quot; href=&quot;file:///workspace/docs/complete_bitcoin_guide_russian.html#security&quot;><div class=&quot;d m1&quot; style=&quot;border-style:none;position:absolute;left:95.250000px;bottom:414.500000px;width:116.250000px;height:9.750000px;background-color:rgba(255,255,255,0.000001);&quot;></div></a><a class=&quot;l&quot; href=&quot;file:///workspace/docs/complete_bitcoin_guide_russian.html#sending&quot;><div class=&quot;d m1&quot; style=&quot;border-style:none;position:absolute;left:95.250000px;bottom:386.000000px;width:154.500000px;height:9.750000px;background-color:rgba(255,255,255,0.000001);&quot;></div></a><a class=&quot;l&quot; 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&quot;/><div class=&quot;c x1 y15 w3 h9&quot;><div class=&quot;t m0 xa ha y16 ff4 fs5 fc8 sc0 ls14 ws19&quot;>Чтовыузнаете:</div><div class=&quot;t m0 xb h7 y17 ff4 fs2 fc9 sc0 ls14 ws1a&quot;>Техническуюоснову:<span class=&quot;ff5 fc7 ws1b&quot;>Какработаетблокчейнимайнинг</span></div><div class=&quot;t m0 xb h7 y18 ff4 fs2 fc9 sc0 ls14 ws1a&quot;>Практическиенавыки:<span class=&quot;ff5 fc7 ws1b&quot;>Какнастроитькошелекисоверш<span class=&quot;_ _1&quot;></span>атьтранзакции</span></div><div class=&quot;t m0 xb h7 y19 ff4 fs2 fc9 sc0 ls14 ws1a&quot;>Безопасность:<span class=&quot;ff5 fc7 ws1b&quot;>Какзащититьсвоибиткоиныотпот<span class=&quot;_ _1&quot;></span>ериикражи</span></div><div class=&quot;t m0 xb h7 y1a ff4 fs2 fc9 sc0 ls14 ws1a&quot;>Покупкуипродажу:<span class=&quot;ff5 fc7 ws1b&quot;>Каквыбратьбиржуикупитьпер<span class=&quot;_ _1&quot;></span>выебиткоины</span></div><div class=&quot;t m0 xb h7 y1b ff4 fs2 fc9 sc0 ls14 ws1a&quot;>Лучшиепрактики:<span class=&quot;ff5 fc7 ws1b&quot;>Советыотопытныхпользовате<span class=&quot;_ _1&quot;></span>лей</span></div></div></div><div class=&quot;pi&quot; data-data=&#x27;{&quot;ctm&quot;:[1.000000,0.000000,0.000000,1.000000,0.000000,0.000000]}&#x27;></div></div> <div id=&quot;pf3&quot; class=&quot;pf w0 h0&quot; data-page-no=&quot;3&quot;><div class=&quot;pc pc3 w0 h0&quot;><img class=&quot;bi x0 y0 w1 h1&quot; alt=&quot;&quot; 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svMQkVbxGERSIikAWR+0i3gH5WsBWcGDFophruUlfDFumua1cQl5LOdSOOWLTEJe5CU2nqHnkdSJTCIzUqk9rlYSBH0bbGKtCD8RFS7ITiQlkgKQ9UGrM6KnWO3/gbYD1XVhr6cyspYFZMMbWTPPeZz4Z1OKPUwm6+mWsXiaKMWuZrcrZF2a0EAtmCtVKcVuJtuGSrGXDVVEUiIpAFkfjJsmtt9OvHOPutOyX64oF4M/UyP1NCJX9E4kxdkCWR/ADHGBi3ldPCRReLcqQSbPa5PLhXwZXnSrwtQeRo3F1+4aQ+EGjfA0lITavrYjk+Y8Q3tmEz9eiKREUgCyPoAopoWDreRj38rIdvVESpFGan+NVK0lk9uMQXpVOJPIyKah3QxyoxQ7kZRICkDWB0zCRuyRZGy4ntoY5EkOWm3mONeCLGckUqEZjErSKtqG8ySSntJ5AlkfQLJfHDJ91fYPiigbqHo4MOClkarG7d066UHaGS+qOpRzaH4Sdixwbbhtpw8bCxHp6UVCJD1hJAWyPoBdAgrIdpHIsjZpE1PNjeH57HLzXb7FBFGcU5nrVSy13cEsn0f0GpEJuxZRItJ2bINISiQFIOuDsk788f+3J9Y08LNNRvu9fzbm90sVkNVUMZY0yMhJhgbOGny3cV5nDGo1BNKqb2tO41RLs6/8UlCDZTkqlmI3+HiRUuyzYmvrIipuZkRSIikAWR80n/hJuEPzvFSqdYq18C7DlaY1eefJTFlPLMNMlzPfMfsBGnmGIg0TkZRIipsFsj6ApGAiIiEP2wlCjAwszyvZzfY7++NJYhdVg7764Nj3whrx3duRxo26++HZgkwa9wxvrZOVEzsLHcRU69lXIimRFICsDxpG3fPxiEP0aCosPov06RGl8twhXCZ1nu3UrM2QXTlM3pJQG4WHG0Oo9Jq1/HKnQWhsA7Wm2W8bQ3Lb7O1kcuWpX5qPSEokbSWSAlkfwOHMmLPgMyYXWacsJyrFLnm/S1pvY975K4vYyTJp7XwUSrEXzIeJpETSUSIpkPUBDI6O9VbMiRrpNk9+qHfk2sr0kfA9+jSIIzGjNUgpdkYokRSArA96cGc6UF9Kxi3j1w/qhKs6E9/Zmy33w9YkUiuSKJMtLTT6Ih+zyVNMxbVZJVKKnUhKJMXdAVkf9ODY1f/SNCdoPhHpuHTsSqDSctqtP7d40aaWVJxHKfYqbwkFGHNuXauB/dfZQNCcAtdqjcw0hU2zk7ZnsXMRaau2RiQlkgKQ9UElxMN1Xh+UF06r9xZcvlm+NCMTs2rCKzt6UthO3mxbpazCM87yTc5F7PwRvV5komU9g62frGUz1UuxE0mJpADZuSACAAAAAACAgWGvD5K5L1r5biZoDwtd2v4z9LN6QYsds/ubbLUaV98sc7ZBwkSppc989zKGwqNSI3/XjGlFymRP2iZtn3Ibg6WdHN59KiG7HRE9/apsvQgiKZG0wUgKZH0Ayxmx75VhBWQhNYa5U5ViN7fxPKXYKxpDnmHsKn5lq66tE5m0XVparg8unq8UO5GUSApA1gft+8Wrd/S7tIdVq7cyskX3E3KmT7kLyL4RsuZdbdr0ZGCavRlThD1XKdUQXppvKmvRI+/y7clcKzQya53xArt8FVzHmojKhioNtXAiKZEUgKwPaiChvqn95bLyrjZWJofVhE9XQFb6mA5Z6CWptDS7fMkd8BF4O3XGm/UMpyzFfus1kZRISsoHZH0wNNpKNKOMbMftXByEbavNvXO3bzMG6VXhTCJjmoZ2gUhKJB2gnUDWB2Dr4rWJWPXWkpIRS/LqQa1k0sGM/Pp+i97q8on17Y61sPIeoJQblJRih2aMoavDPCrFHQu/RCQlkgKQ9QGs+lkt9rKEwfs9+UNFhwuohqXYV2WivpOOwuWdK84b1Gx49pszaMNtg/VS7Fp0vOg4oiSSdhtJgawP4ESRf0IGfYaruk8TrT7MyUlvAPg9IilgUUDWB8N7uNtqWVfn8pdF8kv7vMYgZfIt9XtzRlZbcZ5nOxnz7cikC+dQMUy0IB8hkhJJmVYBWR8MkP1FFDcrzTTdmlpMJplDQY6v1E4O0582w2H+slU+MpFn69XSTze9ykSv/5MIGZqZtrZtVFOC1WuB8R0/POMFmM9CMhSKsJ5Gl9yYmutRxTnJXaeBSEokBSDrg7Jcq8f6xqDqC1dlXW3etcnmi/RmXpiUWgrUp4c5Zd4gmR/aqaU1MjvGRioOuC6XoEcsWfHYFujdOYipiFrfFSeSEkmtIimcmAsigHOian76R4GJXfV2nMVc1mOutKAITuxA4HgGREQkxRgADmGvD5i0AaqEhpSKyQHgfgEgO+z1AQAAAAAAjAx7fZDGh59a+2nIWxN56rwHPJgvz5/L1gbPdu62a/1JmZWu2T3jrzoVPo9EroK5hOhCnahr4F0W2TRpLWZXkvZWys7pcLcjarLIufCpJPEG6WTPM0hYHy/zj8riBJEpSEfbLiGPZzg2Bh/pRVvyB99WcMxefUhUN4+cU86QQSQlkpoMdjgn7PUBAIDB9BdGUcRJjAGbB4CxYa8PasZYmnFrw1nf576feTlG90sXKc4mtJe9nfsuXy7jbn5IrjUyqRmyewtfmSx3+Qqwbgx5VTxkyqfVmk4kPXskBSDrA1K+bmYb6qT28xqV1rllQGMo2Z1kq3me4mvYA41jeQbJ+13SQTMDjaFas/rxficaL0TStiIpAFkfQPMhkwiBIUXcrBeh9NDajUZaKdRLJlW2+ACIpABkfQBDhYdHkFDeh64dL8cJ1Vq6R9K+GWgfxjA/1SPBM/hs8WmcFuQ8PoGeEkmxJQCyPuhn7qtN3y7nO0vxc9/2DmkoqDtNvLSZ4PoswBIK1SKWkHifnrciDStO71uytCPLENekXWl81uacHliLGCeRlEgKQNYHTcbUSL+5PDH8ANG4NrazNimdK86i4zNjEB3S4Nsxl9VpkzQjk0jPEOcFDD2DbrZBpR3/EDyHlu5mt+okf6oghQyGSEokBYiHyg0AAAAAAAAjw14fpONxWn22hdXYI8K1mfM2NntQ8EEZ1SRhJookQBFTB+bfw7scPqXYTyq9/J5BQqQpTy+EaivGYOGBo5ylUdRotUgDkZRI2sJ4AbI+AHsCnkjp+M3xx4xwfsD0KV6HlzBj4IiAcglAy6PK4NlOUxsPzPrKpnyexlDYA0sBtWRM+YYZL0TS0SMpAFkf5OVoebKFtUlXbHlSj3qgfWjNSCq+3e9li08LKjTDjdarsWneRmqIAOto7unA1ezNWEpAI8/tNBZPE6XY2eXzFyyRlEiq2Y0ByPoAMs+MM85T+hXD9SG6ugVkK+4nSKgxdKBrLR16E2RCKfYVYTY/cTLSS1Ol2NnlI5ISSQ0jKQBZH5B8niRCDKbFVmYu15lHT7t8pRrZW0F2WyXuyeTmFqRLbQORlEgKQNYHUD02vAYJ3g6rHjLz3LqZrK+rXb5SZqB9OIfb8fSlSkv7VBhb2XaU4X0C2QKRFHPq0x6ArA+gwMwpvICslm9kixOOpzaoqy+SjqN92dCrlpZwNjU/+ZASZ5bqhuOSdgRZdfJaTuNtp3ydlGInkhJJgawPAJ+HME8nPVZbO876ijVZ1/75kvKxcYJZFm4nvgthAlkfQElPqeoijmKPmiAxq6qOWBgD4ksYeqN5hlhhSnk96suPpKLLasEYCpzjMvAjrERSQgEAWR9UDkTpXxGzhKZ52xB0vw2mhM9m08ZU8KY3xeltOuurCH+N1wh8bzLUkmLMMI83LsWuMQ+JFdfcayMnTfj4S5ImYeUZdPXMTMMHTb2MIbsfjjfqxHtNVpltx0VNiKRni6QAZH3QHsdrkyMsajVSQFbLdzvcGPxlUvX4lmaFGJIAuFOVYhc71QV99UGZhMIa8c2FpGWjPr4BpdiJpOeJpABkfVB6KkEznqLD+RbntD1j6MmQct7OshR7+GkQdXb5Fo00LMXuK5NZHlJKKuGl+aqcL1Ips21lkk8kJZIOGkmBrA9I+U7ktetoo0oLxnscpWxRvuTV3Ze1f5tS7NqDZ8i7D3A5nJpVUniSMZSSXsfer/tS7ERSIikAWR+QfBqGB31z2zyg0bsVUYG9u0Zut7NevYqViSNzOSCSEkkByPoAoOe5wng9KdIlQbv5GikZtSJGMmEmCwAniKRA1gcDeiitfX+9rQvWa0BD2qjVmBEjlfY7KPXMPmEmBD27Z9BzPCrWcTfbsRMiKZEUyPoAijBFxsuiTrJdjzw/EV5Li0TNVFyuI1PZSZjaW0L6TbSHWchaIw09w6pM9KkUu7TjPEImr1NBA9e8isg2RzfRUWG/RyQlkgKQ9UFxp3m2ArKnfXBL/I2Bh9uMLcbmEJfMzbMq0lC343I8Y2u0SINZ+6SI2PNuy0hjg4VISkAgkgJZH4yQHiZ8KO959LGN3FycK7RA+Frxuczddf4PNdN1BXtsvZ071bdzF2mIaVxDGqxVMCIu3bIzhsKjssT+3lzfbZViD/nGbEZCJCWSApD1QSUCFiYl1oXVP9P52gxZVo91dc78Lq1lv9vejEHjdQ2BCYA7VSl2w3FwCXnE6/Fgp7bwqrO1Bz70DHYKlvyptTRpiERSIimRFMj6YIQ5aox71ecoUdX7t/Wuk9a5Va3NBNOpRyf6Wt/Y0XqDtPLJB2rjHJbj/EAm63mIvWzql2LXAn5AIzPbos7JT7CZd/mIpERSALI+aDnr6/yp9OrN10eioqU7HjRd6GJhUqdeDKhIKfbAeUbdrS0xPbUlz9zLyF00VYrd3iXm3+WrsMWXfWGCSEokBQjhgggAAAAAAAAGhr0+6IequwrPp2UIR2glCHK+qirVFny18PqudqidZpnKeobJwzNIlwoHIimRtNdICkDWB2MGKa37MAsFZK9hRkczrKK3k4FssvqIkNY8gyynYjK+TzivH+5svBBJiaQAZH1Q1NPFubpJi7ez/UlPswVkO5mBFd3oUzMzaGB4VvQh5qWlX2Ry3/G7HGTzWsst1FBIKY23nfJN1UYBkZRICkDWB43SeQFZ9LYTQc3P5e93RpLxlJW2tztKGIPU8wwrpdjXH1GWstLuzaMH32DUzcy3fsUMFiIpkRSArA8anlJryOfaOEZfty4sNwWZT3fUvgH3MgDy+ElkAdlmJmovU0bzGaRm0fgy9mct0qAxbdaq5c+vxhlUWloD5727ZZp1I91SK4M/NoZiqxslqkjrmgBaK9KgQfojkhJJx4mkQNYHsOm5JOnTTWQKt068FpCVspIsfaj0/HQKrwKyb0V11evr66w4a9GkxeJU+Pyl2A2KdOdfpdbXHTZN6aMsTFG9v/2ykW6pK27T3rlQTmdlv62nsd0s2XItO16IpETSOsMRyPoAikWJ+knrSdfXtCUtZLOl/l7hsyzFHi6Tylt8Rs3QCGls7PIZTx+DS/N19QbXRndaLcXeSQgjkhJJAcj6AOBwkjlo+IW+ZKL2Vq3j2glmD0AkBSDrA+jBYVc6wOB6eMJYE2DtyG72N3ZkbOlZDULD54pNNRK+y9fVnHO7O00+29n8eCGSEkkByPqACXpweKCAbPeGNBW+Xw9CmbrQXNbHOyXydvsTR+ZyQCQlkgKQ9QHEx4l6BWRbOxmcArL9zX5kOJus1QDJ6BnEThFyCodQ2rooxU4kJZICkPVBH3Hv6c/AeKmFG9lq6psuTFvVadMiVS07CdMilpB+n45e5NNSnmHV4vUgp9PqbsHGA0fajqYOUqM5unYz0omkRNLeHDWQ9QHckbh5QENPgTTTEm2n4/Nqwtr2Mzvau7mszn2lGZnEl5aO8AKGtqabbditxdBqkYY0D9yAS8y7LSOFDMZsvBBJiaQAZH3Q9iRbQz6klRq59hutGSqepjtaQyT+VQF6OIe7hyfESpVi71CA6irbmJokIUnGYOGBIyfJ2qhdqfWXqn2niKREUgCyPmg/65PIz7WTtC7eOK+yCFe+jKyvIq4FZIVAVVw7DTZMpMCQzCdFCTnG5nIiD9yh7ZVts5YdL0RSIimALRdEAKdOWHnjGtoySOzx/2/v7lqt686DAI+xu9PXEAs1JEot1FgwRWmD8auSWq1txQ/UHhmwiMeeiD8hv8AD8cQ/0Hgs0gMLntWirZIDC4GIqFRKSWuapoLVNOv24Nn7efZeH3vNudb4nPO6eAl5n/fZe405xpjjHvecc83bQJgMiKRAee71caf174KP5yjRKh4VbHvNRvZ4ImXpKMzwxv+IlGKIebXY+Wps0Wle9cwxDi/aG5XPrOt9cj7dqtw960vzVVg0otqErze7qry4JRoe0a3jKJKKpCDro6ms+Xfuhdq+XuzlgW+s4nP7vOWOPnm5xT/d3++xtHSe4Hsulcbl7cnQuEGe7exwvsz/Sg+RdD9jjawPptliHm2qFJC9py9HCWhPt8hmusvXqpEx2RSqO4hv9cnzypBnHXALvo4VSUVSkPUxUpBSQHaAxpT56BgmUMVEd/kaToNoOBlu7slouzIsqQyeT/9m3vyaINmb6qBEUpEUZH0MHywVkD1fQHbnXXLnpIpJu6/OfmWiu3wfiiRUbm9c6Jk8zvkSMUS9in2nfI3PnZs+TiQVSUHWxxQh1VWs7gFkcQHZSXrPXb46M6r6ZHj57vLqK0OcWYkivx7XXHO0x0752h7sJhfk3ZZiF0k3EUnZC5UbAAAAtsy9Pip49dhFtP28Cw53/GypVsZ32g7DIaV3NzTyyoFY+HbpHhcy49BqUhWYHu9v4Jxe9C1apCFufEis9aLw+kMPccePH92aO/0m3tt9kl88WxqvxrpefYGrk6HsEN81qeOe4xz1dLyjSwsc1E0jKJKKpCDrgxv2IfnMe8Y2/qDM2oPLOa/pk33EqlxjQsb4nVjl8aRa5Rnymn3nlTIJjUdk6bOdefBJPe/p2Op8mX+9FElFUmR9cC1K9LXbsqjvv7a0jTfpRcuBLNlj56uxRafJPcJdvnubkd/sh8Pinog6A74iN+hTir3ezJ+pFPs8IUwkFUlB1gc3bxLbxuvoedzeBd9v3ijFXuFQc6Weqz0cQ5Vit4zPlPKJpCIpyPqwQV8YHhSQNYuWf94UnTLL4J1vbb+Xl57ZONrLSZD0rUgKsj64MU48P/0/QqDq3xv2YaV2822OKE8xDWKGyXD8zZY7SksvucUXt41C3s+aYJ2Z54hEUpEUZH0MHy+brpBTFJBtXOz5zr8aA82ld+2Ztgj7mf1KFGnkFBXYz41mNBu4BaXYo++y0Hyso8L8r31uVpwww5diF0lFUpD1wYzZsIZtsXn6ZFXi17hP4q2Uz0A7g4yjsTPKyPrgHllLxj7wd5dOn94t4WsalWfMCLUBlk6G+p2Z249mDLRErH5KLU8xx/eyjL9RcbHGMYikIinI+hhPDFM1u3cB2dfPokTTIXhuwfIxm2BiDf+FileV9+qWYr+lcdtaGVYW+4tb35lZdTI0Pivj1rW049SKKhOx4UHdOo4iqUgKsj5Yvg8ZpoBs60iw/BBXFpDl3gQg7a0Ue905XqYUe8fJUOY0Th1/5UCr2aAny8yrq0gqkiLrg8trcveXbYz1hovo81GLRmGSq5JPt8hioiGrWYp9/Szvlue8aGT5leH0svr1PulSqmF9ab4ZXtzSYGpFzQnZ4qBue3FL49NWJN1NJAVZH1tNPscoINv6eY+8ersww7XJOLT+xFv75Ojyf81S7LF8LvYcu1zv3YMlX5RX4yS4Ohkan5W+wtc25UtbuPMjku5nrJH1wQ2LdO/wkJ6LGlmDS+2K8j7mUkw7QMM2MlqN5lt3JZ5XhjzrgFvtdaxIKpKCrA8G3H7MvxWKYWJV2ypVeYo5GTNMw6cr39FoDsWCUTjzPcBsTWCslTc6L7gi6TYjKcj62Fi4lIM2zpGE/pFbHsOcC2H+bO622Pbu8g1yRP3fASmSbjWSgqwPm+nCQarrC6Y3E6gi2n6XL2rOhO3sB5c5NEz5jvrk/b8+vP5rnZ/t7PnW0Khzes7nMMHHtb5EIpJuPZKCrA82KS+IoFO9l3+Y7ptoi7+meRUnQ67Rr4s/+swLdHLNAR99Pjjn+5wv2WCJpCDrgzUxd+l/j/U/W3JbEA0//WWl7+evKsVtnTlMfhJx7uj6zavF+/iL72mM4u0ctkhDXGzDLdMy39UncSHdiqqn/7XJUG0qrv9NcfcZOsCyX/DHCxxX3P1DUXuWiqR7iaQg62OzGWG8f8nY0XvGYtHucaBtyjo5vX4n4bUPf96MRsqx6Nf3ueLctihfrjEhi78ppHxvVLlKfVSeIe45xnwyFWNx9vs0dU/SrQ5vyFh8i6/kC9+3cwMixyBnzYLz5e4R7J0yiKTbiqQg62ODOd9er6+tLiA7fu7eMtgX+6DzN3aiXyO73eWLas2Ii5+yPN1q0iud7/LV/qyInjOq4rIzyOonkoqkW5nSyPqg1k6r/zLb5avfOaW8rSU+mh7O3fPm7S1+LtUnE8T7soWJH65uzQZcKEYrxT79UtCgT+yPRdJtRlIoE3cBAADYCPf6GNrLt2Vkl8rnHsvG71Kf4pruFI9bXWjkjVfNc5E+OXOTzUX8QmuuPthex4qkIinI+pgk5dt1YzZXQHZDb3DZy8Yxn3TC7Y/m5XqjkPeyJsj3Zjqi+84XkVQkBVkfm4vPM2Sehw5dsqhjxr749/7aZIt4H01mwv2fc5jkrDxXp6FWHx/e/MOHcVaOdV/nK97EqDD/W5dqiDF+Sf2PO0Tzc1YkFUlB1se0sgO/EEQ/vFvCMzs1Z8zZXf44XV6xmnAe4HzMV3Zso9/iy+NP8H0t68eLZ+UGZ10ukoKsj32L6/8lFv9IxY1ddOqSqFuFue0ma4Y2XkycihZpmLAD4/XB9ysL3+zZsOuTYcVZGaVXhnKLQLdS7FH3lxQ7rpvaHGmUKh0iqUgKsj5GX9aevwJxXEC2w0W4aF5GdmkMyjkvrh5LkV3L6wEaSZVS7LV2RGdLsb/hoXHKt3wyvNVfLe65TnYmFflGZ9vz5dY2j1CWTyQVSUHWxxDhf5TQcLWR0bpLlm8rB9lcXNl3jDGvbt0OVrjLN0VdvhcTLIo34+zUvXYz62wbKnfP+tJ80XZSz1WKvf4vqXKL74apPUDHiqQiKcj6oPlmZbfNm6iR+qRxI2O788SE75f1GUcnhQUZZH1MpPuDTL0eJMtp5SW9KR75atyZd/TJyxs7p3Mgb77rznZm7HS5WH+Xr2KbvLilz/mSdblIutdIiqwPWsQGBWTvcjiJZrnXoKYUsz1C1qCRExZkj+jYJxFxfg7bAtlE6liRVCQFWR+zpnx7bo/6yHfKG5qTI9zl611a+vUo5NNUL297QbDUzHZEI50vIqnpDbI+eq9ekySfnb59vp0QFS1fDD7DZmWGFwYcNTJqD+JRn8SibC46Lgvzr5dTbh+j51mwqm9jq30iku4hkiLrA9lpEysKyE7Re+7y1ZlR1SdDPnpCrOWJFimnFPlkXHPNAR845Wt4pFtdkG8txR63tdFgiaRzR1JkfVBxub94HXDDBWTflwHIr//1hv4cJh5Ey6+B3XvgrUqxx73d2OEkXbvJiJVJyrVSDZdKsUetCX9fKfYoOTmj5rSPMSqGLxmI5QtdgYO6dQSj5SIskoqkIOtjN7lh/RZ02RLllYe/8K92+1KJEDXuZmJ5I+OeH8/nZuPyonx5wm4054v3yVTlGcJMFElFUmR9cHVti6dHYk7eM7bxB2XWHlzOeU2f7OMho1xjQsb4nVjl8aRa5Rnyyl+dTwei14iseLYzjzypt3N61jpf5u90kVQkBVkfYzvsNtnNL2L1Bg6n8UAW67Tz1dii0+Tu82xnFG1GfvMjlt4HOHr1fJfcYNmznTHNtI/oNqOK59hDLZ4jNEMkFUlB1sf4+l5Ja/4lhNfHvbFHOFoezt3zRin2CodasZhV1RF5ezKMu35tZU2/5X05nn8TSUVSkPUx/IJ2VGvLvklwWvp5s/TLPI2MVmN6/dXtZ7b+Nj9b30dOXwVxkFLsIqlZBLI+xPhBG7OdVT6aHlGeYhpM8aDa8Tdb7igtveQWX9w2Cnk/a4J1Zp6Dev8ouFLsIumUkRRkfXTe+/aJUjFql8TQXRovbt1EzDuXLtQG2NqEv9LOkt9mXDuN8zh9uWbzWqHqdJSeWjF6WfMBUpebxjEal8wWSUVSkPUxuWGeR4lxjvpVAdk8eAyI2adLhbdERvHmVXhdZ5x95UpuOk9OS7F3Xh9ibYnCPMUcb7ym91yybjpfbr+7LZKKpJvP6tm2B10AAACwYe71cb/LV60O63+keOOeLucf+nTJ0psJMcfFv+EfR3lVee/kDkBUfKxxht6Lsm3IK8/l/OJrLNF4PlycDI3PyuKPdLaeWjf2yVu9HbUP6tZxjMbnrEgqkoKsj0lzwXjaGO6tgOzLHfGiv7mugCz3ZoNpb6XY687xWHtCxDhv5ih4GldYGbawulX+fUvPl5k7XSQVSUHWxygh6fyfDXQl69CnM5ZubWeo0PqujGzT+wkl06cPW/wo28jFv65bnvOikeVvXBxu6JPz6Vbl7llfmm+eu3xp5lLsY97li/Yd224aiqR7iqQg66OVYQrI9jjwjRV9jjTLe1yOrv3vuhT7ywOOnS4XQ5Vin//FLeUX4Vz7fJn/zo9IKpKCrI/xFrTXd1QUkL0nMowSzaLC2+pXHPjIAxSTNbLu7u2tPnleGfKsAz7wmjtBONC3IqlIGlNEDWR9MGFo9HawAAAXVElEQVSMj44P1EWh3zNIrErReveTx58G4z/Y+a4nI7UrLR3LRiEf/c28/TVhd/ne1AcVz3X5lGIXSeeOpCDrY0/JZ48CsrGdfmy7D4uaM2HcRlafiy1KS8eF/5/H6cueO+moeXpOsA73Gn2l2EXSHUZSkPWx4xxQF9zReQd9MOeMiq4fd/ZhTo+o4VTVmSIpyPpgE97Y2L5RNIwaecHgj/O9a17FyZD75Vv5dIuYz7ZiP892Oufv6ZbbF89ssERSQNZHWb0LyEa8fL91gw99/rh43s6WLyDbI6Q9vVS6TTfG3SOezob/0kUaDjc0rv3IHR/tIe44xqMkLZ+7m/fGu+bPvjOz4oNzb0yG1LgUe9Sc+a3LhZcrxV694Yd7ByvaRA2RVCQFWR8zu1BAtv3X4ZuurWuP7HkzuvCVGp3f1D1uP67cdO6oFHuuN24lS7G3HJEVt/jyyJO61xwd5ZctOlkm7/T3U1UkFUlB1sfI8Wrfh7yBr2hHzDtjzlRji36N7HOX76S1hZtxevl/ZR32Vr1yUyn2lktYzHCS3tgnE78itXvLY68Jgkhq74Wsj7mMUUA2mh/0qsdRJgm/zQ7n7knTpBT7+rf/dRm4kmfgw9Wt2YCrxNXJ0Kr3trIUVCjFzshhVCSdNZKCrA9YmajMcK+jcdieowJ7s+Rz2ffVTj/a5qfkeTpm00LH3tt1oQ67SLq9SIqsD5gof9Ane2lkNk8ARFJkfTDqKtvtSm1sbYWf59nOkaZB2657szPjubp0r5fVXxqFvJc1YXOza/Oxo+vjvUNNVJFUJEXWB1Pke22/CL/iOY6xC7O+rxvbKEpF/Zlw/4dMUUv33ISPepuns+fX+z98aDvapTavFRaNqDD5W+/FD4U7PHqcC4sO1Fs3RFKRFFkfcM2KArKuxi3suHJb/HG6vGI14Zz6H/iCQhGDFmmo1r7sJO3SJ5OXYt9tlBBJzRhkfcyo5MWnd8v92Y3y66uSVT792sFF3SrMbZOSGdp4MXEqXYp9tg48qv8bPU/6No+HvVGKfU2RhnL9FXUWgdal2Esn2NGyzbHmh8bo2Isl0KPG+SKSiqQg66Oo1leeolsZ2as3N/LzHZAsEjRKANKolz7L3+KruCnKzzfvYs3fH+K7SSue6sw1F4dZV++YrU9uHccBluSID0XXj0uxd5hJIinI+mCwvfLJhclWYSBexurlPzB2lJqwjOz5GzvRr50d33zw7n+jRh320064Mp/Pp1vRdH1Yf5ev9mSJSU7P0qXYY9TFJLp0bP8kSyQVSUHWx2RONhnNr02uWtynuDAZbb8cf8c17Le3+EUvjsfC6dh35JZ8m65cD4xVkH2oUuzzf7OmfCn2PF6bRzPSK0NF0h1FUnjpQRcAAABsmHt9UM/RYz252yW7d98pGeFJp3FHZ1iHk6Hs1ifPNw3ylAM+9GSc4v3+OvbWrouj7/Ihkm4mkiLrg+n3GQrI3idvaDJ0b0B+7odRSkvn0x1J3tHisJd8b/og0u98GWSWiqQiKcj6mCvla/sA/QxfJl9zOIe2Ly6PypOhVCPHH+DXjaxeWvqoT96fdA9X9iDRcWVIHVaGnaV8SrH3mxwiqUgKsj52lO/1cbWAbIv38s8bP/LW5kO3yZAr9eviT4/TP8o1B3z0yeCye4c+yQZLJBVJQdbH5AHp3Irf4wJtvFxfby4gG+P071v/OlggvF6KPWo0ctiXdr6um7yuAbFy13CtT+LCDjJqTfjrk6HZnixqftakpdijQSNvWlej8SIci/57VO9BkVQkBVkfs2eDTbdE+Wh/vLCAbF5Xz7pP8tBsc5nrTYaCv75CQeryF6pfl2eIO48xn0zFw+I+ebiQAERqPqe7lGLfynX2WfqkRFXuYUqxn9RhTy0rT4ikIinI+hjLHQW4Ci/pTZf16juONOMXD2qWYl/fJ51v8VVqRtzQJxfu8o22Mkz1Da6IwRsZHW5FlvjEEdbwHt8XFklFUpD1waKIua3DETzm7ZaoP7Fju1PFzDftHY1IaiBB1sdo8eHFtcneXzp/eiP+tgJWNO6/epMhb7v3ah1qxaeh8pgrgyejSnRLqCExVfYjkoqkIOuD/YmWr+SeJbQfphi5oo935iJ90uXBzn2cp0qxb61jj/pNKXaRdHORFFkfbGOfsb1r29N+73y/kyGf9MON733I9UYh721lsM5MFESUYhdJRVKQ9TFVytfw+9Nx518d8tXSLaJUNJoMMWIj63TmycvBo9nYxfWtR4ywMqzsw4pzPO49SXvNqzs7PBrMxls7Nhp3rEgqkm52LiHrg2Ybu9br4NICsnnwBXr6urFnN515mD6pVk343B2Kinct4mIbIrcd8FIpX6p0ek5/8X2OPolK51C3XhdJRdIdrTLI+uBcKLpccLntIvuykm8s/5kYv68nmg+VS7FP2HuROs+xuDXdqjcZVuzMoujKUHQj2K0Ue6wdiFYb4BKvkH15vkTjjj33XyqXYhdJRdKFiyfI+phgERv7Mz2GwXQnQV7zG7P+Mocma2TodZEUkPUxReTvd0Vt+Q435zzWw0M7mAzDdvZUV1XzmqxvnNe+r2xD7rYyDD3y+qTdXH2KDydv7GwXNURSQNbHuDvmF1Gq7Sv142WsXmKGN/6/23e0C/xRazJE2UbGmg7sM3KvHlEr3Iw49wxk3LJ9jHYrQ1r6bGc0nNRx9+nZdi6VyhmqNPxQbLDadexY8UEkFUkvLZ4g62OgZC8NcCchr90uTLCoRuu8JZeZD7suxf7ymId/6CnXXxy6l2Kf/8Ut5fK9zfTJtKeGSCqSrlo8narI+qBabBgkmj29/mSma5OtGhmTNbLuIL7VJ8/bxzzlaI8+GWd5xb+OvbHrlGIXSTcaSZH1wexbjTINGCZWTXVtstVkGP/Bznc9GR/6ocW3XWLBKJy57Zh3sjLsI9mbKEzkN+aJUuwiqUi61cUTWR9bTPl6vWB6W3vKEb7ZMlCgmu1WZItKFXHyvws2HdFxZUjTrwzDb8J6lGIv0baItg2b4j6tSCqSgqyPCfYZTVervKB5U30xuu21yVx7MgwUUytPhtf3KarftXjdJ+9uML76Dkg+O7q558rQmkf0BukT3zMUSUVSKR/NPOgCAACADXOvj7ucvc4XEW3f2vz8BvN4vomx9HpY3FDcrOFhHdYcS5FuvGsaPPXUyUXfKPlY4+GGxrUfueOjPcQdP350ay6vK88QZ9+ZWfHBuUWTocxZWWRSxz2H2m1GrR+LIkd8w+n5vg3XJ0O07Ni4Y7GJNueLSCqSVoukyPqgWAzrsCytDSYrC8ju4zmjXGMyTNCJ5R9PyvW216t+9ZUyCbnD4tB6Hmbn5pB98mqDO2Ige2pYr1LsIqmzdbpIiqyPHaxvNxfgKrYivlgGN/DUe+tgH9Unw47u8h2KNiNf+4jD4p6IOgNedmU4tF847soJGjWydCn2Ho1cMRn6v6yyz+0UkVQkbRJJkfXB3WtT1y8ZbyhQddn95GLT4NJk2FEp9jzo72o2HHeVlnYR++4+Ge19D28nM3kjvd7pfBFJRVKQ9cHMwUnd2Okaebmd/epVnNk+ulQ89QWFCVO+ifr26I6KUuwi6eaCFMj62MJWIza06ratJpSnmAyx6uO7DVw+6YQbvwGUFwxM3DYKeV8rw47yvS2EiRFSPpFUJN1sJAVZH4XXprbX2FZ8Wgzeic9Bd9bSsWcmQ7Qb3f57i6PRjJYzfkEp9ui+MrSdkFHhs1pvwlbP/2vfl+vZyJG2sBOVYhdJRVK3EpH1Md0+WKvmbp5uGaeRcfkPs4E2+bXTBBBJAVkfFZbY3ldw84K2PX1D2tc0FnZcucmQx5uotYo09D3wfH23M/qznXn8Cb6FkzR3PfvGH6Bx+kckFUk3tZoh62MrGr5v/dUjMMULyHZMStL4jbxWTfhkgNo2rv8IlmxDXvltxtbvfF80GRqfldM/1Vm0FHut8/FMIxeVlu69vK4PX9H8fBFJRVJFGpD1wcmOeNFfy8/1rF0oaxXD0rCX8HOecI6XKcXecTIUOI0rrAzTL22T9MngK8P71p2UYo9mze17woqkIimyPli3UnX4nKU3E+ZY6Ru2tsCnnL82GTXaGWs6sNfMf35xS+FmxIVXtsS67WP9vllfWrr0hI9qcz6i9VwqlTN0enFL/zrjyzuix42rCzd2oluXiKQbj6Qg62PSrO/dpa91FZ9nWEHj0PoTb72E2LCA7OKB67uzzLXf1VngRKt0wfiO0tLhK3z398mSDs8tpmXjlWHWaXOti6L1gYuku4ikIOtDjjrCAhsjvPhxv1cQSrSzWT2oWLD7z7P25biDrBT7Jkc1XiTadtci6VaDFMj64HjVzsO0BNmpeQKIpFZIkPUhxmxsbW98kTKXbXvsqOsudGZE9H3BwYtROPP2l9yhGU7M3S/T7pGO3gyRVCRF1gcDp3snG9rJQ1TTbyCUftFKlSg1wzvBjxoZtTdPR33yfs48XNmDNH43RMddS9Q5PadOq2Lgtk0/OYr3T9t1TyTdfiQFWR/zW1FAllXdt61A1WIy5Br9uvijz3ztP9cc8NEng3N+kD6xhZ39fBFJRVJkfdA6Mj7/T/7wJ7H4B6/8Sbdof3J09fuwQuJU9NXSN73CrkOkjJPJuaqKbqzcNcRbfRIXdgxRa8Jfnww1p+L63zRLKfZCe8Ro2siIDzem7niDa415Ekv/e9TtwWvnS8sgJZLuJJKCrI+Z5fT6nYTXVsacn++ALHq7dO51Kbzp5rLGK9vLF5At3xsVrlLH8R22uOcY88lUjMW//eHCDjtS8zm9eJdf8luPW7kBMUufLN39F1oZqpVAiQ9dflyKPbc8X6J5eQaRdCeRFGR9TLsjehGrN3A4jb9IUeyDahaQXd8nnW/xVWpG3NAbF+7yVd75rL6xM9U7TmP00zM63IqMcpOh9Gqw9tePUopdJBVJqz4vA7I+5pNTytt6h140PZy7rxy+vWXJpfpk6JTvuZG56Ky+0g9jFWG/e/8aLmLf3ycxyPWOiitD9QPsVYq99xe3RNI9RFJY7UEXAAAAbJh7fVBB0zdKp0ke9jhMMXJFH+/MN37c8YfHfKM9x3mquNwmR/XDK5ey2yoiqUgKz9zrY6nv+pG/32LNVfH5Nrl89dj+pdi7NCC/6sz7+iHfPzCXPj23rcO+wVLs0qrNZaSDTNQB2iCSbj2S/t7/shAh66PmXPmBL5z+4Xf+x78vFaQW3vZI6XDyz0ivlo7D0+XJFtvKWq+GO3Nz6a4POcxwefLcXDrUK8V+duoervRVj7dTrPs6X/Hz8a1Dvqk7Wud7ccP8v16KPSpNyDZb2CixJkSf82H12LUNUiLpTiLpb/4nm1Ju4AlPFmd93/f5M4va//ntUr//agHZD1+P9szOkl4russfp8uPJ0PlzhygFHvP9qze4ucp5vj0J+k4pdjzjnq9wvnS9sBF0u1E0t/4dyml9P0/beiQ9VEn6/vUZ8+sa9/4b7euiK//39ICssM/tTLDczVDF5Dt/Fhp6jzHovX2sWgp9ijYA2v/20jz6pY+eau3o3YjS02G2vPkWhdF9b5b0EXRZcUQSfcVSb/+yyml9H0/bmvKup28LmCh/IlPP/zg8YWl73z1X9/+C9/9Eylfe6V5zjk//VWXJ1vEsPTiG2mjdXl+mg01d1HFnvfJK9fYh3f/TPXdpHg+h4tVaxh27q2YQ3P0ydK5fvre+fUtiZrP0b2vxp7f//PUunz5n4rnS7R8AFUk3V0k/ZUvpf/3zZRS+uw/1NvI+qjloy9++Xh1+9avH37za7fsNNLy5/VjgmuT746lacXnez/rYgHZKNvIGLIDz3Vm1CjFHmv75Hy6VfkMuKkUe4z+Fb6Xs6vdRIqbGhjVTvTV7axQij0qTo6BSrG3DVUi6T4j6dd/Of3PX0gppR/75+l7PmNfiqyPaqHuE5/+6B/8/NEffvsX/9n46/Is8WNzpuiTqo2M7c4TE96EH+DjwuiLpLtZWH7tF9Kv/ouUUvrk59Kf+kf6BVkfdX3XD/2toxIOh//+i7//lZ9blz2mlFddzJvicZTG96nu6JOXD0nGs56d3f2Bxhkedqo0Lm9PhusNyhMc48jjdLXDW/bJkpUh7+bUKHy+VDpwkXQ/kfRXvpT+45fS73w1fc8Ppr/xr9KDF3OwmknDah998cvf/oEvfPvn/3FK6eGP/NDHPv5/H/7LP03/+5fSj/yT9L2fbdWKwyjR7P3bpVt93gxzZM47HnUH8c3nF58+Os864DaRNzbN6BboN6XYRdLNRtJf+zfpG/85ffNr6Xe+lr7zeyml9P0/nX7qy+njnzZ3ueVShaizmciXUvrGt343pfQHP/7xj777Y9U//be+mv7tF/M3f9VAAADU9ZM/l/7Ezzb4nN/+1u8eIj7x8T/w0ceeNpN1X6JGK+71cesFg0/9yfT3vpK+/h/Sb30l/cYvpf/6L/UJAEAxn/xc+qM/kf7wj6bP/Ez62Cf0B3dt3d3rm1ffe30AAGyMe31b5W0uAAAAsj4AAABkfQAAAMj6AAAAkPUBAAAg6wMAAEDWBwAAIOsDAABA1gcAAICsDwAAAFkfAAAAsj4AAABkfQAAAMj6AAAAZH0AAADI+gAAAJD1AQAAIOsDAABA1gcAAICsDwAAAFkfAACArA8AAABZHwAAALI+AAAAZH0AAADI+gAAAJD1AQAAIOsDAACQ9QEAACDrAwAAQNYHAACArA8AAABZHwAAALI+AAAAWR8AAACyPgAAAGR9AAAAyPoAAACQ9QEAACDrAwAAQNYHAAAg6wMAAEDWBwAAgKwPAAAAWR8AAACyPgAAAGR9AAAAyPoAAABkfQAAAMj6AAAAkPUBAAAg6wMAAEDWBwAAgKwPAAAAWR8AAICsDwAAAFkfAAAAsj4AAABkfQAAAMj6AAAAkPUBAAAg6wMAAJD1AQAAIOsDAABA1gcAAICsDwAAAFkfAAAAsj4AAABZHwAAALI+AAAA5vOoC+aVc9YJAAAU3mSmbJ+5tTGNCL0AAACwVZ7wBAAAkPUBAAAg6wMAAEDWBwAAgKwPAAAAWR8AAACyPgAAAFkfAAAAsj4AAABkfQAAAMj6AAAAkPUBAAAg6wMAAEDWBwAAIOsDAABA1gcAAICsDwAAAFkfAAAAsj4AAABkfQAAAMj6AAAAZH0AAADI+gAAAJD1AQAAIOsDAABA1gcAAICsDwAAAFkfAACArA8AAABZHwAAALI+AAAAZH0AAADI+gAAAJD1AQAAyPoAAACQ9QEAACDrAwAAQNYHAACArA8AAABZHwAAALI+AAAAWR8AAACyPgAAAGR9AAAAyPoAAACQ9QEAACDrAwAAQNYHAAAg6wMAAEDWBwAAgKwPAAAAWR8AAACyPgAAAGR9AAAAyPoAAABkfQAAAMj6AAAAkPUBAAAg6wMAAEDWBwAAgKwPAAAAWR8AAICsDwAAAFkfAAAAsj4AAABkfQAAAMj6AAAAkPUBAADI+gAAAJD1AQAAIOsDAABA1gcAAICsDwAAAFkfAAAAsj4AAABZHwAAALI+AAAAZH0AAADI+gAAAJD1AQAAIOsDAABA1gcAACDrAwAAQNYHAACArA8AAABZHwAAALI+AAAAZH0AAADI+gAAAGR9AAAAyPoAAACQ9QEAACDrAwAAQNYHAACArA8AAABZHwAAgKwPAAAAWR8AAACyPgAAAGR9AAAAyPoAAACQ9QEAAMj6AAAAkPUBAAAg6wMAAEDWBwAAgKwPAAAAWR8AAAAXZF0AwKY9fO9jSimliIg/9pjSX35M6cceU/rxx5T+/GNK3/3rKf3EY0o/9ZjSFx5T+jOPKf25x5T+6mNKP/mY0l95TOnzjyn9xceUfuYxpT/9mNJff0zp7z6m9DcfU/prjyn98ceU/sJjSp9PKX0upfTJx5T+0GNKn/pMSn/nMaW/9JjSD6eUfvQxpb/9mNKffXzXHgBo4v8DNuzHkZYtL2sAAAAASUVORK5CYII=&quot;/><div class=&quot;c x1 y15 w3 h9&quot;><div class=&quot;t m0 x7 h6 y1c ff4 fs3 fca sc0 ls14 ws1c&quot;>2.Какработаетбиткоин</div><div class=&quot;t m0 xa ha y1d ff4 fs5 fc8 sc0 ls14 ws19&quot;>Чтотакоебиткоин?</div><div class=&quot;t m0 xc hb y1e ff4 fs2 fc9 sc0 ls14 ws1a&quot;>Биткоин—этопростокомпьютернаяпрограмма.<span class=&quot;fc7&quot;>Выможетеска<span class=&quot;_ _1&quot;></span>чатьееи</span></div><div class=&quot;t m0 xc hb y1f ff4 fs2 fc7 sc0 ls14 ws1a&quot;>запуститьнасвоемкомпьютере.</div><div class=&quot;t m0 xa h7 y20 ff5 fs2 fc7 sc0 ls14 ws1d&quot;>Когда<span class=&quot;_&quot;> </span>вы<span class=&quot;_&quot;> </span>запускаете<span class=&quot;_&quot;> </span>программу<span class=&quot;_&quot;> </span>в<span class=&quot;_&quot;> </span>первый<span class=&quot;_&quot;> </span>раз,<span class=&quot;_&quot;> </span>она<span class=&quot;_&quot;> </span>подключится<span class=&quot;_&quot;> </span>к<span class=&quot;_&quot;> </span>др<span class=&quot;_ _1&quot;></span>угим<span class=&quot;_&quot;> </span>компьютерам,</div><div class=&quot;t m0 xa h7 y21 ff5 fs2 fc7 sc0 ls14 ws1e&quot;>работающим<span class=&quot;_&quot;> </span>с<span class=&quot;_&quot;> </span>той<span class=&quot;_&quot;> </span>же<span class=&quot;_&quot;> </span>программой,<span class=&quot;_&quot;> </span>и<span class=&quot;_&quot;> </span>они<span class=&quot;_&quot;> </span>начнут<span class=&quot;_&quot;> </span>делиться<span class=&quot;_&quot;> </span>с<span class=&quot;_&quot;> </span>вами<span class=&quot;_&quot;> </span>файлом.<span class=&quot;_ _1&quot;></span><span class=&quot;_&quot;> </span>Этот<span class=&quot;_&quot;> </span>файл</div><div class=&quot;t m0 xa h7 y22 ff5 fs2 fc7 sc0 ls14 ws1b&quot;>называется<span class=&quot;ff4 fc9 ws1a&quot;>блокчейн</span>—этобольшойсписоктранз<span class=&quot;_ _1&quot;></span>акций.</div><div class=&quot;t m0 xa ha y23 ff4 fs5 fc8 sc0 ls14 ws19&quot;>Решениепроблемыдвойнойтраты</div><div class=&quot;t m0 xa h7 y24 ff5 fs2 fc7 sc0 ls14 ws1f&quot;>До<span class=&quot;_&quot;> </span>биткоина<span class=&quot;_&quot;> </span>главной<span class=&quot;_&quot;> </span>проблемой<span class=&quot;_&quot;> </span>цифровых<span class=&quot;_&quot;> </span>денег<span class=&quot;_&quot;> </span>была<span class=&quot;_&quot;> </span><span class=&quot;ff4 fc9 ws20&quot;>&quot;двойная<span class=&quot;_&quot;> </span>тра<span class=&quot;_ _1&quot;></span>та&quot;<span class=&quot;ff5 fc7 ws1f&quot;><span class=&quot;_&quot;> </span>—<span class=&quot;_&quot;> </span>возможность</span></span></div><div class=&quot;t m0 xa h7 y25 ff5 fs2 fc7 sc0 ls14 ws1b&quot;>потратитьоднуитужецифровуюмонетудважды.</div><div class=&quot;t m0 xc h8 yb ff4 fs4 fcb sc0 ls14 ws21&quot;>Биткоинрешаетэтупроблемучерезмайнинг:</div><div class=&quot;t m0 xb h7 y26 ff5 fs2 fc7 sc0 ls14 ws22&quot;>1.<span class=&quot;_&quot;> </span><span class=&quot;ff4 fc9 ws1a&quot;>Сбортранзакций:</span><span class=&quot;ws1b&quot;>Узлысобираютновыетранзакц<span class=&quot;_ _1&quot;></span>иивпулпамяти</span></div><div class=&quot;t m0 xb h7 y27 ff5 fs2 fc7 sc0 ls14 ws22&quot;>2.<span class=&quot;_&quot;> </span><span class=&quot;ff4 fc9 ws1a&quot;>Созданиеблока:</span><span class=&quot;ws1b&quot;>Майнерыгруппируюттранзак<span class=&quot;_ _1&quot;></span>циивблоки</span></div><div class=&quot;t m0 xb h7 y28 ff5 fs2 fc7 sc0 ls14 ws22&quot;>3.<span class=&quot;_&quot;> </span><span class=&quot;ff4 fc9 ws1a&quot;>Доказательствоработы:</span><span class=&quot;ws1b&quot;>Майнерысоревнуютсяврешен<span class=&quot;_ _1&quot;></span>иикриптографической</span></div><div class=&quot;t m0 xd h7 y29 ff5 fs2 fc7 sc0 ls14 ws1b&quot;>задачи</div><div class=&quot;t m0 xb h7 y2a ff5 fs2 fc7 sc0 ls14 ws22&quot;>4.<span class=&quot;_&quot;> </span><span class=&quot;ff4 fc9 ws1a&quot;>Добавлениевблокчейн:</span><span class=&quot;ws1b&quot;>Победившиймайнердобавляетблок<span class=&quot;_ _1&quot;></span>вцепь</span></div><div class=&quot;t m0 xa ha y2b ff4 fs5 fc8 sc0 ls14 ws19&quot;>Какработаетмайнинг</div><div class=&quot;t m0 xa h7 y2c ff5 fs2 fc7 sc0 ls14 ws1b&quot;>Майнинг—этопроцессдобавленияновыхблоковтр<span class=&quot;_ _1&quot;></span>анзакцийвблокчейн:</div><div class=&quot;t m0 x7 h8 y2d ff4 fs4 fcb sc0 ls14 ws21&quot;>Процессмайнинга:</div><div class=&quot;t m0 xe h7 y2e ff5 fs2 fc7 sc0 ls14 ws22&quot;>1.<span class=&quot;_&quot;> </span>Майнерсобираеттранзакциивблок</div><div class=&quot;t m0 xe h7 y2f ff5 fs2 fc7 sc0 ls14 ws22&quot;>2.<span class=&quot;_&quot;> </span>Пропускаетблокчерезхеш-функцию</div><div class=&quot;t m0 xe h7 y30 ff5 fs2 fc7 sc0 ls14 ws22&quot;>3.<span class=&quot;_&quot;> </span>Ищетхешнижецелевогозначения</div><div class=&quot;t m0 xe h7 y31 ff5 fs2 fc7 sc0 ls14 ws22&quot;>4.<span class=&quot;_&quot;> </span>Приуспехе—добавляетблоквблокчейн</div><div class=&quot;t m0 xa h8 y32 ff4 fs4 fcb sc0 ls14 ws21&quot;>Зачемнуженмайнинг:</div></div></div><div class=&quot;pi&quot; data-data=&#x27;{&quot;ctm&quot;:[1.000000,0.000000,0.000000,1.000000,0.000000,0.000000]}&#x27;></div></div> <div id=&quot;pf4&quot; class=&quot;pf w0 h0&quot; data-page-no=&quot;4&quot;><div class=&quot;pc pc4 w0 h0&quot;><img class=&quot;bi x0 y0 w1 h1&quot; alt=&quot;&quot; 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&quot;/><div class=&quot;c x1 y15 w3 h9&quot;><div class=&quot;t m0 xb h7 y33 ff5 fs2 fc7 sc0 ls14 ws1b&quot;>Предотвращаетконфликтующиетранзакции</div><div class=&quot;t m0 xb h7 y34 ff5 fs2 fc7 sc0 ls14 ws1b&quot;>Обеспечиваетдецентрализацию</div><div class=&quot;t m0 xb h7 y35 ff5 fs2 fc7 sc0 ls14 ws1b&quot;>Защищаетотизмененияисториитранзакций</div><div class=&quot;t m0 xa ha y36 ff4 fs5 fc8 sc0 ls14 ws19&quot;>Откудаберутсяновыебиткоины</div><div class=&quot;t m0 xa h7 y37 ff5 fs2 fc7 sc0 ls14 ws23&quot;>Каждый<span class=&quot;_&quot;> </span>новый<span class=&quot;_&quot;> </span>блок<span class=&quot;_&quot;> </span>содержит<span class=&quot;_&quot;> </span><span class=&quot;ff4 fc9 ws24&quot;>вознаграждение<span class=&quot;_&quot;> </span>за<span class=&quot;_&quot;> </span>блок</span><span class=&quot;_&quot;> </span>—<span class=&quot;_&quot;> </span>новые<span class=&quot;_&quot;> </span>биткоины,<span class=&quot;_ _1&quot;></span><span class=&quot;_&quot;> </span>которые</div><div class=&quot;t m0 xa h7 y38 ff5 fs2 fc7 sc0 ls14 ws1b&quot;>получаетмайнер.Этоединственныйспособсоз<span class=&quot;_ _1&quot;></span>данияновыхбиткоиноввсистеме.</div><div class=&quot;t m0 xa ha y39 ff4 fs5 fc8 sc0 ls14 ws19&quot;>Какработаюттранзакции</div><div class=&quot;t m0 xa h7 y3a ff5 fs2 fc7 sc0 ls14 ws1b&quot;>Представьтеблокчейнкакхранилищесейфовыхячеек(выходов):</div><div class=&quot;t m0 xf h7 y3b ff5 fs2 fc7 sc0 ls14 ws22&quot;>1.<span class=&quot;_&quot;> </span><span class=&quot;ff4 fc9 ws1a&quot;>Разблокировка:</span><span class=&quot;ws1b&quot;>Вывыбираетевыходы,которыеможет<span class=&quot;_ _1&quot;></span>еразблокировать</span></div><div class=&quot;t m0 xf h7 y3c ff5 fs2 fc7 sc0 ls14 ws22&quot;>2.<span class=&quot;_&quot;> </span><span class=&quot;ff4 fc9 ws1a&quot;>Созданиеновыхвыходов:</span><span class=&quot;ws1b&quot;>Создаетеновые&quot;сейфы&quot;дляпо<span class=&quot;_ _1&quot;></span>лучателей</span></div><div class=&quot;t m0 xf h7 y3d ff5 fs2 fc7 sc0 ls14 ws22&quot;>3.<span class=&quot;_&quot;> </span><span class=&quot;ff4 fc9 ws1a&quot;>Цифроваяподпись:</span><span class=&quot;ws1b&quot;>Доказываетеправонаразблокировкус<span class=&quot;_ _1&quot;></span>помощьюприватногоключа</span></div></div></div><div class=&quot;pi&quot; data-data=&#x27;{&quot;ctm&quot;:[1.000000,0.000000,0.000000,1.000000,0.000000,0.000000]}&#x27;></div></div> <div id=&quot;pf5&quot; class=&quot;pf w0 h0&quot; data-page-no=&quot;5&quot;><div class=&quot;pc pc5 w0 h0&quot;><img class=&quot;bi x0 y0 w1 h1&quot; alt=&quot;&quot; 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&quot;/><div class=&quot;c x1 y15 w3 h9&quot;><div class=&quot;t m0 x7 h6 y3e ff4 fs3 fca sc0 ls14 ws1c&quot;>3.Биткоин-кошельки</div><div class=&quot;t m0 xa ha y3f ff4 fs5 fc8 sc0 ls14 ws19&quot;>Чтотакоекошелек?</div><div class=&quot;t m0 xc hb y40 ff4 fs2 fc9 sc0 ls14 ws1a&quot;>Биткоин-кошелек—этопрограмма,котораяуправляетключами<span class=&quot;_ _1&quot;></span>дляотправкии</div><div class=&quot;t m0 xc hb y41 ff4 fs2 fc9 sc0 ls14 ws1a&quot;>получениябиткоинов.</div><div class=&quot;t m0 xa h8 y42 ff4 fs4 fcb sc0 ls14 ws21&quot;>Основныефункциикошелька:</div><div class=&quot;t m0 xf h7 y43 ff5 fs2 fc7 sc0 ls14 ws22&quot;>1.<span class=&quot;_&quot;> </span>Управляетадресамидляполучениябиткоинов</div><div class=&quot;t m0 xf h7 y44 ff5 fs2 fc7 sc0 ls14 ws22&quot;>2.<span class=&quot;_&quot;> </span>Управляетприватнымиключамидляотправкибиткоин<span class=&quot;_ _1&quot;></span>ов</div><div class=&quot;t m0 xf h7 y45 ff5 fs2 fc7 sc0 ls14 ws22&quot;>3.<span class=&quot;_&quot;> </span>Создаеттранзакциииотправляетихвсеть</div><div class=&quot;t m0 xa ha y46 ff4 fs5 fc8 sc0 ls14 ws19&quot;>Лучшиекошельки</div><div class=&quot;t m0 xa h8 y47 ff4 fs4 fcb sc0 ls14 ws21&quot;>Десктопныекошельки(Рекомендуетсядляначинающих)</div></div><div class=&quot;c x10 y48 w4 hc&quot;><div class=&quot;t m0 x11 hb y49 ff4 fs2 fcc sc0 ls14 ws25&quot;>Кошелек<span class=&quot;_&quot;> </span>Уровень<span class=&quot;_ _2&quot;> </span>ОС<span class=&quot;_ _3&quot;> </span>Годвыпуска</div><div class=&quot;t m0 x11 h7 y4a ff4 fs2 fc9 sc0 ls14 ws26&quot;>Electrum<span class=&quot;_&quot;> </span><span class=&quot;ff5 fc7 ws27&quot;>Начинающий/Средний<span class=&quot;_ _4&quot;> </span>Linux/Windows/Mac<span class=&quot;_&quot;> </span>2011</span></div><div class=&quot;t m0 x11 h7 y4b ff4 fs2 fc9 sc0 ls14 ws28&quot;>SparrowWallet<span class=&quot;_&quot;> </span><span class=&quot;ff5 fc7 ws27&quot;>Продвинутый<span class=&quot;_ _5&quot;> </span>Linux/Windows/Mac<span class=&quot;_&quot;> </span>2020</span></div></div><div class=&quot;c x1 y15 w3 h9&quot;><div class=&quot;t m0 x7 h7 y4c ff4 fs2 fc9 sc0 ls14 ws1a&quot;>Рекомендация:<span class=&quot;ff5 fc7 ws1b&quot;>Electrum—отличныйвыбордляначин<span class=&quot;_ _1&quot;></span>ающих.</span></div><div class=&quot;t m0 xa h8 y4d ff4 fs4 fcb sc0 ls14 ws21&quot;>Мобильныекошельки</div></div><div class=&quot;c x10 y4e w4 hd&quot;><div class=&quot;t m0 x11 hb y4f ff4 fs2 fcc sc0 ls14 ws29&quot;>Кошелек<span class=&quot;_ _6&quot;> </span>Уровень<span class=&quot;_&quot;> </span>ОС<span class=&quot;_ _7&quot;> </span>Годвыпуска</div><div class=&quot;t m0 x11 h7 y50 ff4 fs2 fc9 sc0 ls14 ws2a&quot;>BlueWallet<span class=&quot;_&quot;> </span><span class=&quot;ff5 fc7 ws2b&quot;>Начинающий<span class=&quot;_ _8&quot;> </span>iOS/Android<span class=&quot;_&quot;> </span>2018</span></div><div class=&quot;t m0 x11 h7 y4a ff4 fs2 fc9 sc0 ls14 ws2c&quot;>BlockstreamGreen<span class=&quot;_&quot;> </span><span class=&quot;ff5 fc7 ws2b&quot;>Начинающий<span class=&quot;_ _8&quot;> </span>iOS/Android<span class=&quot;_&quot;> </span>2020</span></div><div class=&quot;t m0 x11 h7 y4b ff4 fs2 fc9 sc0 ls14 ws2d&quot;>Mycelium<span class=&quot;_&quot;> </span><span class=&quot;ff5 fc7 ws2e&quot;>Средний<span class=&quot;_ _9&quot;> </span>Android<span class=&quot;_&quot;> </span>2012</span></div></div><div class=&quot;c x1 y15 w3 h9&quot;><div class=&quot;t m0 xa h8 y51 ff4 fs4 fcb sc0 ls14 ws21&quot;>Аппаратныекошельки(Максимальнаябезопасность)</div></div><div class=&quot;c x10 y15 w4 he&quot;><div class=&quot;t m0 x11 hb y52 ff4 fs2 fcc sc0 ls14 ws2f&quot;>Кошелек<span class=&quot;_&quot;> </span>Уровень</div></div></div><div class=&quot;pi&quot; data-data=&#x27;{&quot;ctm&quot;:[1.000000,0.000000,0.000000,1.000000,0.000000,0.000000]}&#x27;></div></div> <div id=&quot;pf6&quot; class=&quot;pf w0 h0&quot; data-page-no=&quot;6&quot;><div class=&quot;pc pc6 w0 h0&quot;><img class=&quot;bi x0 y0 w1 h1&quot; alt=&quot;&quot; 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class=&quot;c x10 y53 w4 hf&quot;><div class=&quot;t m0 x12 hb y54 ff4 fs2 fcc sc0 ls14 ws1a&quot;>Годвыпуска</div><div class=&quot;t m0 x11 h7 y55 ff4 fs2 fc9 sc0 ls14 ws30&quot;>Trezor<span class=&quot;_&quot;> </span><span class=&quot;ff5 fc7 ws31&quot;>Начинающий<span class=&quot;_&quot;> </span>2014</span></div><div class=&quot;t m0 x11 h7 y56 ff4 fs2 fc9 sc0 ls14 ws32&quot;>Coldcard<span class=&quot;_&quot;> </span><span class=&quot;ff5 fc7 ws33&quot;>Продвинутый<span class=&quot;_&quot;> </span>2018</span></div></div><div class=&quot;c x1 y15 w3 h9&quot;><div class=&quot;t m0 xa ha y57 ff4 fs5 fc8 sc0 ls14 ws19&quot;>Настройкакошелька</div><div class=&quot;t m0 xc h8 y58 ff4 fs4 fcb sc0 ls14 ws21&quot;>Процесснастройкисостоитиздвухпростыхшагов:</div><div class=&quot;t m0 xc h8 y59 ff4 fs4 fcb sc0 ls14 ws21&quot;>1.Скачатьиустановить</div><div class=&quot;t m0 xd h7 y5a ff5 fs2 fc7 sc0 ls14 ws1b&quot;>Скачивайтекошелек<span class=&quot;ff4 fc9 ws1a&quot;>толькософициальногосайта</span></div><div class=&quot;t m0 xd h7 y5b ff5 fs2 fc7 sc0 ls14 ws1b&quot;>ПроверяйтеURLсайта</div><div class=&quot;t m0 xd h7 y5c ff5 fs2 fc7 sc0 ls14 ws1b&quot;>Можнопроверитьподписидлядополнительнойбезопасн<span class=&quot;_ _1&quot;></span>ости</div><div class=&quot;t m0 xc h8 y5d ff4 fs4 fcb sc0 ls14 ws21&quot;>2.Записатьсид-фразу</div><div class=&quot;t m0 xc hb y5e ff4 fs2 fc9 sc0 ls14 ws1a&quot;>Самыйважныйшаг!</div><div class=&quot;t m0 xd h7 y5f ff5 fs2 fc7 sc0 ls14 ws1b&quot;>Кошелексгенерирует<span class=&quot;ff4 fc9 ws1a&quot;>12или24слова</span></div><div class=&quot;t m0 xd hb y60 ff4 fs2 fc9 sc0 ls14 ws1a&quot;>Запишитеихнабумаге</div><div class=&quot;t m0 xd h7 y61 ff5 fs2 fc7 sc0 ls14 ws1b&quot;>Хранитевбезопасномместе</div><div class=&quot;t m0 xd hb y62 ff4 fs2 fc9 sc0 ls14 ws1a&quot;>Никогданесохраняйтевцифровомвиде</div></div><div class=&quot;c x10 y63 w4 h10&quot;><div class=&quot;t m0 x13 h11 y64 ff6 fs6 fcd sc0 ls14 ws34&quot;>Примерсид-фразы:abandonability<span class=&quot;_ _1&quot;></span>ableaboutaboveabsentabsorb<span class=&quot;_ _1&quot;></span>abstractabsurd</div><div class=&quot;t m0 x13 h11 y65 ff6 fs6 fcd sc0 ls14 ws34&quot;>abuseaccessaccident</div></div><div class=&quot;c x1 y15 w3 h9&quot;><div class=&quot;t m0 x7 h7 y66 ff4 fs2 fc9 sc0 ls14 ws1a&quot;>Важно:<span class=&quot;ff5 fc7 ws1b&quot;>Этафразапозволяетвосстановитьдоступко<span class=&quot;_ _1&quot;></span>всемвашимбиткоинам!</span></div><div class=&quot;t m0 xa ha y67 ff4 fs5 fc8 sc0 ls14 ws19&quot;>Типыкошельков</div><div class=&quot;t m0 xa h8 y68 ff4 fs4 fcb sc0 ls14 ws21&quot;>Программныекошельки(Горячие)</div><div class=&quot;t m0 x7 hb y69 ff4 fs2 fc9 sc0 ls14 ws1a&quot;>Плюсы:</div><div class=&quot;t m0 x14 h7 y6a ff5 fs2 fc7 sc0 ls14 ws1b&quot;>Быстрыйдоступ</div><div class=&quot;t m0 x14 h7 y6b ff5 fs2 fc7 sc0 ls14 ws1b&quot;>Удобствоиспользования</div><div class=&quot;t m0 x14 h7 y6c ff5 fs2 fc7 sc0 ls14 ws1b&quot;>Бесплатные</div><div class=&quot;t m0 x7 hb y6d ff4 fs2 fc9 sc0 ls14 ws1a&quot;>Минусы:</div><div class=&quot;t m0 x14 h7 y6e ff5 fs2 fc7 sc0 ls14 ws1b&quot;>Подключеныкинтернету</div></div></div><div class=&quot;pi&quot; data-data=&#x27;{&quot;ctm&quot;:[1.000000,0.000000,0.000000,1.000000,0.000000,0.000000]}&#x27;></div></div> <div id=&quot;pf7&quot; class=&quot;pf w0 h0&quot; data-page-no=&quot;7&quot;><div class=&quot;pc pc7 w0 h0&quot;><img class=&quot;bi x0 y0 w1 h1&quot; alt=&quot;&quot; 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class=&quot;c x1 y15 w3 h9&quot;><div class=&quot;t m0 x14 h7 y6f ff5 fs2 fc7 sc0 ls14 ws1b&quot;>Уязвимыдлявирусовихакеров</div><div class=&quot;t m0 xa h8 y70 ff4 fs4 fcb sc0 ls14 ws21&quot;>Аппаратныекошельки(Холодные)</div><div class=&quot;t m0 x7 hb y71 ff4 fs2 fc9 sc0 ls14 ws1a&quot;>Плюсы:</div><div class=&quot;t m0 x14 h7 y72 ff5 fs2 fc7 sc0 ls14 ws1b&quot;>Максимальнаябезопасность</div><div class=&quot;t m0 x14 h7 y73 ff5 fs2 fc7 sc0 ls14 ws1b&quot;>Приватныеключинепокидаютустройство</div><div class=&quot;t m0 x14 h7 y74 ff5 fs2 fc7 sc0 ls14 ws1b&quot;>Защитаотонлайн-атак</div><div class=&quot;t m0 x7 hb y75 ff4 fs2 fc9 sc0 ls14 ws1a&quot;>Минусы:</div><div class=&quot;t m0 x14 h7 y76 ff5 fs2 fc7 sc0 ls14 ws1b&quot;>Стоятденег</div><div class=&quot;t m0 x14 h7 y77 ff5 fs2 fc7 sc0 ls14 ws1b&quot;>Менееудобнывиспользовании</div><div class=&quot;t m0 x7 h7 y78 ff4 fs2 fc9 sc0 ls14 ws1a&quot;>Рекомендация:<span class=&quot;ff5 fc7 ws1b&quot;>Используйтепрограммныйкошелекдляп<span class=&quot;_ _1&quot;></span>овседневныхтрат,</span></div><div class=&quot;t m0 x7 h7 y79 ff5 fs2 fc7 sc0 ls14 ws1b&quot;>аппаратный—длякрупныхсумм.</div></div></div><div class=&quot;pi&quot; data-data=&#x27;{&quot;ctm&quot;:[1.000000,0.000000,0.000000,1.000000,0.000000,0.000000]}&#x27;></div></div> <div id=&quot;pf8&quot; class=&quot;pf w0 h0&quot; data-page-no=&quot;8&quot;><div class=&quot;pc pc8 w0 h0&quot;><img class=&quot;bi x0 y0 w1 h1&quot; alt=&quot;&quot; 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&quot;/><div class=&quot;c x1 y15 w3 h9&quot;><div class=&quot;t m0 x7 h6 y7a ff4 fs3 fca sc0 ls14 ws1c&quot;>4.Покупкабиткоиновнабиржах</div><div class=&quot;t m0 xa ha y7b ff4 fs5 fc8 sc0 ls14 ws19&quot;>Лучшиебиржи</div></div><div class=&quot;c x10 y7c w5 h12&quot;><div class=&quot;t m0 x11 h13 y7d ff4 fs2 fcc sc0 ls14 ws35&quot;>Биржа<span class=&quot;_&quot;> </span>Уровень<span class=&quot;_ _a&quot;> </span><span class=&quot;ws1a v1&quot;>Требуется</span></div><div class=&quot;t m0 x15 h14 y7e ff4 fs2 fcc sc0 ls14 ws36&quot;>ID<span class=&quot;_&quot;> </span><span class=&quot;ws37 v2&quot;>Фиат<span class=&quot;_&quot;> </span>Риск<span class=&quot;_ _b&quot;> </span>Особенности</span></div><div class=&quot;t m0 x11 h15 y7f ff4 fs2 fc9 sc0 ls14 ws38&quot;>Kraken<span class=&quot;_&quot;> </span><span class=&quot;ff5 fc7 ws1b v1&quot;>Начинающий/</span></div><div class=&quot;t m0 x16 h16 y80 ff5 fs2 fc7 sc0 ls14 ws39&quot;>Продвинутый<span class=&quot;_&quot;> </span><span class=&quot;ws3a v2&quot;>Да<span class=&quot;_ _c&quot;> </span>Да<span class=&quot;_ _d&quot;> </span>Низкий<span class=&quot;_&quot;> </span>Надежнаякомпания</span></div><div class=&quot;t m0 x11 hb y81 ff4 fs2 fc9 sc0 ls14 ws1a&quot;>Peach</div><div class=&quot;t m0 x11 h16 y82 ff4 fs2 fc9 sc0 ls14 ws3b&quot;>Bitcoin<span class=&quot;_&quot;> </span><span class=&quot;ff5 fc7 ws3c v2&quot;>Средний<span class=&quot;_ _e&quot;> </span>Нет<span class=&quot;_ _f&quot;> </span>Да<span class=&quot;_ _d&quot;> </span>Средний<span class=&quot;_&quot;> </span>P2Pторговля</span></div><div class=&quot;t m0 x11 h15 y83 ff4 fs2 fc9 sc0 ls14 ws3d&quot;>Bisq<span class=&quot;_&quot;> </span><span class=&quot;ff5 fc7 ws3c&quot;>Продвинутый<span class=&quot;_ _10&quot;> </span>Нет<span class=&quot;_ _f&quot;> </span>Да<span class=&quot;_ _d&quot;> </span>Средний<span class=&quot;_&quot;> </span><span class=&quot;ws1b v1&quot;>Децентрализованная</span></span></div><div class=&quot;t m0 x17 h7 y84 ff5 fs2 fc7 sc0 ls14 ws1b&quot;>биржа</div><div class=&quot;t m0 x11 h7 y85 ff4 fs2 fc9 sc0 ls14 ws3e&quot;>TradeOgre<span class=&quot;_&quot;> </span><span class=&quot;ff5 fc7 ws3f&quot;>Продвинутый<span class=&quot;_ _10&quot;> </span>Нет<span class=&quot;_ _f&quot;> </span>Нет<span class=&quot;_ _11&quot;> </span>Высокий<span class=&quot;_&quot;> </span>Анонимнаябиржа</span></div></div><div class=&quot;c x1 y15 w3 h9&quot;><div class=&quot;t m0 x7 h7 y86 ff4 fs2 fc9 sc0 ls14 ws1a&quot;>ДляначинающихрекомендуетсяKraken<span class=&quot;ff5 fc7 ws1b&quot;>—простая,н<span class=&quot;_ _1&quot;></span>адежнаяибезопаснаябиржа.</span></div><div class=&quot;t m0 xa ha y87 ff4 fs5 fc8 sc0 ls14 ws19&quot;>Критериивыборабиржи</div><div class=&quot;t m0 xa h8 y88 ff4 fs4 fcb sc0 ls14 ws21&quot;>1.Доверие(Самоеважное)</div><div class=&quot;t m0 xb h7 y89 ff5 fs2 fc7 sc0 ls14 ws1b&quot;>Изучитевладельцевкомпании</div><div class=&quot;t m0 xb h7 y8a ff5 fs2 fc7 sc0 ls14 ws1b&quot;>Прочитайтеотзывыпользователей</div><div class=&quot;t m0 xb h7 y8b ff5 fs2 fc7 sc0 ls14 ws1b&quot;>Избегайте&quot;слишкомкрасивых&quot;сайтов</div><div class=&quot;t m0 xb h7 y8c ff5 fs2 fc7 sc0 ls14 ws1b&quot;>Доверяйтеинтуиции</div><div class=&quot;t m0 xa h8 y8d ff4 fs4 fcb sc0 ls14 ws21&quot;>2.Приватность</div><div class=&quot;t m0 xc hb y8e ff4 fs2 fc9 sc0 ls14 ws1a&quot;>Компромиссмеждуудобствомианонимностью:</div><div class=&quot;t m0 xc h8 y8f ff4 fs4 fcb sc0 ls14 ws21&quot;>Биржисверификацией(KYC):</div><div class=&quot;t m0 xd h7 y90 ff7 fs2 fce sc0 ls14 ws40&quot;>✅<span class=&quot;_ _12&quot;></span>✅<span class=&quot;_ _0&quot;></span><span class=&quot;ff5 fc7 ws1b&quot;>Низкийриск</span></div><div class=&quot;t m0 xd h7 y91 ff7 fs2 fce sc0 ls14 ws40&quot;>✅<span class=&quot;_ _12&quot;></span>✅<span class=&quot;_ _0&quot;></span><span class=&quot;ff5 fc7 ws1b&quot;>Простотаиспользования</span></div><div class=&quot;t m0 xd h7 y92 ff7 fs2 fcf sc0 ls14 ws40&quot;>❌<span class=&quot;_ _12&quot;></span>❌<span class=&quot;_ _0&quot;></span><span class=&quot;ff5 fc7 ws1b&quot;>Потеряанонимности</span></div><div class=&quot;t m0 xc h8 y93 ff4 fs4 fcb sc0 ls14 ws21&quot;>Биржибезверификации:</div></div></div><div class=&quot;pi&quot; data-data=&#x27;{&quot;ctm&quot;:[1.000000,0.000000,0.000000,1.000000,0.000000,0.000000]}&#x27;></div></div> <div id=&quot;pf9&quot; class=&quot;pf w0 h0&quot; data-page-no=&quot;9&quot;><div class=&quot;pc pc9 w0 h0&quot;><img class=&quot;bi x0 y0 w1 h1&quot; alt=&quot;&quot; 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&quot;/><div class=&quot;c x1 y15 w3 h9&quot;><div class=&quot;t m0 xd h7 y33 ff7 fs2 fce sc0 ls14 ws40&quot;>✅<span class=&quot;_ _12&quot;></span>✅<span class=&quot;_ _0&quot;></span><span class=&quot;ff5 fc7 ws1b&quot;>Анонимность</span></div><div class=&quot;t m0 xd h7 y34 ff7 fs2 fcf sc0 ls14 ws40&quot;>❌<span class=&quot;_ _12&quot;></span>❌<span class=&quot;_ _0&quot;></span><span class=&quot;ff5 fc7 ws1b&quot;>Высокийриск</span></div><div class=&quot;t m0 xd h7 y35 ff7 fs2 fcf sc0 ls14 ws40&quot;>❌<span class=&quot;_ _12&quot;></span>❌<span class=&quot;_ _0&quot;></span><span class=&quot;ff5 fc7 ws1b&quot;>Сложностьиспользования</span></div><div class=&quot;t m0 xa ha y94 ff4 fs5 fc8 sc0 ls14 ws19&quot;>Хранениенабиржеvsсобственныйкошелек</div><div class=&quot;t m0 xc hb y95 ff4 fs2 fc9 sc0 ls14 ws1a&quot;>Главныйпринципбиткоина:</div><div class=&quot;t m0 xc h17 y96 ff8 fs2 fc7 sc0 ls14 ws40&quot;>&quot;Notyourkeys,notyourcoins&quot;(Нетвоиключи<span class=&quot;_ _1&quot;></span>—нетвоимонеты)</div><div class=&quot;t m0 x7 h8 y97 ff4 fs4 fcb sc0 ls14 ws21&quot;>Набирже:</div><div class=&quot;t m0 x7 h7 y98 ff4 fs2 fc9 sc0 ls14 ws1a&quot;>Плюсы:<span class=&quot;ff5 fc7 ws1b&quot;>Удобство,ненужнозаботитьсяобезопаснос<span class=&quot;_ _1&quot;></span>ти</span></div><div class=&quot;t m0 x7 h7 y99 ff4 fs2 fc9 sc0 ls14 ws1a&quot;>Минусы:<span class=&quot;ff5 fc7 ws1b&quot;>Биржаконтролируетвашибиткоины,риск<span class=&quot;_ _1&quot;></span>закрытиябиржи</span></div><div class=&quot;t m0 x7 h8 y9a ff4 fs4 fcb sc0 ls14 ws21&quot;>Всобственномкошельке:</div><div class=&quot;t m0 x7 h7 y9b ff4 fs2 fc9 sc0 ls14 ws1a&quot;>Плюсы:<span class=&quot;ff5 fc7 ws1b&quot;>Полныйконтроль,истиннаясутьбиткоин<span class=&quot;_ _1&quot;></span>а</span></div><div class=&quot;t m0 x7 h7 y9c ff4 fs2 fc9 sc0 ls14 ws1a&quot;>Минусы:<span class=&quot;ff5 fc7 ws1b&quot;>Ответственностьзабезопасность</span></div></div></div><div class=&quot;pi&quot; data-data=&#x27;{&quot;ctm&quot;:[1.000000,0.000000,0.000000,1.000000,0.000000,0.000000]}&#x27;></div></div> <div id=&quot;pfa&quot; class=&quot;pf w0 h0&quot; data-page-no=&quot;a&quot;><div class=&quot;pc pca w0 h0&quot;><img class=&quot;bi x0 y0 w1 h1&quot; alt=&quot;&quot; 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Z9749P/x03/toy//9M1//oXf+r3ve/G9sj76Mocn/fzgL/zQTcr3az7/a/6DD//RQSnftmm2TZkTcfbdVERERJer/EMGS8O3mdFso2Zwut3xcaXsPe4s+W0PKqpjvrdbwsw8fpHrtpBH+tLIlK9kPbfVZN4dU1M2RP9vytIjwv4H3V2Dnj4F3RTy7p/SNbPd6ZhxpltWa4cB59Ionpee78+D+nlLzvbwbDDXsdx2QWdULxBVLzyqvvjcS9/x1f/+t3/ldzzaPNs0zZ/4+3/y7e3bRqTI+qjolddf+Z4f/nNN07z/3V/+rV/xncMfBWyGXZsvd7KucO327DbbdyTqP38yi3r13Ku22wfWh5saM0acq4MVb4iBlXDim+LM46l192t/X05/rGMHGzqke/AY2LB8r2O7lLzV3GdrEdGlhEOKd9OBYoYDp9LJee9+72QHuKi6Ul/1BV/zO7/q322a5qOv/uzf+OjfNChF1kdFf+oH//QnX//ko82z3/LB3zVfKfLhPz2DYsGrcn1KsYCnI7oVdOSdh4GNU3ijLbWdmXUKWbnpJqnoQT32dEl2fhzNzXg9pjzodnOtLoWs3RkW9ohUTrrzZ77q1O8e/LzrZYjMZvGvrkQT0cRizkKi6mqi6gfe/cGves/XNE3zvT/6Fz7+mV80LkXWRxWvvP7Kj/zSjzZN880f/B0vPPdS7eHR6QvGA4PTpolNE5um2VS4BB7ndmTO4cXpq+PR/85Ga9Mc2WaJSs7N038GDgX2Cny0kGd37VwHe/pPoR2/7bTHarLiYL13DZxu8p06iVKv8w3osU3TPHhwM9rabsqUr1d/q3AyOdmLBtdJl3sv7f054uDdy8jbc/eg43GBd3vudzAq30sUVS8yqv62r/yOJ49eaJrmb//c/21oiqyPKn7+0/+yaZpo4svf87XjRhjNHB8vPQlfLnRzh8Gp7oh/bz9KysEzCpza2O319WmbYNz4Z3RRK+5Z2yt8zTLe8ImWOxFlC9lWwrwrxiTO71fF6wU9y9NSkkElXMldvsWED1F1rVH1A+/+YNM0/+RXfszQFFkfVXzklY80TfPi43eOORffzMMxcOA+6Dy+aZpn+l0m7hruit7Imjo4VVtUoOzpKTcdOkzHyHruPsPwvd6U3/HbW3xFjoKKdxJOv8JX475ZDJsK7/QcMsXvUbRmnhUSquEVlcX7c0sJW296PJjU9OlGYuDkP3E3d0uR4VHxQ/t2osuSR6Woeo1R9YOf9xVN09w8fgWyPsr78V/5yaZp3vfS+1UFAMAs3v+uL7v5F6/20csjVUBHNws2vPelL+n/0QKTcKzR2TVw40L2ZcHFO9PvthfZ8Trs+HQNPX3dTvqNeeZ3I8vSZxXyiz1bztCFVtAtRdWrjqov3s2t8HOf+rmqC/ch6+OqPf/sC5WCaNngtLfu7QJP5VF9bJG6a7Oqmbt3l2KfcsfLjwuj/AoNV9jB+rZLzNhpl7TZkUVay3T/oqqo2jTNp9/8jCiPrI+F2JbYyKApPXKxI/6Mim+ZD31lvHU0MfnV4h5VdHRdvvsO0KVHLWTt5nPF6HwUzDssyZu3qubOnDsUssBpqa0Yebxb1qnzWdLXcbvzdDGGsq0f01bCHLmxqCqqgqyPReo+FUeNr44118ksRcplRKYB3eZwQaSo3Oti5QddjSautBR72X0pN2nE8WHeXikGL8U+cVdc+yA0IkZO4FllNo46oU1UFVVB1sfsssLHs8eHokQpSu3N8c3l/PWfmXsp02zVkoO/oH0p9jg5Jl/+oTO0ToYsbBCjmvzg0Isiz3YOaqsTU2XmyO9vOUjy8L9u15rLqbpKxeOrXDnrlOEmwdvtwMtbs6HQIg2iqqgKsj4WafCzeWNOfvcXIGvcZCj1+kTUfNE8okfJ22+KdduXOa8UnFrweif4nvyWuz+LYR2suBNrl2e9vtoz3zu56b159cseeoOeNswmSi741cT+9uLgD3b+M+8WDNg/zPvdtev8x2OmedmMPdv0LWQW6IF1jsp685jfPBJZaikCUVVUBVkflBxGrHbHr6iizha+7JwolS+RCPSXcuDflSHUNhdUS6KqikLWB4fyop5R8LjFTHVSepqN5XbL0OTFvm3b/Suie+tkx0LndAl8v2c78zJ7TaEnOWMFlSCqiqog62P9o9iSF8aiygQSM74x36+csdxWHrDxKFHbK5l4PS7wwJ78q+6e7SzTwYYXo8yxvPTHwEo9gFpkIqVRqzvUXnIjZ5hiR1QVVUHWR239JpK+pAchrmkB3PnDXs/i7V8m9wROvapY+lLsWWNctS217x1Xm1iBdTxWvYrDSlS1OyDrY+VxtMqisdf3jMRdNeYVdqELabulLnPcZ4Nrei8xln4sL3cXyq4hUaofLmSZTVFVVAVZH9cgK2ytxzbPrcRdd7f6BNrCpaw0NXzbHmW9/tN7kYb7KTr3C5xtW17IBdcOy8f3r+6c9ujOCsPnHNZXc/JqebrpiP2cNzOjKf1wWNY9soqd6LJTSYrc1YxF3j15Wqicur1FVVEVZH1MkfiVux458BRYY97t8gv11pxdepqB3Yx10r4U+7Fy9hxlLquD5UI6bcsWN7e/n2ephodtevLZzZovbmUT+9ld1aXYo2/xmunr5OiWC5/VN8s7lo+247hKFlVFVZD1cXEZ4+wbKLydkxvNearuYNHYJdVJgcB5bCn21fX6HFhFOW3r5IO8Ya512Jv9pdizVp3kuULEonvV+kqSJw/y+1Zf7vi+icW0gKh6bVEVZH1cdOIXK5ny3mW8Y22XKynnlBtcU50soFfnlA3X/QtiqdUSS2qgYW3nXCqqiqog62MNg8UoP/Xz8qeTrhREo8+gM0fvy7TJT6cS3vxw92m6KN3posqOT/kA5oi6OPe05FxPde7sS06WesXJIzCP/EGvKU8mvHkVw88200270nLQLTwhKbhIg6gqqoKsjwUauXTsdth3RvGzZpW7LNtKp/W+gX5JT6FsB43vTxbvxAAlR840UmVIcXLDgw6iOSZuiam+7VznP11jBYfdWeHcVbGitpX6c4+zR7aV5Mx2Whous/RhWOPoLvj4gqgqqtZvcWR9qoB6QbTwjNJNy4h/KTtS5U5RTDqgqbHBgmsNx9y9uueOz3OXr8gtvlr9eUgG0paAli1k1OwfZVdBqPTxvuftGLGdOPfzAssh1rpHVPgun6gqqs5+IQNZHxw6f+WqxjLQq1iuagUZ+8KnRmi9y9faIbOxJG7NJl76Uux1z2o53b5cxILsl3okVtivrusriKqiKsj6mPbsdu6N6hqnv1qLCK0jkJj5677vrWakfCErHUet25Xr6mARY2ciKnX3bFHD1lhkqfZKeBmTlIiqoirI+liXnOWjUw04ctZvP1GEmGL0UKRa4tjqZx1yp5xv1wY3XMWl2ItVQs6UfPTal5ygh/ZfSyMmOFxmPde1rj7SdiD32dNl3jwpWqqceSOi6qVHVZD1Me85fdik0rFZw75vFnAujhN1PdcQquNCunFuweto7VERo67pT35DYDHrsJ/pz3Pe5eu+fHmUPnAe/LDPF8SJpp3yXb5p+nOc6M/RZ+X6TeXeu+yU77aGSryjK6qKqjDnuREAAIClcK+PSkZNJF3rhfli25rgYluHEmfe/N39RcecrU6awZNrt1wxvX08bP9i6+KWZ3iw5SxwFEzcqSL3WuSm0mOugy7i+Cz2keWbLI8d3TsVUXl3e3xmO3F/PlbI7bADOSa5YRN1N17kLbjtDB8XVa8vqoKsj5oRsVw8qTGRdK8xwcg1hUfXZI+Sn30O8uy+lJ12PAr1nMOl2E/XVUxQyM5bjon76pCjL04OCh8McGcaiD+dayGOFLJ82x2deT+Ol77XsdRrVvqJD7oB5YwRB/I0i5hXfa614CINUem4FlVFVZD1wYrefJ5oxdjF1Mm5dfn2frtddAcLh8HYb4toZl0GfVtjwD26irJS23Xax4nnEJrkykLPjZeajPey1tQWVddcJ8j6oPLoYd4NzvS9VYPTkodKpWp7LZc551reoNRS7EvoYLdLscfcDVlkWfBCN9CW0HNmWVRgIaey+7UNYvJyiqqiKsj6uORkr5lv0djLW2J1rUuxH5dL3rUL67QXvhR7S++KSfK9tdwQyOU33Cr6ZM5+LIiq9ghkfSwx5bNoLCsaKV/QUuxx7R0sCh7LXap8BeftWHq3XUevjaFrloqqoioUZ+UGAACAS+ZeH2Xl0EVjS8/uXWUegix74fT2XaaizuxR+aufOfhi9u3CDIcFzpN9aczl8BozQJ62XU6nbflNFH/1JYd119PnjYrv+mXLCuPNpL1lyLk0yp4Z2gqZ7U9ZtxzI9abMrafQPfxtpY4qqoqqIOtjOlUeRKnz3nUsfoPTt8tcdXJ0pNh9myN7XfHnwdbSY1s2GnXmoRk4N31MftBFyXPaxLMTxQQrT44+kCsVsvoiDYXaa97pW0TVa4iqIOtjegMvak5772XwFqsuHdtp0dgcMyyocsVwW/A+Q2bGpMlOpW0uZ0H2Mzf3doeEcy3FfrMi4xz396YYbVc6l8YCSnL2pseqR6uFlmIXVUXVKaIqyPpYzSApmmaz7EVj7zdY/jJen9saOXpfalyGHL/W8N5S7FGhs9XZ8TVMgN6hg829FHvbjPiTTdQxtoNNmDEOrpOSi323LMU+T2pauidMnrWW7UKi6pVHVZD1UU+O+lzMX5AOGy2/6TUvGluhNo73g/vKj2X19ChXLZPf5VvICaDtLl9O2qLTDZxynt7Q7+yRbSW5nBUpTp2Fcu4DQ1QVVUHWx+UlfjO+TdTrXL+ZNjit5AWMnOoFhhyzwWpvE0XBok58l2+zgA52txR7TlnIIsPEke0yeB6VZsK7fHGiJB1fWZwgia7ShyNK3+LLccFIVBVVQdbHpbBo7PXsTv9C3l4MXtTe3RTGUuwX0V1zmolbxl24mLhKrui0WXPXZl6XT1QVVUHWB6yIx13QxzgY6epaALI+Vha84+rWodm5MpfXt8t67EL2ogmTgc/RsUMhrybrizqtI6qKqo1bfMj6mM9iFo2tcrosOYFymYmhY/YAMHwp9gE9allLsZc+Crp8qGT71liKvfghUH3uxLzPfifqGnOkOv26TZ7pz7tbezrX7oRLsVc9ooueQrNEk4uqoqqUD1kfl+JmxdhVXFSOZRTjeKia6ey/jpn0iy/FHrHeytytk7lu9PWazL1ySSbtDLGSfhIddrZlHfam/nrxMV+fLN5Sxb9aVBVVQdZHVUMuSUbZ71/ktg62GWO+IheyN8Xn2s4pCr3EDpJTbyXusp1iKV/2+9On6/K1bCUrN1k0TZPLWKQh+/4qK40Oz9V5x9uza1RnkYYs0QCiqqgKsj5WPhC+eeWg7Izb5RYzffBwUhR9VKnLwCm6/WLGGybdJ5UecSfkZlrFUWXfFO1d9e6MRZFqjI51MuM9jdt0q1ttVy5kjDyQo1wV9Tt5dl+DrUghT23k1M83FRru/qsqbLxG7p9Dj+gc2ydFVVEVZh0sAQAAsDju9dHP27l5KztdLIiIzDx6TbPcwrjn3ofOc3OEDLjkmk9vUBzbZozccpeKPVsn5a4Qnrr836/wt53h+G82Raql285sByy1dqLC7+5nZTZH7iRs9z/bZx827c3RrWu9dXzLx1quV2ft0hzZt9Oe+458cFcwei3MnOdvv0W/TntTgG3HNr273VHwvmbeP0Mbg882+zUZJQ7AHn1p09pzXs/o21+6HtqRA/rkie33exT2biPDe4KoKqrCGO71UUv7HADoDKDTgj4JTMO9PqZW6H367fw7UnR6/SJbmWbZpoL73VaHyxjenG3lhy8B5mLf0Y/7/5m5l875BUW+LaJbK+f4Gj+60bx9Ay4WVUXbnl2xWAlr3IfcTbNKnfUqr28hqoqqIOtjaUPPYk+h9NtIyVgSVSb8WM1U79OkfFPtTpFus5IlpGMFHSwmPZaHLojX9RRWacL6IhUwV98uv7xK/e47vsx117cQVUVVkPWxrGSvmJzvqxdbkyubCah+8lsAACAASURBVHoVjdL7VbSHTXBRHS8vvK0L70XN2d7H1+eFLMyQUzTozZ/FBfRJUfXSoyrI+rhIWW6O6UGxYfIo0OGeWMYUBRD/1jdMLtVpo3SnvewccrPUDjbrhPUlV6GI+n0yIprR79GtZO4EUVVURdYHCzqtlz055pC9qLr87FIzjRNrbdccdFa8VdK7kPfTJ+yXPNu2vITkpMNxd+5i9nQDkjy7LyWfkcthnTbnOBbzVJ/KzGhKPxw29zrWdc4PQ0u44KlTRFVRFWR9LDU43f/nmE0NHbgXPLPXuHAbI3ak9vXIqp1hcJ0M6zwD7jO0z5h3OJv4+GRv2g6WldpiSD2c/sQz8y03v78vkS0brHYk5qkrEZXaJfoXb8o6iQEljCEL2cekhRRVRVWozsoNAAAAl8y9PioqNJ10EQOn1H96yTbLFaT7ty/iLab6LxTVeaQzik5RkJkx602n3tvMYkdBwWpsafKnD9PePbYYMXMXblukYboFlJf2MuO2V3++adZp92Gn1aLfKhfLv8kjqoqqIOtjecGp3HTSM57Q55pOehkvhhUbG82ySMP4Wchvfrj7QF2Ubqs6Ox7zHO+Fdv5+UFhwR4Y+p5pnC1m/VnNMVU98JlnIrD/35ei1+Vh81ieqiqog62N5wank9ciRNyi2Q3ehdGQqeXWv7tKxZYPj5Hf5tmWHnie6wW63jGEdrM5YNwocRBU7V8trYBUGZTm4/09yly/bLydMeEOg01dtB/Tn3kPtbEZU+6Czfbml2KsO30VVUXVRGSyyPng6t1jBc1L0+upCNst+nK/mVAElv3f6u3xRZ63hWHBnqDGiqjim6Ha1O2Yagj+9vTbJXb5Tc/lNuRT7+BaPSU5u9Q7UKNfna9wwFFVFVSkfsj4Wme+V1GmZ1Ms7A7bu0TqWjl1LowwqZ7H1spcoF9Hcs9TtpF/auqLG+Inde+xLLubQy5n65IKPZFFVVJXsIevjSpyfQLnWcHN5i8be/lm1SaUtGls9N6rdcwoVaq71mq9tcBPVOtiAVQoWXieb7ns+385czILsoqqoiqwPJosTOddGai0au/hMY0jz5ckh20wjr+ELT3WeZjDrdPiqDdftMnYuoGvHPPPQdK3JKU5LeXRdviqdLZfUb3POQl7HjT5RVVQFWR+XfC4eupbxUuvEWX/uKsoiHSTWdyhNMfJew6T52mvqaomrrwFRVVQFWR9LinkxwyzMTZ2rX7OMPrvsyAKHxXFsLDDjJckYNH/37sIM3Rpr1BhmyelNzHfUR7PsG31FR67R1rUGdsth7RJTHXRnixdFNj6sujKnPHBEVVF1RVEVWR/snaSKPL+xHfHZoZNQ30+Jdv8QxbIWjc0Jn4zJIp+ZapGG4dOOt5Tw2DrsS1ye4cGWc8RBNHzt8hjzBftHWTRR5NnOGos0VD/Y8vapzpik5/TYy22v/lx8KfYOp+LtXq7c6bsPH5rNJd68ElVF1ap5OLI+GDr+y2ITXpcedJ7/xuKLQffanVnWLj8Y8g790ljc7gyr8G5LsQ+5xRcVV+4q02mrzxgepweFuwPcCQ+6g93JSbtmnBrjdzs4R7fLLMszDDhjd7/3OqxLRoEDUFQVVeePqiDrY5rRS5FZueZ/iaXwWTULbiUr7/hUVbyMN5V6LsW+8Lm8Y9ktMm291b7LlxULPdGoLus23MC9yAnbO1fwwqSoKqquK6oi6+M6Ur67WblKnOJytreJYrbrkee2kLNcj1xqjnLepkS36Tar4PzZ3ix3+Zb3BaO+7fYuX+eHzypMyl/skcjSLyXm4s8MOWop9nF1Xm95BlFVVAVZH0vL90pFiH4X3i7sOYcTu+Py3WRV3XXIe1EdL6esyYUe1/2+MSu2wfh9n2i1iQW372UcnuX2QlQVVUHWx0UOQi8yRVEnvWtMt0QHY409QVQVVUHWhyC695fF57C+mZpj8liwgBfNo+zIYN6rxbGaoVihes7pDrpKTRyzLsV+SR1s4tUmlrXnUbfS1nuqEVVFVZD1UdTYk9u2aFH6LrZ2O3qOZdVJ9emki0emZp4HzHpU1NF1+Y6UOU/2pTHRN8rWc447CnIBZ4dsouyrLzm4x27bC1mtZvImfThcl6/8OC+HFa9kZx66jsupktz/fNCMoCOquO4iDWUu6IiqoirI+qh0spvw42tZNDbG7UjoKkU32Gsp9ijd62K+HS/48YGVEG11UvxG38C1p2OuIX7TvVuObJeYqe9VLN7QpRpiYcfy0boSVUXVJVyGQNYHu+OURZWgR2miePnLLBq7sJbLzDGlzUW0eM+l2Nd40GXtSh+5FPvebyIKTe43apGGmU9oC3twKyetiBz26xxSgTe59LIfkyu0SIOoKqqCrI+64Wre4VEOK/NmjumklzDOiz63NXL0HlW43FtgFvK9pdijdGNVus59Ok3KmY6+fk2+2RvjznH+ObtIQ0x3Thv1CHGFk0n5Ohl672VvatN4+vMYsu8Lfw2v6CINoqqoCrI+Fidn/XgsZT+Ob67WIL73AH5B1yOLPvyWLbnHfRMsLbZGgTrJOY7oXMrJo20p9qxTwiOdKI+mfPOdaGudc44ffTmsrBe9FHvOfWCIqlcaVZH1wYSJX5eT3+lT5JBT4KZZ6KKxd9vJmi+NTBCuK25z0+tZo+GXS3PkXlfY8ZJX5SvmsjFdnTQV7vJtShcv2zLPCgnV8Iqa9C5fdCvJgy0MnQuyyFLsNbrH030sPOuJqCqqwpynNQAAAJbCvT4mkOMn4Vijc+9RZFzIviy4eGf63fYiO16HHZ+uoaev20m/8dzjiyPL0mNfVv4wWNutwum70Aq6pagqqoKsj2We3SY/Az7d2vIWjb2vk8pjC+8E1BrA1e05OfWOlx98rGop9sV2sAFTmFzMyHXU1ErLW3ZFVBVVQdbHxSuydOygRWMnnyGt++5ExbfMY2AFt44mJr8kWWIp9s7LQA/eu5i07TofBfMOS4ovxV7jECjyYlW2FyOPd8s6dT5L+jpud/LuXmjhtGT6ZS0nz41FVVEVZH0s0sA1lAt9day5TmYpUi4jMg3oNocLXteeATxWftDVaOJKS7GX3ZdSZ4Y4Mcybcin2gl1x7YPQiBg5h2eV9VditllPRFVRFWR9VFVjIuns8aEoUYpSe3N8czl//R8sGpuzVUsO/oKeS7Hneg6doXXSfxfHLsV+cOjF4pZiz5Hf33KQ5OF/RTPFIg05xfFVrpx1ynC4FPvylm0otEiDqCqqgqyPaX3ZOz/w0Vd/9uOf+rkvf8/Xtsa5gc/mjTn53V+AnGs66S6j5+mnk+46V3cM2Jc5rxS0rMPenLy1kg//bCmLPm+aYkdBU/VdvsMnlB4+J1n20Cu+SMOQThn724uDP9j5z4y7YsSIqu7+x2OmedmMPdv0LWQW6IF1jsp685gXXKRBVBVVWwZmRqcs4YzHpfna93xN0zS/8plfWGwJr/bBiQGLxq63rs6vy7eevQurMV3MgR9xcxyG2uaCaklUXWZU/dlPfuTmX77wxfc53JD1Ud5Xft5XNk3zymu/cuL32TTby3lMIT1xcaJOKldLgev3ufe05LbQ/Afl91STF/q2bdeTT+fbgdF1nfDbDhZTVlHTvWB5gb0ms8jDnHVfUStTA6KqqHrcz7/6z5umeffjdz//6Hm1SHee8KSrX/urvqppmtfe+uxn3/j0C8+9NHIUW/KqWFSZQGLGN+b7lXPa74/KG48Stb2SiddXchE9Fv1Vd892lhzox0yVNPnD1VVK2KWcRSZSGrW6Q+0lN3KGKXZE1euJqh//9Meapvm61tdt4JB7fXT1nieff/Mv3/eRv/rwN9te1yNX/Xjh0oJT8d2ZcdLO0lNu7l8mv6SOt7R+O8tS7D0aNJso+dLfg/Pe+H7VaV9WcZ9kDYWMmsszlDvJiKqi6km/9JmPf/ST/6xpmn/j/b9JOEPWRxXPbJ75Ix/6w03T/Nwnf/qnf/kfDYuj5VdniojVLKtbfHjRXEx8jOZaWnGn086TJpU6BiPKDnOvtIP1unsWM/bYbg19tp5LdZgxy2yu4lQjqoqqp/zVn/hfs8kve+cHvvG932BoiqyPWn7z+7/l67/g65qm+f6P/LXPvvGpopd2ez/efrtobPFLy9222WfsUvg1l7up4QvvedvuVLmE36Nadms775ze3pEtLyQzOddpB3WVKq9RZdtqDcW/rucG71ozO5WzTtc9TISy0Ptmo2u75G53v5t67Av3S9Jpa+fKvswLDU+LNKruU1QVVdv99Z/63199/ZWmaf7Yr//Pntk8Y1yKrI+K/uiHv6tpmre2b/4v/993/+OP/f3u8yafO6EPPAVummZT+ppklN9gbmpOMD0+Mp2fGLN0tdzUyeauBTsGzrMLXsftLOe5u2tjxoiTd7BcSKdtafK7OolZDrqHrZn7K0jsbHCz80/hMezBl1Zdir1n4548l0aV2mgp5PCzeo2DseK+P2zHcQdjiqqi6lGfeePT//M//N6f+OV/3DTN7/+63/u+F99rRIqsj7re9fhd/9U3/8l3P353Nvn//uzf+hs/8Zf+xSsfGThyGnk1vvj10JJX+rLmvYbOi8YOvvOwjDppD5yZWfN+Th3ZXic5pC4naJ3dH0eJmy1DO9jdUuzHPlmw02ZryyzuIbCqZ5tJSnLqQzVun5ZPd2MxJyJR9TKj6mfe+PQP/PO/8z/84J/55c/+YtM0v+ODv/3bv+zbDEcZcr7KNJPuWh223Sde/VTTNC89efL4uWerfvVrb732Z3/4z3/fz3///U9eevyuz3vyBY+feb4lNpaKMHF6i5PFuXOjvoqHVcyxyZijouPcJmKGulpIk9UvQxyr9yi0O1llN4rVc7Z/QZYrQ5E5afMCuu7eF7283Sz2cK5dqhj1p6LqRUXVX/7sL37ytZff2r5585/vfvzuP/SN/9GHv/BDtXv1y69+apv54pPnHz/77F3rmAtN1se1Zn03fvAXfuh7fvjPffL1T2oLAIBKvuWLv/kPfuMfmGaBPlmfrA9Z33GvvfXaL3zm4x999Wf/wS/8oEYBABjvS97xxV/x7i9//zveP/FbfLI+WR+yPgAALpms71KZzQUAAEDWBwAAgKwPAAAAWR8AAACyPgAAAGR9AAAAyPoAAABkfQAAAMj6AAAAkPUBAAAg6wMAAEDWBwAAgKwPAAAAWR8AAICsDwAAAFkfAAAAsj4AAABkfQAAAMj6AAAAkPUBAAAg6wMAAJD1AQAAcAkeqQIGe+X1V/76z/zNf/IrP/Yjv/SjagMAoKx3P373173na3/7B7/9qz//16oNxojMVAsrddh2n3j1U03TvPTkyePnnq397f/nT/1f3/uP/sJrm9ci4uYnz22ee+m5F3d7131JNdaIVlYHi2sT+6ADtETVchuMq2rnTTyz7EMhTv991GwIkfR6I+nLr7+8+5/f8sXf/Ae/8Q88/+j56t/76qe2mS8+ef7xs7eDyfuRHrI+rivre/mzL//xv/Gf/4N//oM3//n1H/i6zz167d/6qt/24S/8V3diUxwEwmyaHDCMmbKLTvhdXb9omy1/mpsRu9mtPc79yW1bZ8cx6nJOONl9UJ1NdCt5j2022z5n6WH7l6dbIUpt6mTPHpT7xIlOks3QDCgPT0Mju+DJ2sjhe749MdYfP8zaHv9R7B+ScVtRQ740m8wocFx/wZMvKHG89O3w3be82fv7fPrDE/1kZLwTSUXSpvmpl//pz7zyM//05Z/+6Ks/2zTNux+/+w9+wx/4dV/0r8n6kPXJ+qpnfW9t3/pd/+N3fuKzn3gaCWPzJ3/3f/Glv+r9YpVYJeuT9cn6ZH2yPlmfSFo8kv7wL/7Dv/yTf+WN7Ztf+ML7fv/X/b4Pf+GHZH30ZTYX+vlv/u5/u5vyNU3zu7/hd37g87901cEj70wVpbLP7uccVZoPy7m9+2dwLrCkyyX9C743FIv7f1rrLo//cttxoHmkW7Zu+mFjZcs2l1Oxh5+sehje7v3AbzhTsas7HsZ3hmxy2z6cLtCntqNTvjNXVTokuvt/czfQjxW1tUi69kj6je/9hv/01/8nX/P5/8ovfPbj3/PDf+61t14zIkXWR0U//cv/7C//w7/yoAPF5t/50HeqmVXE6X7xOLoMh9Y07hlR8DxaMTPtfKygYru85ZRHPrfSZ0+u+pGZZZ8DOgz3+2Z9c58AuOJI+s7n3vFvf+V3bJrNJ1//5J/94T+vcZH1UdEf+t++a+8nX/7eX5PbJrdNk/H0n9th3fbhPz0uy01zyXCqC5N59h7Ng5rKu3/aau1pRZ+yPdzsfnvE6XJ2DFzZ/ULlhNeA+zXAkZ/v/vXBnYz7np3x9Jrt8Vp4sOl82J57B8jRbrlT54dfcLzQ26Ntl9nk7aONZYaqeeyfTm46d+bhJ7dN5pgtn/hkNs22uTlLde9/h6ev4w9hPqzVLhW77bblIu2zPf5ldzsXGff/nC3/zW29vX9yAbc3j53G477bP9yvo9W++++nOuD9WTnv7vFvjlXXkHj3dEdEUpG0g3c8+9Lv+DW/vWma7/v57/+xX/lx41JkfVTxsVc+tvdsZ9M03/Srf/3Dc9nOSS2O/5gT7kYqT0//bbXWqTrvNnCwwROfPvnLYz/t07jz3wzp3w+jOfFw2E6tHm2Sg8Pg1Aime6H32rxl6HB2z8sdh+M2HHfvkj29y5cnttmnyY58KDoMuort/3LOcdlSKdHE4T/ny7+OU/phyhc1zyZjzzMPr4iJpCLp+Uj6r3/xb/zCF76waZr/5+f/nvZG1kcVP/OJjx7+8J3Pv6PwUOWinpVawKs+J68hxtm/uIA2HbNjHadvOfcVWb9R67VglS1H08TeW1J5md2P7jnPyGbamWoibzbZoRt36tvH/igLHhqV+qdIetmR9IPv/tVN0/yjX/7HTiDI+qjixz/+E4c//JLP++KysX8tg4wVjVBPbDL3huEXe/248w2MB5VT5LWNtordPPxn7xDYnD85P9jyyVklR3f10h1y58bSXelybYf5TeusbAbsBZ73ipQnIu5Tvrtd3J59HrpzLrF7jWJzMMRfbkOLpJcdSb/snR9omuZmLQeQ9VHej/z8jx7+8Et/1ZcWucR1cdfje1ZIj9F59/fo7l/lKlTIQQOCed/lG/ixYnfRsuhtgcPt5IqnUq3Z6BXnKc1FD3anPconKHcuouayRkc67EUiqUjaNZJ+43u/wQmfAR6pAjq6X5b9xFnPqwYTGTr3JANre0QtZo1W7bz90AOWevhmnf4w8MsWPOJf30l39C6LpCIpyPpY+zBmIeOIlV8KLfz8SFx0JQ/Zuzx8YGeC3n1+ge8Yts24oiNxHSei6DCQjLJZX9M02+Wd92rMp1/+lBH3y2fXL6pIKpJeViUj6+OCDX2kbqrz2iRfNLAGsi1uZAzf014TSN5PX75ZdS/s/tuDdZez0Bf1Wj64w6aj+/ajUFffluziBx/bK2HZI3M7anvbfo21tHHiibNBjKqRbY0i9a38ntvMnieDp5WUQ86+BatIJBVJQdbHwnkspVoEjdIbvPz2iiEt0XtrUa+sMWgANNVMAjHqc203OoqUrc5TckXvncbyD4gVnS6q5CFxkybE1FUkkoqkIOvjCs/R6/qi8yU5k2LkBezpKp9IyZOVf3NxODs1Tx7795OXijOHtfzJsmSO7ELZ+xfn+sDR5QqzqdVFhva9DnP353I7bo3DsNLa62NK9bRTRUx0zil2QNQtqkgqkoKsD5Y5RouDcVU0TRP9Hz7pptd8HmMfR1l+oIr+g/rstIlTQ41s/Ux02W7xMc2QLUeZCs9c5suGee6gyEWfVM5U/6DXW2Mdg85q55xoe6gvFlVUkVQkBVkf1xiqFzv8mqUEcWzRqott0BzygRy95axT/FNtl9WqqsI18931BEf2kNZ3Hcfd5cuafTDqdfPsfkWix9azqXOvr8gpYvdGX41TTsULKtn+VrFIKpLK95D1AesKmNdYXwO2MmBNhVxXT4nVN3+RtTSiapmz9Dflak4hcXAjPRffc2PKAxCRFGR9zH0yvb6XEKYp27npy1Y2Hp9kwJbVttzSTMe2GCfKFX27U8xdpTefiAeD8UK9/eiQueZhHs3yL70fVEqBzrDI88Oxu3wx9IiO1iNtHVmfSCqSgqwP+d4Me9ZnxJ81qnRbpJD9h4sLadOB6y1kkXSw17ig+y2+3T/blht6bC/rsKv3nFWpjd9U+KbE3mbHv1jgWLToiSJKNM3+0njtM/4PX6/kfsfzILe86WMxb2WKpCIpsj6QYa5PjPx93xHVsiq5z/zqE07JHQeDlbKXkOPqlmI/OmbnJo9YWG+o0PpRbf2M1kUayudmxR9MFUlFUpD1IXjU3K3+ux+TV+mp21uxhlFHoQY4Wm8d3sDK87/MPl8aHTfdZctHtjlrxR5+rOpRP2I60DkrdrEn2OJv9FVbpSAW0dVFUpH0giIpsj6QYZYZKsy/RlMcljzOZzxr0XPl3d3/2jysl6zZDU4UPZc7Io0+dRD7H1r28DRnPXsss0ZyDUuxR2t/jXPH8dEbeuENLZFUJEXWB6sIG1N+XZ6IVXE8gmWXsJb9fn18myPnCcjFtmn3gh6fzzDbPvr0unG03rnb3/Tu37ZN1t92i69t8NC+FPt8w66jRcnD0o977SZbfpz9i51dviCzSCmzUpfPU703h3xz1Yk6qy3F3l7PcXDUnF1kvXVFvhHNmnn2fNN7yyKpSAqyPpjlHJotU6bn0xFIZIfpFbpcZ844HP20fij6fFsss5IH7N3JPz9e7Dgx9IhT/5odBoWnCrc5sQ/ReTgYB/cGY64q3S3j02Fa3PaQHF2645MzxsOhf/Qp5RmbITMwNFOecI4tPp1N3P00+lT38m/r7R41Jx7qO9oVsk+TxcNT4vagcoeGobwpeRy2lkgqkkr5mP+sCqyWx5MAQCSFM9zro5bLWlBo7itz2eUXeRkNWrYBOhZ7xONDcW4w0X2z9VZWqLLleLiDtadvqbUHLKmNdh7v3B7M2LM9cRD1Pcaj72dnPEOKpCIpyPq49mTvCuvh/CYvexA75GGcEkuxR7/PPHwmrcg84As8rB68e3X3YFutQ6nOigSxjqXYT3WG7Pdg5wqO74gTB1G5c0fcPOcXq2llkVQkBVkfAtUiL0zerR97fpTaY0XaDpNj5GW0ackdOzXlSkxaim4bNLw7Xh1Rs/utbFRdfsr6a6nMrHmondjxsa0lkoqkIOuDJZxAy1wq7vFObXYr1KUGqoFzjRxZpGHEY44d6+HcKtJDVueLhY8WCneSdSzBfmoWkOFHeccvW9rYcf759LscabedqvBdvlPTRN3Nk+qOokgq5UPWh0xsDXszYPezwjZbA9HZ6ePjIhugdbWE3lWd53/ZcSn2c5uOftsvcTxlsb544pO7vb7CLdHBdZC9G+vSz641nsGdJOXL/m19sABA9uo2Waz/DjrgRFKRFGR9sJYx2fEIEb1XFO8Q26Ilhq0/UA17GnPAxCtDbsH13XT2+YpNudFnlq7huxsnJ290FGv6M+tyD9rxAitLHGmp6Q6IGNUVVrEUe7ELFLdVln2aqdT6CtGUO4RFUpEUVhixAAAAmJh7fYx1ce+dnyvD/oM7+0WK+fcxLqCeBzVMnqqP7cM/7Ny8ez/cv8qcw6dlydabUWPqf9vylcO6weFckVntGckRfa/9FbtYcK/ODk/5xqAa2S6sjSbfbEbfOp+rqCKpSAqyPljeCTSODqWjqbjUa3SfUOTiA1XFRRoKFKfjpnNRddfrQ9WWUqi620sublbsrNf+eFoUr5m1D+VFUpEUWR8s+rw24Qk0+/1JhXJtj8Seieb6X8g14N4fKLAU+4C7InHixmDL32TRttvWqtIHnS9K9pDWGW4GbTwrZE15MJdDlO7jeaoVx39ZNrXWT6x8j6vY/K1ZLd/NbfPgZd1YaK2KpCIpyPqgiNg5sxeeCjw7DlWveEH2w1qrteXz3xltG++5alfplanH7ng0ERXGMUfnt6k2SFrJUuwHlVKgMyz+FHHQKH2zvjg90WLVu7tRKm24+txAJAVZH8wQFLP7Hxa/jn6/mx3uBPX5fSytkos0QK+2Ws5uFZwU/oJGinl3SC36BFIwGz/fDe7/YmnD0UWmKJubVQz7nxwHL6UQpbrG9d7iE0lB1gdXfg7Njg8MRce/yFVWcvT4qxFTcvct04PbCDnwxZDTq+fdzjkRfTrL6o/EmGVnhh+dUWg75ytlm7molG/xp+KOd/mydG52/13bRfddkfQKIynI+mDkAPruuZEouP1u0eLU2wgxUyIwUwMcrbRzF2X7/L7j90bHTe/8UXba4NwVe/jJqqOZ7s9hLapiFzs6v7l5UvYWyipm7Fzdye8SkwSRFGR9QMUQ66WE/VrIgTW5qKwWdTsq8Vv/0Txghh4nQ0RSkPVBiVHj/Gs0RYG/WEHe1rPVouDsCrUGqYuv2IORT1Tr81Mc1df8tFWsvXW6PPkbx/7dwF0kvfpICrI+jNhOx6d8+IxHHP70/hMdhiptf7I9VopsizQDrnbnkup54ADh+PwIT2dFycO/v81ZYn/ulNZNZ+uaCvFwfrmDBDPPJ06n5xSI4tN15sgP59EfD+oi2eXbskwRT1ZslN5ykSbK9t9En85Qb3mGZuanOrcdOtM29w/JU/Pyj3jMeXvqtJyLqlWR9GojKcj6kPJ1tz0TC/I+Pzg/lOw0XovDzCX2vq/bRmNoCZYUqKL3nx8v9qlELI5+z6lVegfM0HL4710Wg6o5p/ygpekiTyeupVcNyL0WiLI7v8ql2GNwRbghcaQuskgV3a0lEMcOGJFUJJXyIeuDpQeqxczkn3MWcrF3+cYXO2frAzlJC+ZSuvE6ux/LbqAc8UfFDo1VzF4jkoqkIOuDFZzWMzucxi/4Kv6wVXOLvLbR9tWb1tbf9PzSPL0THWn1FgAAIABJREFUI3tUTtAieV/Q0v2wzkOJm5Xmk2ucaLTmuTS7dtant49WsPyHyxwiKcj6YMqImD3/OjMLD3tz1muTs488ssjHxj4ZWPaO3Kl3+wzypjyBqPBFnygKbjBrnimPlbPAg8iTnXhFUpEUZH3QIqbeihN2idoeUYtZuXtkxbIzZ59yy+ACT92dj2itL5KCrA9GRtSZL5tFkU3Eskq0wHoes3cPHgmM6dZJiGy/Ph0DWmEdw8d6vWXIyszTdcqc7ChvFvnU3yIfRIwTGfokzbHsNVlEUpEUZH1wkDaUPrPH8A1Gn0LeT4y2udQGyJa6zX7v8uWZX2bnxupVysPGOvKnJcYK22L9+8THdgtZfGgzoga2/Rpr8SOp8Z2hxpoN8y+hdqTfxZFfZIzvNmU74doSaZH0ahoAZH0wOq70i1VdA/9lX70bdpfv1MbixO8qPmc0bB34qdYSiAqfW8Fi3wVLGVdwQM11Ii23y9nngLrWriGSiqQg6+PSxwTjsoo8spZs72zk2KhUPQ9rmOM3M/Yu9Gf35t3/l2hrrEK3GMdVfo7tf90+eV/RWaZ0e78fsPFcxZHVvzOM2W62/OfSTg61zjkVDohm2bPXiKQiKcj6kPKVi1VxNK5EM+pZkL03hXZXj40+TxtuLqOeu9RU9yCfnTbRnFuKPToUJ7r3o+mziFLLeufQDZ55xCoetmSU2vFY9qQ42aHOBt34jisfdEZbjxt0LFzAOF4kFUlB1odA1XksnhWH7nn8BzlNzrC+CaY73xbKol/bbVNxouGyWlVlyX3LVRzpNda9yAK5ctftV3g1ruXG9xUMZCteUMkqXeOylmIXSdcZSUHWByfcT7ZRZVK47HICv+IF2Y8Nccdvueezioevh0Vr9lc9wyxYpaf3KXN5PbC9EoYtxT5l1tc+ZBy6xOSq7vIVGiLHYbtXsLvl7TJ2XCQVSZvr2jWmtVEFAAAAF8y9PqYw7XXQ7P6HZR+dutvL3BYpZP+bBAt6zWPAn07x4ObRN/eyZ0ELriWQl/r8TtmuePxy/xDbu3aP0X08tU69007rwo7DK/9pUffv8Mfts7TLfkVQJBVJQdaHlG+FouMf5Srruc/86hNOyR3HxhZR6nutw57ZtVKd+hTp3JEWZU8Frfseyx9pi6QiKcj6oBkQsO+Gp1Fq+51f4NnbyMHNh7yOBjist4ftcXQ15tYqzv5xPTpuuu/2l1CxRz9WdUBTbSn2XN3wZ3w9bwuvM76adRpyVW19oZmYSLq+SAqyPqR8E8XpftuMYn+0RD1X3t376LDV0MsVPReY8vWr2Icp0tqvFF/1/Y24ztYJNzhEUpHUQYCsDyO2lvh0fKbFwyVjs/eWW39xfps5eteWOzLObr9qa49j/x3ROov//qZ3/zZbgufQtQQOs77WRd6nGXP1SU5rLMWeB/+a5fYvz87KHoVrrmel5Pky99jiMm/ATj7ib5tebvgKGZlnzzeLSHhEUpF0aCQFWR+Xn/K1jMMenhtvb+FENucfFetynXn34cOD15huNrA9N0K9t+kwnF1ilBpW4KblRb44MaaOln/tsnBTlOhap1dvyJi9Su9LGrsD3GOPr5Zciv1wXeboXqXtNseeuD07z/7EJ5z2Oos+m0vX9Q+aOPdTkcHv8uX9lh8+SbCSJTFEUpEUapxkYcU5pioAAJEUOMq9PirEjSkumy0gOJ18+jCnKeS8lyezcrFz+O+7XDKN1m1mxxuGI1pg62Af2nas4xQx+0GxoqdbRVKRFGR9sOgz+/lNXvYgNgb8ssTL+tHvM8eaPkZucxUt8mDHYxWljxXmKt1nHXQutdfqQSSdPJKCrI91BsXse9a8XT+220JqHd9L6rCjufJ6rrBjB1OuRNdmObqt7gWJ4lt+2ATheJ9kg0VuBIUGWtppJ6fY8YNp/Rd81hVJRdKukRRkfVxuyld3JFd4vvC4vHoet3fHFmmYYnRTeuX0tVzyr74Ue6zuEK9S6KX1h2u+JdUyTdRaBsoiqUjaK5KCrI/LDOhLOK2fW5E2z/0wLrIBzjxAmf2ar8Pk3YNm/+/0taemA40JunHxpdhrjA6GHlZ5eSOZ8WeY4ms2rOtNtizyJwO/cB0T+oukIungSAqyPq4mR+zwDF70XlG82wn35Epi63+6LAY2xsntxYkgFuOHLH3L2j7OOLq1YXMgZ/EaXsk7idnaQaJal13ucbeKNRtmznkKrq8QBs0i6WVGUpD1cR1jgmO3OpqiC0Yv4WS7yovNLe0QDxqg/8q8LavndWvhGNAERXpoDkthz+7U7l2jCkuxD9v4mVsrC+7UWelIrLQge6W7MQuo9ryeGhBJRdLekRRkfVxj5tkaf6qtol3vvtMlNszBb3LUVqa56Lu7ZPDgpz1z7sqea8tnVzNf8qoPWeMb0+htAUcKIqkjA1kf9D8XLefK2ZFX9qMZ9YBXnM4xesWquJxK7reHJRZpKFCiGFGwuGuCagOOqPC5KLOpPNrTlzuxSszc3w1cZ6rXtb93t6zyi6SrjqQg62PtqWW/v6pwhtye/UGz7uWASzTAww8UWIo9+39zDHpIbHuuFcp1nJHdZY7u0L8TZoe7fAs8ydSt3G3pJcjXm/MUnqFle5CpxJpqdcLmE0kvNpKCrI9rc7++80zT9Jceyi70AnDx6BalquvY5mLhHbbAh276SS5/f5/uwbUuxR5r3NnVnPyLpA2WYhdJ1xpJQdbHynW9Npmlz4/3A+kCc4uvebrpHPZ3uYogdnYtgfQ03uRLsU9/FK14zePFtM7UY9gzE0sOfef34pZiF0lFUpD1QeczcKdza3T8i3WuEBU9/rBTsaNImR68uZdFn5jsMln5pY77d7eczQIXfohqW17J8bjI8ixm3+/PDNvrPGxF0iuKpCDr41JiRM+xab/hYJebPF02eGrCs+i/H6ttgKPxNc9Eu3NJVa+l2PNknZ9Z9O/w/ZVYZsUe/WTVYcG4O3Ltyx5EoSqcIh9d4DrszdqWYl/LufASx9ki6YVHUpD1wbxneCfm/VrIgTU5WTg+1XCacpnD+5U9eWu1BhBJ54ikIOvjgkaN86/MGwX+YgXRpv/Idu5Y1bIW3LbzzsecdXtwT2vVg6CrfmAprr2BjFZFUpF0nZEUWR/UDVH5cMAbhz9tOs1mnGdPtjtzqW+OvW9+6nybfc7uq3kDIXskIHstlidTqzi3/QebzoN63nvaJ4ZW1O6mdrO+zcMcL0Y0wbbkYPfEezDZZI0lH/LocGNYEQ8Ois5PeQ2roE2JjRweiUOGbNlkvdt6sz/V2bZmd+68bnXsobzDQ+5UdZ8pw/Zoo4xadePiZnARSa8ykoKsj3XmfqfPabE7P/35oWSn8dqJFWlbY9XRTcfQEixJ/9W9j8fXOLP9ONGu9W1PFyuqzF4SQw6C2BsaRZnGOjkQqbUUeyz7GKizqOBVPpjWMsnGtv0vuqd8ty+FxrEDZg2xbepJO0XSy4+kIOtjdWmesk0/Jiizk1lgKfZK9bw3U0vHSRrjsjrwCrofl9E65+/g5PEdm7EGLusun0gqkoKsD2OgNpunGzyyynWubXeGikG/L/LaxplLzHGurqLDsux52OJLH9PE8U6ysKUUzrfdNS7FfgUn0jj47zx7kpVFi6Qiab1ICrI+Fh5xhpzSs8uZL7sXIbt+YmWv61RMVlqWkY2Rm8sK+5edK/96w2nZTpjZuCq95FNExTUe+3979CtngZz8cl/kE0mvOZKCrI/1KfMiUI+ry52C3+WeiIflablf2yOmU+j+ub7v3XVcS+oax/27W85V9u3ybwwusD8sqkgx7R6dfs0pV3HLe+62E0mvLZJC6YMaAACA1XGvj+n1vpiVZy6c1rv2W3MNq0U+kdI+P3uvNxDONVn3q/59dy5P/zDKTIjZugtZqGF2e0guqPu1tV3NTh2LPRJrrNkw+1INI4/0s4fcONtF1apIKpLOFElB1seF5Ygd5leoOEP8pT5hP/YdvIcbOzWdQ6yiDWIRCzac/Vws/1CtV8q4xANqrhPptHWSpSvMW08iqUgKsj5WH5YO7nY0Rd7fPzH0ybat7p179y4tb4oUYFUNc3LslgfrJJywbW3zzbEUokOg7NotDpdij7Hds0sY7x/9By7F3m19jEG3pM7emI0F9+rCS7HvtNFq1hIos9l8uMxbl0Ou53LglSph4s65hGNBJL2+SAqyPtYoTg7LouJX9lkg9Vqqv+uILUfVW6+VsmNothU7+Um1po3SH4piWzuyFHsU3O3rW4r9Kk8RMeiQ2z2BnK2wtT+BuaDyi6TXFUlB1seahl/H/qpoAM0jM8pvjgWqy3wDYeCOdZuFf6p12LPDb88u1TB4KfYsuWNzdIT+3S9nK2uz0JrN20MiL+zk0LFmh5wrs88bvKXnr7+4dRpEUpEUZH1cjt3FnYtd7LoPVDlwaunN+G9fUgX3KHqJLfecj+Xo7bhOxa5Xz1mmPls/t8il2M+vv72wdKX7ih0DazljTWOvYq0T9YecuXvfeOwk9le/FLtIeu2RFAofgQAAACyce31MoMcTPlnnalaemjij4+vTY756GS/3F//TYncQjvyk77a3Her/2l+SKNsPM5vlXXjeap3JzjnZoQBjD7mMjreUZjzrTnt6F0lFUpD1wblQkR3H/RecGkSPP+waX6N4sQrPtjL+cb61jx0X+dToBdbzJRVpGXsUyx8VX9VDpCLpsiMpyPpYQKToH0Gj0vb7l/z4igLrGhbkyDLvXmqP48ufn45cvZZiP0jPOuVr22NftzerZCykYo9+rGoPGbHxS7t9Or6etxXuJVZZM71qj6pxlpSMiaQiaaFICrI+rmJMNuwbI67gIluJpRRinrAz/muj7kTlk35ujjHbVQypZ2y5C2wd9y1EUof/wiIpyPqYabyZx/7jxAzxObQEef9MW575xIKXRa7XEi2Ljed+jNreBbtt77J0mKg6uxf07NYeJHiZY2phaNV2Wxwud/40W7YTPb4ujhxPvTp338bajNhyjOrc0VbmHNh0OVkSveil2HtWQpxYl2/oNnPwWW3NS7GXeG5AJL3uSAqyPpacJsbBqTH6jiX3txmnxh7Hh5ix6TeeWYcY/odH4+t9zDn1YlgUCJ1xfEvRfYOHg8/s0RlHV2aXD+0tU932vmH2uB58PxzLpwvRN0NfZuw2zr//phi25cGH1abLinH7HTWbONXB2kfR7lj16eplRucrWRJjIbe7RVKRFGR9XHdKmTn7eXJ1j8CdKXBc0L5cwUh8khrwmJL+uaCdusSl2EVSkRTKs14flxevVAE4xgBHOfCUe33MF1OKv4gy6zT9K70GPM+LEytZUGEdtR2TFTvW0mL39RzX0cGu9hb3td/bF0l1RZD1seyTYzPfVcRLXkB2GXrNbh/qv2wvrrbYd6ytay3xzbzVLcW+5AJ4qlMkFUlB1odEcppE4wJqLWf93mJv+WfmKtq1bIXvzaWRdbv33NUbPet5ScvSX+ZA9mpG59eUh4ikegiyPqgy4nfSv7oyX/NzaL3SkJy0Vo9PDr7sxmqd0Dwv/0C78oGmcbZIKpKCrA8nxyPfeBULyPasmlm/3iRSraburbnCUUW2/mZz6YevMZ9IKpKKpGD4BQxONwR1ABBJuUTu9THKC8++sPeTSV+yfzhlQ82pzOrp+9L27etwp8t2v5L1zV9uH/6qaZqmeeZwm3dvQmU8/PXDj49YRjm3zbHbWNsxt7am6WwTduk83+Hv12U+KNWxFyWzU//bXTt+/xOHa6Nn1buRM88R0py813p8Zpvsd73/+Pbvjr27AzF3amN7++uIvUZ+ONdOnPmCOHqK2O8+oyt/26tK97z0zDt2PvXgbJPNdshalNnEiUvbu9tf6mQtIqlI2j2SQifu9XEhI7areuqp1s7msPA5Q4Ez03NuOraKqnFxAZFUPV9JJOXauNfHKs9H2/rfu9jT6+mCbQ8iz/ldePgX9zcNtkuuyYuLfDn/7p+cHmU7WbYw50h3cIE73/jMgb+Pw+fF+qyokX1PCEPrL0tsZTt991jgyUQkFUmlfMj6kPLtD4de+9xrzz95/nqiVFN+lYKddbczPDdyzVG2075ecAeJHr8f2DGi91fvJXy5/wxulGqyRXT1OFmwrPxc8ZVH0is8f4qkyPpg8RHx7l8+/rGP/8X//n/6gb/7A1/0JV/0e/7D3/Mt/+ZvWlugympb6zoozEplOVmNY5f8vsQcLKtVQnYvwrlFuipW+/xLjU96zPXdVql9ytrtuMbucc13TrJ+PYik9SMp9Oa9PgqclaZ/7/x7/ss/8wN/9weapvnYv/jYd/+J7/7Fj318nZG3Y71tMuPmnxPhp+OmYv+fuD8PbApenjzeH6JpYviTYDPOV375B1p27jgXWcN9du22FXL/c+OOn9z5p7314+5o3RwP3weH+Nk2bj2xiFkXHknzElIIkRRkfVzWyHh3TPTKJ1/5sR/9sd3f/u2/+bcXvDt54p8ipdrd1OFmj3/d0//OAdVftkIWOiKs37EL9oGj3azzzjbZs5DLbbtSDXDmWM2BJ67B3eB443c6o7T+LsevN3Zy++N7yU3nvPnngq/mTJzvTXP0iqSzVj+c5AlP1jNKu7uC9vjx471fveNd71z8CHNw+Kyz5ei1nnW5l2qiEfPWdL0mWnrd+u8ORbFP3A7b49ifxKjj966lNueKk523f3+jo8iRmAWr99hG0pFYKZKusbZE0pIHF9fHvT7W5/knz3/b7/y221NfRNM0v+Xbf4tqAQCAo9zrY03uL4v+3v/49334N3z4f/rv/uJv/M2/4Vu/7VvHzORZ51Lrtuj+Hl3XeVyxT17vzXHXU9e6SMNynvu6b4AT73TkyE5Z4nm5uJja7lHg1sv0Dxa57nlmuFuKPSI2B796WNs9HiRrTj/YmSW658lvHbLJ2/+/HdI/25aBz4HbnDyiXcD3iqRLjqQg62OtKV/TNM88euZD3/ThD33Th69kf0trnbwhllLgK458hw/gRfsQo8eG8+g3ROcxyuWnfNE3nzl8sDMK9v/NoPrPpdRd9w/t9cmum4poeRD55gHRLNw0Uj6RdEWRFGR9rEa5GxQTnF6LvaidJy9gb8cUrtKo524VsXj6VbG0plnKCGSW3d+2leLoK161Kn9dSzXcljaLbHl7NnfpdgbI1rYrPutSzfwyp+geyzyTTF8qkfQ6IynI+libKD8KXWxScVeuGFRNR4dU8fBvomY7VU8brmRQWKlx7ubsLLa696pro3vHiKJbPpbvxcGXxpmJYXLw7sQs9Xn+lHE1tzhm21ORVCRF1gcLPWvfn7qLnvfWObY4eytm8ESBw2/yPK3Jw0Ri6CyPlzvyyxkrIe8v8Y+fyK5/7rCQNs2+f5pFt1l9nwouxb7WVd2v6XwikoqkIOvjgmyba3v9oP3s3rc29jZ1esLeQXOjt4b8uLuqPGeqs8ZRy926XXWCfLG7fDHXo6pjReea6v5oVYG22jysqxjUTNnaCn1vTeTaj8Q8OwPP1aSgIulVRVKQ9bGqU/Yq4+7Yq+Otk4w1DxeQXerYbU3Dglxgj677UlOcLE0c+fGxO3qr7UxZ9vPR9vso2/qd7qzmoBPLUs7VV/Iu3wxXtURSkRRkfVx54rfCUg+7NlnzNR6u5RDUeR7UQi7rzGBEikgqkoKsjwsYZF3NYKb0ddNo/U+usl+duiHVb0iz2r4Uoz4au/UZMe0ZIBZ9Kox6O+4ML5KKpCDr4+JsH4xCq0wuvbzhxe6sfaemlr4Z8HUZ9t0+1pJPPxinw/6ISaufvmKwlzoMf/fg4pZizx4dPjt+7MxKfUdq/8hhtPuUZ/v7gzF415ZwxGW3X8WD6svzdRut29/f9IM2ybxt87uccXOsok4/T5vHC3207R7WfEzUp0/29ftnjOPY2aT76hAtS7EfbmdBZ/spDwSR9JojKcj6WI9YZkSpu8OnA9WDCHTi37t8xYln0wYNBXfm/T/21sTgbV5xj89uE/BHz1txLbOWR6f8Lnpkgsts1qixqeNLsR/8NFvzpjhdUafuLfR6wjSWWaXR0kM6TCB0ein2vL8VO0EdrOD8JpJeZSQFWR9Ll1MFyFW93J/HfpJ9K/Phz3KZdXhxQ5Ocf/dPzoYQ08zIP2+b5rACdx5ojVjNIZojS7HnoK+t1461thw7e36/13npZ5LpnmIQSa87koKsj5UMk6/yslb2Wzat8wX+24H9Ztww+PJqO/WuBz3hildgj/F9IwZ9b+w90rl3iy96fmmebvoxvb3CkbKT8B2p7bjUY3DyGTtFUpEUZH0s9GR9978TRMfKX1FvceSu82xkzcB0rPZGzWl2oTlYVquH7PhXHW6g5GqPspr5Shbr2qVrO2uebaRYIqlIuuJICrI+LnqYfAn7cfb9nJG1EhPutUA1kbi+g2re2s4pzgZRYfuhB4ikIqlICrI+lji8qnrtcJFTjUWhRZPj2HgvisePtieych2NsswXUbJzHyjcqHHRlTxgvpmHb/RF/bnuu54BerdUZDZLHkFWejE4Fzb7xSzTt4ikIinI+lii7STfUuecuK1Wqmx9XzyPhosHP+30VkfZKaGXPsH0JHGxxvQtvd/Qyafb7b7iQu7MZbfii83Z57cxvOnOrKvRdQGC/5+9t429brkK+/Y6j+17L1yujQ3GBmPzqtouAWJDcV/ApEhpcEuaFsqntvlQqa2AECVVi4gaVWkVNREtUqtI+ZCkCVSVQg0lrYlDygdo1aa0JOiG98qg1MS8yOC3ey1sjO9e/XD+5/z3OXvv2fOyZvbM7N9Pj+59nnPOnj2zZs2sWXtmr7XomOnmWnQ1SYOdqo82Kr5y2bSG2szorrpWWFIsKQBeH7TAQd87z3CWQ66GSkoLn2MpdYwP32WZIC+vix5caBFzGV5mAHFWR2schGkSXlbR7hRyryQNWFIsKQBeHxzRQFoXq6a1kvVbaIYKanRz2k3SUNUOwOMzZ82iXTU0tq2DRurIYzjrEg0YeDrcROYUmTmNqnE9vzo/5AvXqUlSlcVvNalGU/nZZ31oeiBgSbGkAHh9cESXL/PSPVNjE8s/uUquJm36MQ3V9eU9ncVqk1yB1iUq73C3fSoLztmmVGT1+u2Ru7AqnSxVT4Nf0TlWzGEli4HA7zVk+03G03pFx0H0psyDv8uHJcWSAuD1Qf1Tvg5NJJC1iSKtZs/TSy0D1f0uFIYquBMyZkxeWJhoGU2pYpsxosKaXvL2zDB1G71nAMmZil09P0y+2eFSse8QngpLiiUFwOuDNpbJLYUWNzFUEhJgY9E46MpXp2wNn5Y8NtNbh0vF7hcI9MAJ2ecun9iUrOvOniwp5Ml3iPtFm5mUnGHDUCI6QcQ9EknFjiXFkgJUwAkRAAAAAAAAdAx7fZAdHYZxuHsVP8NdaswptHawyhHYQTaFuf6b0UB095Hl5eFdKGm9O2w1eh85XANjaHol1V/pqutWi2AosQVuj/ohRrI34eY15BZu+tlh4HgblhRLCoDXB/XbqkMlkD3XKmJ95r+OFJsFoZcAY3JWk4p9Ercw3+E2k7OdUsMLijlaPx2KYligXxFhKaRDDp4eLRX7ZSgp4VuwpFhSALw+qNnfC5/n9p8TU2u9nk1Io8tn7q/ALu7sHXkXu/b8W1pXJjW/fj1fuiTMDMs9tf0unqv8qHf58stWS7h8B55zsKRYUgC8PmholSbNTbSJVsqwZLmITyf/BJxbD8W517rok4f1kVD300SeKqFlaXJPbc6GWrtgZ76nVOye9eHyYUmxpAB4fdDANK95zqRUGb/bb4kUsqrSbROlBnU2jd/eXSp2Dfja640bDb7lLOOAumLT2S/I9h1uGuCAXD/djvKu7vLvi9ZFaYjc/si9xedyw92p2OtYjN+kvrirvZqEz9cF3a9oqi85ELCkWFLWk4DXBy04fnKcaWtqRdZe49Hbb69PHCXQMFx3KW5fNJfoJdzZFJ4WwlunlHnEJx0yW6GKp9JsDqLB880WCbmbtNanEtwla+XMPba78m//uuYbjnPx3gpK7gM53P/dJ62i3NZB9hTppJqPjrA8NDz9TUO5nc0qTMW+w6lOLCmWFMAaMjdAq3zsox9774/+3V/++V9GFHAkOJsEKB8AAATDXh/YMH1ulu9J1bXk9/7o3/3r/+1fP//9uVc+9zd+5L978uTJXm0PCbMRfsBvQcDFKrxbgXuj+0tAfb7QOhS7gg64Vtg71mNCNoeTiENQElLsmE1+mfpOcmtIlccOy1WpsCVtU85YUoBI2OsD0/VAkUfBL7300t/+m3/7+s8XPvbC8z/zfF9ClEEGXjpfNIpHihvh8b5U3zqyFVz95mRYhGKslS+rX4mIyPVrUV082ynpXVafqouIXNunw1FG4g7NZOLHkgLg9UGdjJenZ3oht/X90O986OMvfnz61U/9rz+VXvykKelOyLmo4KDSk6gRYi69pQ4aU5595u7xXdZ4ESmV/CSg4tepqoOObn9Pc27m7NytmpJFYPIinpxfq9HE2cBngMiWs6ezLtucbY61SL2K5sh7HeUtabbOxJJiSaFSOOEJFkheQ3JX+Gtf99rPeu6zXnzhxesn7/o33tWw7O7+pYP5s8nl3olJG1ts6VDFHbdNdcgCXXIqTlcSjo03I2ba7X9riQ2047rmWKnYpd4B3rcl7W0VgiUF2IK9PkibBHcyvd/9vX/62c969vz3r/jqr3jLH3pLYK0X/4RWzFGyz33vvwgRqO1uT5IcSjhXJZ6DaoZ8BsFSVdWtbAWafpdqJxP1HrHRXbclKS9JLh++9ZpRnN+p37HeqPbFq8jksruRqP2mvS62Fi82dDO0CEvakiUFGNjrg9RJbqfn0W9/x9v/5o/+red/5vkve/OXvfJVryzurp7WC4kt+eHZpPeDGDEyKjJgnzIR+pzZa1kmDn2WHkRmdMVkI1Z6mbjpAAAgAElEQVRCbqTe3SQro9UdSl6dmmIyEtVWwoM7FXt3Z1F3TNLQorSwpFhSwOuDIzl+O4Vxe/Lkydvf8fYo4+S/sBtEZPaVo7QEUWjQF7pX75R7BF7NuRdHKna1WKnX0NLmThk9ZonTxAGv4cM/bsRrNuHrlrYGq4HMnDkdcqlIVbq3Z9zaNgKiYkkPOuUCXh9AS6vE6kuWPSoPYX2sId1WEGFMJ4hk7bDmMAxPTKWtewgCAEvKSAHA64P0efpgz6smh7vMV+1ivqTn8WQGt0pvP8l3OEu81yjSfbdK6PJtfrBTDPX/FCV/rUV24RepVh5fpu357YDzKpaU1SPg9QHkmBDj4ynfHkqRS8g+08ZmsXzDMAw63voqUlu/VKRxuzd/XFibxB8lbK5bNbTCalLyGDL8h3W/R53uum1ch9FcnksLY9NU7OpaeVd0kLv863wPf1oZ2lhSLCng9QH0yNKCz9Co3EWYz/cIXQq4DV36ISUb67te6XunRcIUQ0xL3hr+ujpU10aYBKm67CXS2RUiGYbhYnwbXudbeESAJcWSAuD1waEWwQ1V1mkJxPPKrS+j0wnIcjHScY9Ed19pIVwL9NgJCvleWurT4Egoalpm9mapXY20r2F39M2O6xZfPkFgSbGkAHh9gL8XWivDV8Pvijq5ShZbAcrlqbJW3imtp2IPX/yZ7PLJjsHokhBvUfmPCTGplgzuXT6v++rWxCIhytL8MJTyLalyOIzD4VKxY0lZ4wFeH0C+OVEtapVeAdlz7YbPn6YbmWrlneF98Z/SgTKp7fXi+l5se99rZ9W1y5f1VKdaXJl1MKpan/JrxztqNhU7lhQArw+g97VlNoS+gVhlRnlupKBJwjzazAPYJCwpAF4fANwZul1CS8MhlMpwSdOsLonBELocv5WyPVV3CI6gRBJyf91BjqLt2Uw51mMBLCkAXh/A/suLx6NGj6tGmXw1tSh3QatPAXe5v3Dx3ZYxqSHj4nIvPmR8sa4pdaPtu4yPVfItU7zLfKiBbq7QNXwtr02MOPX7Vu4+Wqnwo2ZvHne9KfpmRKiO539ehv9pSVDOG+hypRf7brnMrDq9qperNUl930yH9f46aMTO20lA03oOS4olBcDrA7BhGsJBspW/cjYt6obOaBOaVuYxFWDwj4kZthW38DLT0jN/CbmbtNat9gHbl1Oxzz41Ct83yFq/Ov0eqVCecq2v3DZcjGukdz1wvNf5zk0+0ryKJcXlA7w+gConxMnjyXko7bVK+uX1XjBUGlRCeRl2Z6gqiLS2HcBfOx5uGldbbwckLZvDXToxf0FpaB/n055YN0SKacgBU7FrqftiSbGkAHh9AEFW6jpH6+xpn8baqsvKSofbcywYg8NZRNWtxcyxM7BLom5IzFcid0c67+57Cryvrnd9orZbD5a7eS9zyjitRr0LTzs6HOW9MywpAF4fwF7WN99z9/BlmpaRXtLxqU59MM0mB//Q/5s/73mDxSSLQPLJQDWVtlY421Q46uTAex1ThcgtBCwplhQArw8O6+9FmgiLWsnCB/fPJrMJ8BypQtswVBWaxqBU7GGR4zRYcboScsSbh3r/7qOkhFPwuO4iq1NUW5w+vVa912OvJBVmYd9lipPW/T0sKS4f9MkJEQAAAAAAAHQMe31QiDxPwjT9wfKsYuodZ/6KLHzh+7xwrEoaDerAZu+k1yr42a9HmH51KkPDz+OCBo8kdJ1ajAVdfPtqdYj7lC9Gqj6aqfjSZeoXbSO26ocL32I7lWNJsaSVaDXg9QHgizqRs6GSgN9b3RfyIDmUShCZ1xUP529FzGXoPNu5GYhirRFSp3in160fb7OaAKtQ772SNGBJsaQAeH2AMTAoz/lPVwVktmrMtSbQ4C92sandpWIP6JntoJrNtrStx8CPw9NjzGjAwNNL+eNl9M+Hf1zPr4a4SA7XaTZx3Ep1vk2ZS0VidU97GgiZ7oslxZKyxQd4fXBER7LuCVRcK9hqkr0e035cQ7boLBW7DJkibwSlCD91362yOJjVPZ7EVcTGzLB81PaSP/rkU24ZL2WjZDESuGqVGQWMRdqZy4clxZIC4PVB9VbFckJMiiJ9m1Co+jXLjQzd70JhqII7IWPG5G2Xr+dkzRpxgaaXrEbDX/36TrOJSjNMLGKmIc53HdN2+Zp3+S7NaGJ0Y0mxpIDXB9DRst5ppWQ25fu/uj0PTD61G/kicExLHpvprcOlYvdO/9DxeyNhTQvZX5WYmWEpf/Qw2+Vb24L0jTbjEbwnYTaLeUNSbiY4o5G4+KZjWuG9bPENgZv6WFIsKZYU9oDMDQB5F7YAAACAJQXYF/b6IBf1PaAyeRh7/5DSub0THwD6UXr3b+HIcA4aIa13h6Wu7SWHa2mjSSXDd4wq6VaN+6laFBi2sozbixvtFq9jX8Pu0LsQOs1RkU0SWFIsKQBeH+DshdkY0yAGt8bDUayYC1B2d3VaVAN9DLCY7wGzJH4fuqKqS8iB8dW9Ki9m1brcTmzbYj2xNDMSJa+n08qEo921CEuKJQW8PoA9Z6jRqGKSttSWJYPPGZV9rZTuWCXvYu+2t/R+idOyWdcUuensVbH1fOmyfPMEBdjeWd0oP8yTLONPaLnBmBAO1DgL9i7hWzRv6BEsKZYUfw/w+gCyGKrNhdbiY0jBVmGSvRCDX9RLYA77tUv3SCJXdwgOT8He+p7mQVxYHLeoO1hSAMDrg77s7uzuG7mYl6OP30Wy3ozsLn45pYPXsbqe/9njkz27pqACaMDXvm/caNjXunhNov+izQw3v6/E3SWhmn1f9ONQuR3+s5vPZaUbXtPkI91yWovo9Kb/rPPap71yp46PNbeXXufMM5vZs9wZS4olZT0JeH0AoZyG1XDqi0vTzal2ftXVYo33v4xOIKvnms+iyEvyi+yHegbx6Bl4RUfxec6sMl/9OC+SkLtJa30qwT9frrasDDxZ++vagnKci/f2jrIe1kW8l4My29+RvUR6r+vnv8tDwzW5drJ4Kxk0T+ubmNyuk8CR5lUsKc4Y4PUBVDkhTh5Pziu1+PTPN1+ten5Wkwy7M1S6c/PVvULOkm+6qj7VzNVO3JJdSc0Xett8/ZgvqoqU0ZC0VOyrn0SUWnIg3G9gqXY5urGkuHyA1wfQtIfgc+gudEIv8CIS9OyOQgZO3mN2x95UBggNwJJiSQHw+gDiuXsDYeU4Snzxj/9XXjqfmfqDPQfV4AB1nQ22iC8twt5I0PB3n+2M7LIK06aJ3FYvZ8q4HPkpJiI9VT3nHGPWx5JiSQGvD2DHqWrnjMa355CkiOhG36XqUSyHZpODb4+q+hxC6zZzV2pQkMl/ZSU9g19Z/hWR8GZtln+siI3T9X5m9at39T+WGoD5BziWFEsKgNcHeKGbqxC5GirJXs+0zMckkNXHjR4J7+lKl68thm95dJdvy8jtOV0iy4t1Ww6Wir1cCvaweXWXXb4qX5XEkmJJAfD6oGV/LcPUqeE3lfsvNKj+mkEaNdqDIlYqR/gWjW2phBRYTaDDbB2gjiWeBotaLUaWqkfREla+hZqr/ay3nopd7XUgWgbqMbJqdPnKZaHRSoMGYUnx9wCvD6BqU7s0e6aV+bAx4f3CiRhN31KviWodCc4ort79tah70oPIYjyF8AIlfmaYeOYnZ9FBgShOdsNQrSV82cxwbHQYdX2ga+bV8IiVbuHFsTY8drGkWFIAvD5o3Dg5EsjmWhBo0Bd7Jns9WgJZRyp2jdKuClva5DNgXXf5xH+0aODwj55X3KnY1UhDNWX5PMm9J3PfWqvTPfXvx/oHQqZbWxeLJcWSAuD1QXeOX3Gk2ZofSHU0sOcqUJ6DjumQeCy6fvXJVNpaWgpM6YwRLCkjBQCvDyDG3GV8bCbmyxXz2h74qeH82F6ecAE3d9RUzemlWzMmaYgR1CmqaK1KdkEXZUqlUFYKUvNAOF5OGiwpAF4fgD3xUaRvT6TILB6AVeyFLIspHW99leSb9GuodHcJjAtrk/ijhM11q0Zc4FdtTZgZls52isdNZHbyUHNpSgYXU2YzUqqGOCPcRBVunldjn4GgD39aGdpYUiwpAF4f9MjKyzwSu7K6W8fL7Vf5HqEbW9ZCi6EjGUV9bK1Ndu9mh1yY1HKVvDz817N7r00JwanYZWeRPlxx03KrkbgY36ZUVjoJ7Ijiat/1bIclxZICXh/AER3JqYXfmowjA0DfzvKSsh49gOXQHYVwLVDDlGHre2mpTzXDT7WiZhkGhdfOhl3ODa42ZHCWQL7a9jtvY0kB8PoAstkY07na89lkzDESp1G53mu0K/MQi5XLXlyes0OePS2ev9AWJewpWvGvvJjUSSbikrBaeiw0VSWwrtrBMJRCjQmQ7S7DQXM6p7V6F1jSQ1tSwOsDyGxYDebNczlSV7W67K2iJmrnF/miMrwvPWHWAw3OG6FtbW+GfB/YTV47q+5U7BmTK6rFlVkHo/+J5gKC3eVdvqwDN0OLsKRYUgC8Pujd8fNYQ1wTK+vWb3w+BKzyDJnrszh+0RISP5bvnu2PGWaGref97kK0AcHOtEki9LOaWb2V1HwPIYEaW5ljSQEArw8g5zoXAAAAsKQAeH0ASVyf9U7ijN29zHNlnFkduf1w7SHlqDeXDOtx+RMOZ42LtjC+zGJPwUvdSH1+8XD4yvv45+bS414/dHP5ouFrHa2wW0NruRwf4TEqiq511vZx15ui70bE4qCeC0pWb6CLlV6siJiH64zvy3G1Jqnvm6ljcGl4WT6XyGwrSS+HCavwDcaZhM03+nbfnsWSHsaSAuD1QT88mJOZoTK/y5J5S0ogu7jEicwsdPhU7L4xMSWyt6cLI/UuVGJrUFO3SvDPl6stG+XLrJhYQcksboRDW9bWrDk9EEm7buIxmaRil0VPUOIjH/rM2FbucNY+OtK8iiXFEwPA64M6DZTcPCS+XfisPeRTz+2jJUarmucwKt0ZKt2/+asBHLTYOrXaXb70amt8FWTL3/MvVrN1Yr6SpZiGZChc7P1ga8Yi4q1nxsaSYkkB8PqgCX9vOk1bLRrk4T8Pxo9XEfo2iu7Gpq1jmx9pUd+bpGL326xd0kaTjBrX6IWVTnwPDc+ZNU6z6LYkdVw1mo8lxZJiSQGvDyBpGhyyLmS8a5CpFkuzfOrxqR4tR76Yfv6JHzZ/3tYGS+YOWLwsWbVNpa0VzjYVjjrJu7tVtcC14BjMXD6WFEvK5AZ4fdDdPGUxU8vCBzqYh5Zef81Jh6iH6mSPHQJTsYc9bdZgxelKyHE52W7rfko65uifpGGrYyW4fNWq9yXslUQ8Rd67+cn/Il89cbCwpFhSgDVIrgIAAAAAANAz7PWBLQahDmYPzNQ7zvwVWfjO9zH/aCqQsereavX5dPCWjUeYfnV236n1YRk5eEI0RM1mhoW3kmQeB9R3rImRqo82+r1y5V0NbUfmmFTe6BxZPm0UZ9zFXAFytNQ2Z4aJFEuKJbWcaQDw+uAws6ecDZUE/N7qvpAHyaFUgsh8FxkiK9+JcV1X3PUgB1JqFe/jdWH5MGImwCxi8IsMI6G5OmroFywplhQArw9gTthDuKUEsjkN1eB4Npn0+NC8tgdMIDsuLeMny3zdu6XSk7TD3L21asvNloEGzwzXq09LLsS8XJ+EDZpH+LqZaj5UDWSpReNQWxaBzU0hCSlZdw5AkmcAZigWS4olBcDrg2OQbQJ1PpusJtnrwVOx60Iq9kyRN4ICXEj33RqRpEGThKQh1RFpT3ZhF4XELaqn2ZJbSsyrWFJ6HACvD6ozMZEG5D6hUB3V8jIqs9IlvUw9sm5kjCm/sDbRYsrSXqoG9b1OCw0+dfadYSB79fww+WZ2qdi3EuNFFd5J3otLM5oY2klFYUmxpAB4fVDvfDS1UrevhcikzKD3dnTFbuSLwDEteWymqw72EFQf8ojZZPduldCNODUpOTR+z6w4cXp/WzfyCN6TUOfILb5ZKnbTvlWbwtVn3qt/JjkrVDsTXkxFsaRYUgC8Pjgacpc/LNMuxONEP1+hasxasGvLoXvJYVqapitDuO9QSbdGRt4stYWX3CbzXT7tZdhVmIo96EyviYrkzRvf6dSNJe3kcQAAXh9Ua2byvYFQbBolEXKNjIig3lGfPnxsHQkG714rVzH3/fSI3YklBQC8Pqh8LeAV9TvOPpV86VwirGD5x5MVPhDV7IEsJPH70BVVXUIOia9eMLnF4mtIYndfsZ5Y2hiJLS+ZxVK6R5pCsaRYUgC8PmjF5Utcw8zCVed1IdoVdUkrpTtWybvYu5+NF3WS8FVHfd2dIrfbIbQYRNV56FXDPWTxLNqn/IUydxXs/LKsg1E1Zf0/7iVYq97RvKFHNFutsaRYUrP5BgCvD6qdPWXLCLmfCy4+ksRWYZI9ELMf1UhgDnvHuNIdqq7NC/Z2ejMP4tL1Yrdb3cGSAgBeH3S+/l5KIDs4V5Vr8dlXF1db9sk7WoVjPazDVpWqOwRY6kYBUf69a6RBX68Um+68VH3QyKeWyyH5nANwmh3dFefkvujpb10pBZYFtTbi7yutW05rKZ12zxdLO26aUlN1f6yB1dag1hSQXPqdNM8Q3NfjxZJiSdMsKQBeH+zDXchvx4rc8/2U+YJWJtfe2qfoNxD0WvPbCkv0svCIs7U+egZeMTF9kkBPDx96vRsm28rp9+Mq+1SCf75cbVkZe+L4qzr9Nkf9Tiu/kZDl4MmR1aGkSO91/fx3edSQxHevZPFWcrsElJBabs/YVtkvJOOZWznavIolxZJmTEQJeH0ACSsVV4YqXV/bxSWJ1pA1zQ5GpTtDpfs3X11+jZUyVNunmrnamuv+QcXm68csJcvt0jb3i3xHXfta5SdsQ7xYUizpwUc94PVBo/Pa5rm70Blt17eQoAs7CubL1IRvi3UlSpLeOwxvLCkA4PXBkVcNchecPeKkkId9kuRTU10uCg72IHC7uX0rSMyxVouwNxJ2ze0kYJOnIW8q7rjOkNsm50wUnmfye+id2qeRY8z6WFIsKQBeHxx4Ir75h72VWproR9+l6lEsh2aTg/fSwysyRrcn61KDgkz+m7DeCwo6L+HNUo9w8wdalk3X+xWfacybNXAsOAAz32LEkmJJkQPg9UF3E5vBJCVL6z3jCAGO4BbRyxgSyD7GsfBOlWDZqdK1kCWm6nNpawk1GBJi7SxfcKxU7GkTUXGl1Kx3OOarklhSLCl5FAGvD9py+TZDP6/GfN8IUu1VVFJTspXckJXK8dK5RrTUafw29aphq6khX8n912rU0wFBUHQzEqcEl5+s6Wo/a6ynYld7HYgWgAZ3VguaX/0smiMmCpYUSwqA1wcNzJ4J89fjcTS/hbvYzZUy8IJ7DiQ4o7h699ei4kkPIosajavlyaDBN9K0um4++V9L0mC1WFRzCbtSsYtl76umFOj2pa0qesqyTG517CY/pcCSAgBeH9Tj2q2/dF7GeiYZxXZDS9fzCHAxlriWWPrs/hSj/gWnut0Uj527zVQK4nIwg7cY11Kxq5GGaope6k12yLv91FzhZRJ0b2NrpS2lzjQGrYuN38nBkmJJc1tSwOsDaGUCPblmS6mltgdPIDs85pCVy/pY8zyml5BNJ+m7T1fDdaqry9SjiK3loE+UTwlQorLr3IDaOa/TW3ewrnHpmlGbmayamle17vZiSbGkcFBOiAAAAAAAAKBj2OuDVCaHUkTvXzqxeOQ5DJmen+s43L9ilHaffp9N7t+u20jni6ECqw1nv0cHqO/pva2znRG5nn1CuKirew01JYNOL5ztTNQQZyieqMJ98l4klikFtjX18dRvE6M7SY2xpFhSALw+aMPlWzneFJHRa35sLOvywtiyFjIdFRtF87oF5CY+cEL2pOWFWPXUUnFrU4JY9352kZ6vEMmg7YvxbbIN80ZSsU9F0+9qefYuH5YUS9q36wt4fdDDgtQqm9Bd0PM1KxX5VPV2JpX7CpzDMUhKmZ2hnr9Sa2N/zVCk6ZWMStxQSbdq3O/UxB0M8pn8JwGd/MVwS2rsadhVv7t17btTJrXX9CA+7c3bWFIs6cCWIOD1QdUun2nUb+9nk+E3dBqVyDyyJJAtshJK/0nAlkF1EpaAH3pVXszr5D0JBNz6YKnYU6ahDtfIGQdhrVMolhRLCoDXB5Wb57QEUkv2Hna3UhpUK7VzJgJbuhaYXlpXJk2U21Yy9K3tz6BU7Loqc3G3T7d6XyoR7N2VuUfiQ/kSXUstNl1n6qDWXD6roJ1YUizp0Pu7CoDXB926fKfLxKdbv/H5EA5hPsPKlLmJlQ2PpxVCX+TT1SEUforL5JiZ1rsolRAZyM3/q98i0GJDNVftpTmXJam6989NsKRYUgC8PjgGPOUCAADAkgIAXh/UaFrG2edy++Hao6xxeHzdXG7LvDu/l3A4a1w0hGllFnk4V89ZFL0PMLhd4Oa6414/dHPtEhH8Q6uUdlhFl488qqsz5iqv20Wrc9A9vh10ewhz/TytLlZ6sSKS42Cnxo66YSXneur7ZuoYXBpels8l4rGVFFdyihR0/o/xImHzm+++kTKtwCVo53QoycqkiCXFknpZUgC8Pijs9eUoU01udTGrsjD9MpvGd/f2UlIie1smf1HvQiVRPas4YyPBP1+utmyUP8uuoEaVnv/dJ7pozpjyknzdZVn+8OKNGFdn4UyjGDZemplX5Djn3KbJMwpkU8CSHsCSAuD1QREWXxryevinAQWmGCpj+lqaaC1VUHfdisTPaK0D1CAVu/t7SViKmO0wbN0lX167QhqSp/DG1oqZJFzPdD1JzaeXegmWFEsKgNcHR0AeVybaxjPpklbqYKnY+1vEWq7PJV5qW7cIfMQcdg5TGlX1m9TZqpo1a1ye/BRNpWLv3tSJxA8iLCmWFACvD5pGF/6WdSY1sLLdTdAa+nMd1LhkHbYSMTe3wZKvA1YuSz0ZaLuhujb0WNzciCNrONC82c0rGgm7j3GtSHJY0iNbUgC8PqgMWfhAB/PQ0uuvOelQd9LnnuxiQKdqsOJ0JeE4P22WpCHhmKP/dVtZpCX4Flp3nAJ7JZEm1nJymZ116zdmN2t2gGvximFJsaQAeH2w06Tq96EsfKdBt9CcFa7FeNS8UnHmjda4xoaXmTF/9+7Dxm/waMhOqo0OuJ74u1w+dyp2Kymq2SAfXKnY1VgBUvbjcgu2+aV5holUEwfRsLF1FjUZYEmxpAB4fVDH8nUTyX8LZtVySFF9EwZc9WNBnZqiRx7O2kbDiR2YW+ZasJuwpFhSwOsD2GVWCzoiInb3hQjz7vHcNOiYlu+DWOl9FNittERWvpN8dZWoJWCpaBNpCRvC8mFEToD2kjCNDJO9mw4VyiJLY7Gkx7akAHh90MTk5zjeUFGy12KLknpWP/cdoDcrekl+vmv/TstB1pq6fnRPbnrN2TZ3aPjTkgsR4dm5zx+qoXrG1G5WEzFPxW6ve5sTo1Ss1bqepLHyWXSM1CiRQnMOlhRLCoDXB3UjUQEhmARLdtDj8nfyieZMpK2hdetVTyKSNGiSkDSkOrucJcv7TEBmGtJOrAqPGbWKBXBzdW7CFcGSYkkB8PqgHctvZFNnNxCTYpVOyF+JxVe8NJuqNJiqwS/qhxbqenX2nWG4CN/gGcl7x3ap2Lci3EQVniPvhdr4B37l575ZhqGdVNQsNR+WFEsKgNcH3SLrdsPs+e7HPvqxH/87P/7uH3j3G970hv/gP/oP3/zPvnlyPk0TJ2USyGaq2HkXRe2yezc8RILXYoklhwYbHJYDxDu8P+eNotJSaxZ5Tvw9yaDtMqt9cuGOy09Rtyju9U2EIm2kE4yp3tTfezw+fK8UQW/AZrekS+3GkrZhSQEiIBcI5FjSnu4CTKvLyNz98eL7/8L3v/sH3j0Mwwfe/4E//93/6Qd/+4MLpfZlPJKNufo1f1A1til6ZTuXgMFPVu++a89q0GtxGiYM3b9NhhXZtU32Esq3cT0YKbZ535Xu3U4n7RKWdDpDLugqlrRJSwqA1wf7GzCxWrt+7KMf+8Xnf/GxaJGf/Ps/Obsd1MWIoap6bEra8PHJ6C21vxZ4UNT0ALDStTkNkKUl3bUhgCWFHeCEJ5SxfJYvnT/11FN+9616bjzkGQ2Ts50SsG1WlZBD4qsXTG5xH6/FK5iJBKl61cvHTEpimJSwpwngEitHau675FrZKnwuS7olQCzpAR8rQOew1we2M9H9Kz6a4Q2Ep595+h3vfMd00v9j//ofa8h+lD1tqIE+ku7R0rv7jpc/ce2obFGSkFTgfL1c/6yXv3IXXZCks7Pubu1Re1f5WVVdo6PjTK7MOhLTWj86Huu3eMjLVhnyqJamb6VsVcrHIBaypK17YlhSgFDY64NMLp/M/mLJd/4n3/nWr3zrD//gD7/1q9/6bf/2t73yVa+kA2qz02oThiT4R5UOjrDlxeq40h2qrs0LdpYSXQquTRtdUkNC18iWvm4ehy5kSaE3SwqA1wdZp7ilf4j3JRGhBYdhGJ5++ulv/hPf/M1/4pvXy6nuEGCpG4VF+b+rlEaVuZB4Qd0rdM3UtBospfp9JWtjaK1HxFn+fdF3UdhXwzYuC2otlYZstzKH4FMSTl+uN03Fru5vNLDaGtSaMpKLuMuGZlrUZf/kK65U7G7Ji3+KmmKWdHYdlrQtSwqA1wf7r3Wv4aqv77bc2qfoNxB0WAoLoQ/H4CCgq2TmZKz2is/Roum6+jZq+Tqr359Cflzj0jBUw11bT7KyUpDFW8nKKtsnWP9p5Tey5QveFWKd8CulpFtdn6iowbtXsigOGcKzVPio62nyywzZLywmlWWR6iAqg927fJVxlzxDtgadhnQZlhRLipsHeH1Qt883+8zAimRax/d1dkJrqcLy40ktUMnd0zNkrbbuowPq2cf5tCfZN5NiGsJxrCPIdrLRp8PyLt/ipplGDWAsKdjXOkoAACAASURBVJa0tCUFvD4Aj5XVTY7Xqiem7o6j1FI33TyAeOAM7JK+yJCY+863T2/Tpofuyup616doVIaRIrf+nmYcStmey59aXFVP5NHVgJc7jXrcfd08wa6+wxtLiiX1saQAceYEAAAAAAAAeoW9Pkjl8dGT2j/TXXqEppcXdMSuzH46wU8C/pf4daoOHkXmDZHfUgfcXTY5wCVrL0d5leVfC4lq07hV5rGeQ193eTJmp0jdPvV5l8xs3pbrVCDNjfGxEnXCkmJJd7SkgNcH4LGqkPOcZmyrFoxKG2lj+7GLxp0qXQs5zlXTBWlrdrUc4o6iOi44Vir2ZiYiz1QBljdTU2lXO4VaVEwWPsCSYkl3sqSA1wewuWg9/89z60BN7xyVormrlxBSJLDWZcHPmSfpY8W7nmvvw7Sp/37fzvIuq9GNNCn0v24uKdbKFztVHy1VfHbZtIbmw3JMKnIM66zq14lq6v3nmUXHDBXTwMlgmEaWDZx9saRYUgC8PtiF0GeTYndfyGM+JUOZPfdXZEYBDS5Q8tU17sm/1Cxhcauo4USkmQ40tjpddj832/shcnUTsKRYUvoL8Pqg3vnP/9M9k72WeTBZ1SmUeSxxjeqOmhvb3rEfd/puefxOA0bd/Apn/ujgLUZd8UmyhOvUWB2QxYZnSRqfonhbr+xo7bprPgznkVWtx7VGd+5SKnYtKVosKZYUAK8P6uG0OlVGJ5AFM1t1l0BWLutjzfPE0D+eR+rBzib0RLyWuDddplvXeywHffYKa0jzHb7bGSJw1fW84VX6TpfpVGufVDZkH/V6a/bM4PVmunOaUSwplhQArw96nV7V/S5Uzx5C+UWMYQ10OQpJvsCG2l4H6IbL51eyVX5e3VpkGCYC9t2vSL6ZXSp257uOsYVrfh2UfOXPdVcMbrAwKkxHd5Ia36bma2kSx5JiSQHw+qAJNnPdAgbzyPLSqAGlu/ZtXk2RHrpfksuU3HU2v5kO2siom7++qdUrL5YUSwqA1weH8fpKPpis+SFoprc71GfJIodRVVvLLlbdtFSirNRLQtVJ9hbp+QqRDNq+OA1lG+YPB55r30uZCcVAGeqbIu7e5bt5bzRmRItzpDXg9WFJsaSA1wdwR2Q47JuZVGcW8XwCSNKK7YqgGP2WQtBJiZpYyahdg0r6NDLfgpq4g0FLA/+XQyZ54i23pMaehp3WfmL52ncnu6K2fyE1isLWd7LKy3eXPkSwpFhSNaokAF4f7GEfjS1KmZzV/a1UClhLk2eTsm88ugKqLp41z5CVwTf0f8CtD5aKva1pqPgQUGttqNDly5Y/wxnOCkuKJbU0DQB4fdD3ZNpVAtkh1GDnOIPn3dK17S0Jb0eFFjpBbh7BFXT7Sw25qXgWvVl+3lOdGVKx5xrpYt84VW1uZWeeqiGbTqWfbJT99RxLiiXtyJICXh8AVG0+w8qUuemSbY+nFQIz707/NT14F36Ky+SYmda7KJUQGcjN/6vfItCSo7WNaSo2IUGx8bLl8sllQOnWb3w+BCxphCUFwOuDahY0Xuth0/jt3SWQ1bCvdfMaDb7lrExdDQaSRWf2XRZrgANyd4FLs8X9uPa+aPfbgTITlLh+rmuV1i2ntYL5QhdFnrrxtP6xBlbbO0eFmtRSM6m8rmmvxtx5IQl7DeHy11Oxq27KWWajZjPPusPZS9yQxJIe1pIC4PVBI17f5dL5xMfcFyn90IhyhmUm3O1Aw0IjperI3SRGYteVQrSiftQmbqh+gyJCsEWXyLrhwUhIca1M6bL+aETXf+bTZbJ1bXp6SSwplhQArw+KGcqgGVbPK4GlWHOCrYrugO1DIF6nixZWO7K0YN3UAUlUmCrOv0nwz5er7eGgybJjkFjp+d99Vpw5z6GlB/m/HL5Ti4gisraKzpIMr/IDfuoQinSUnmGtXzK/Zrni9cXeEEuKJQXA64OqybSU7+gNGa24Clqsnjt2qOavdkLAbklYX991n2aTX768doU0JE/hrNTqW+zL9VHI/BHCGK3eK78Yq1dRLGlvlhQArw/wIXszh+Z1U8+jaj2vB8O/VItU7BJ2ze0bfTZxwCuMoT999+qyxZFrKOXJT9FIKvY1ZUjZ66vX2VscRHZzhwyDthG+BUuKJQW8PoCsM2lqWKruIuAFv/Clg9qW/LCcVrtKNtWnanJl6slAzdwmLdCPzY263OFAG5usanqjc7+xk1wDLaNFWFIsKQBeH9Ts8slwec9fGm5FO5xsLab0K2GJrP1c2gnHuXwDCmxsS0lE+VK5phvrSRv5q6/7RaPHb2xuppNTj307fhZtlPt/6WD+DieWFEsKgNcHzXuFcQa7r+jSMSuVrbzR0aufoAjjWUJeVLVUVIel1kCl9freMxW7fy29yrfQ9BxR5FcHo/WWqCaUmVuw7S3N84futMlmoRoaTlNdk0FYLWx33bGkWFIAvD6oGRk455DJgkpwRnH16681cyVdaKPp4jb4zT1NrquEr4nFdMNLrSXsPHspZl2vyafk1l0+w6FxKjwgUqqusovjlzjjaarINKSbrESEJcWSAtRmQgAAAAAAAKAw7PVBRjKEw3os8JOf+OQv/dwvveFNb3jt615bf83ja3J3cOc+z5NW0FLpRtqBHaNr8hhvf+jdvXcfnmaCmv0wUo8MhT86bhmnBvNYkZrtmGRs8zfD90vFWq0eh1ElShXGzDUfIzVKpNCcoxKrMLtZ0rbWAFhSALw+OITLN+Vn/++f/Ut/7i+d//6GN73h+/7a9z158qRfWa4lkNWcibQ1vG59unyS7tRIvup4Fq1VyS7oomypFLI2u4VU7DmUtYVuyjbnSFRopeZnSCxpDZYUwAdOeEIOmzqoXmPAmS04p8bvr/yXf+X69w+8/wPv++X3tSut3d/HuO2rxVe8clWyhgVNcNv0GpY7pWSrsTEfadNiTUfg/b10LXBLyi3FNhW7s7JRhWuG4bAtVcPyze+kD1O+VjVMHzXqPjVfM5N4AUva07rjyJYUAK8P9p7/htPlj8F20NRQffC3P/jxFz8+/cF7f+S9hn5ItUYxxzmfs326/nEsxnt+FhnUuqD1rThe3A+KszfoPN2zTP6s3nTFN7tg7vVFK4wMchpE4qvnqohYDnN3AJ9T+PHOrC7f/S10GFQuf4zmPRVV5/yxy5peRKYu32QQnSZ/glRpTcXFxNIVtqS5rRWW9HCWFKqHE56QYSadn8dKyPk7n6Bf87mvefaznp06fu/61ne16BZ7uxi5XupQ31wCft9LZIdW3QEhP9WKmmUYFL6jh9M6DBlfETQXuBgVpT6/YC3q9wBhvMpTA0ZNVCqFzJa0myF9TEsKEAF7fWDt8i0bS8vnoE+ePPmu7/2u6z/f8KY3fPlbvjx/Kzq0lurz4HH7J9KqhMX3yasMl+NWm/WX9S24gGpNdyFkYZfPfd+tdYaqBG4gFD2YlElJmnrIbnso1yWUcdCx91Nnqn6DKEaVHIPIa+9nR0va3BDGkh5TwmAIe33QJG/7urf94I/94C/93C99zud+zhu/5I0IBAAAAAAArw+axPFA6+lnnn7b170t911ytCm8YlJGpOuVvAZMP0W1ozKlShTa9MG9LCdemHw//1LDbyo+Rc86q5BGGWiEFhqMOskOEc5ugi0/u3r3W71BXCbNdH8vHsorSwp7rL7GkmJJAa8PAJqxoGEFitmPaiSs4np3qZi4OvFV1+YFO1uDyQ6rxkYXu00Ppb26Ruy8Pml+9sOSYkkBrw8gcgYc59NWUjC67hLIbt9lXPq5O1SABJU5DEtvsot3PSW6aTWsjNXv2+UX4mbVvmq2yH3sFGfR91mCb/95WhKUuNqgi5XWxb5bLjOrTq/q5WpNUt8u09WPw/ejPKcvCd9DGAuqvI7OxknQe0TZt/VSp/FJuE6ZfCXrwj/NPtQtrb0+81n0FZM6F0uKJa3ckgJeHxze5Xswq7Iwi/H0KgyZ2RTZ/rVXkYPvsTYJ+UJC9aQG6YZdsVxtWTHUsnirta05Da/0fJPBJ06g1CPSmTM6VVG1KXMuETENinlztxZSsS/PzVK+xwsOdVly+TJ1vaaLaPLsAEuKJcXlA7w+OJYb2U9raqmCLjs1ZSpZ7S5ferV1Hx1Qzz7Opz3JizIppiGsk44w5082+ubZOTRlbKrrM61WP7GkWFIAvD7A36t66sxRN9UtO9r3s+SYx7KBedhjbn1y9v4p8L663vWJGmWtkDdZszOeGdRr4+3V+9TiImwSyEZqq5KRv3ctUP1ev/Xeb5drtvSa/BAsKZYUAK8Pyk+w6XNedw+xNPTn3uvfgKS0Wz/veYNFUy5TK9VWU2nrVnWZiS5L9GzqZ5eKvbhQmuxM3b0GmWqxpKJYUixp9x0KeH3QydTMY65CBEVggHRpa9K4sO9V7/IFDah1+GoefYi8WScr/jomXSwplhQArw8Ov4ypZB3R+JMzMQ9I0bGQY1qndwd2ymj3dpAAiStTDjQS25iIxGMhKbZe3zAMY33z3s7x9D2HmWQ5JewKE4UlxZL2ImTA64OOiQww3ddLCJEScIYvVIlvaVCc6KUEsg1qof+392/GhWiIGo0FVY+ixb98MVL10VLFZ5epX7SN2KprjoYPYQqy0zpxZTaQJImMOaoUKvzAMjVwMhgmsR8jZl9DEWFJsaQAeH1QORxLyWZBxbrA/vtLYnoiuDTJV9e4PPClcglI0nXufBgGdctzSs5071TqHxANTRdZ/BA5uwlSWkRYUiwpAF4fHHCObutG2zXZcDG0g5Y2eSJlPT7H+eGwX1iJxcAtq4+KNTLOy2pdkqOMaPAXWzogiw0fcqlIrO555OfQehU3xzDMFFk1pVZLqdgzzzlmAyJvVbGkWFIAvD6AOtdoywlkJfzwiR9B8TxSj6PUb6gkfFGvXkUMztDwPnuFEqZHZde5iZt7Uw2p8mVD3RoUWvWksiH+qNdbpY1FZ7Y5R1yH+qSqqmJJsaQAeH1wRFNd7fJrlxrISjrvPjtUYy7Q5JI1T/UlZyp239xlyTcTMw1xvuuYtsunOXVQ8qm5+j+RCChdhzx7fRlS87U0iau63yrGkmJJ8fcArw8A2jKYR5RXRCkRORW0LU2R5rvfJJeGZK2zWt9Jm5lCZLaRrtVrrpQcgIAlBcDrg70n0+O9hFCmblvhyxpbjxdZsGm2kh3dtFSirNRLQtVJ9hbp+Qq5WYwbafvikjnnMJeh/kfvM6EYKEOV88PSLp/EjmhxjrQ2vD4sKZYUAK8P8Pd2aFnIil9ziHQ0qWT4crGSPo3Mt6Am7mDQusB/i2/6s9Fu6TH2NezynbOyKvws8JNFa9XzFxWuRU0nCrHomvvUeO6I//H5Sq4N15lvedYx2VeYWFIsKeD1AeBhtockfh+6oqpLyCHx1QuG5JbZYsX2EbIcLhX74podzn5EZdqQofclW/4MZ5IGe9/M/GAqlhRLCoDXBxiPnM0Kb74UF+na9pa0sOow6oBFuXm8gaXbX2rITcWzaJ+SF8rcVbDzy7KO+oRwoHsKttoJ1vyNvmxZCqQKVceSYkk7sqSA1weAh2mzVNg/R5PMay7bHk8rBGbenf7rdCsXzakGK1XXelekEiIDub+o7uWp7jp71CkRbSEVuzj1VbbG8eKGnvCGFpYUSwp4fQBNmI2St9MVWyXLFkx9zJqGfb1cZmKcAK22T/0ruhzPUF2XPj43FufO3X3R09+6gvW7tvhciwd3Kvb9ll2LVdF57dNeu1HHxxpebfW5gapJLTWTyuua9mrMnbMG6syWit0tZ5mNms0k686MfAndqro53wSXjCXFkgLg9QHsMoeqI2S6Pq5ARD3CK/g8Z1aZr36cF0nI3aROIUe0bvXny9WWlaWHrP1VPRaFa5U7rbRBvJeDMtsblL1EOq3j4zJNHjREk2u3HJxRbpf+ElLLDU4xERiGkhPOUvJpHeTyqYSIu/5tvemoWTnUt6gKGtJlcjsljjPhxpohPddc5r2FJcWS4vLB/rMqADQLx5MAAACwpAAbsNcHuegrodDeT+bU5wvto0NtO8Cz2gnHh2RrMeFfbL7MCllKltsG5g7fkqsFUFMfTY53jrOIPePKIAod4xJ67Y4zJJYUSwqA1wdHd/YOKIftIvtexMYcxrFIxS5h19yeSTOJA17hsLp59+pysC3XUMqTkUDaSMW+pgwadrCzgfEtsjKI7OYOOZ/zk2Z6GUuKJQXA6wMMVZUPJi/5Y7dXqQEZaT2CY2gffWrZsLWQK1K0Fn4FsrxbFofkVL/GVtX2IeuPIkzNOdRWGp7aW1hSLCkAXh9ADROozaPigHdq1a9SvRqqyFgjC0kaEo45esphK4t0THY+qXy1YKwkbaRgX4sCEj/KPW9W29px/3j6PiPtQamMd/nWwkRd4qSyo4glxeUDvD7AE2uhNRHN1wxlOg3RZvh46bIDnNkSgkWt2196pmLfKlrCyrcYT2qmiytXTrU+w5ZotAw0uLN6n11znMEt4vJpeF/PEgBokNqomf5GDTgsKZYUAK8P4JFPfuKTP/X3f+qH//sffsc3vOOPfssffeOXvLGmNdmyhZDgjOIetk0cNqx9QxV3GjMi8ErMFlxo0Rpyi5Pd6lOtJXzZOFnd6DDr+o283FENN8gssdBT5QaEJKlCE6nYzR5QPIhMQ7rJKr+CDHZD+EBgSQHw+gDu+avf91d/+n//6WEYfuI9P/ET7/mJH3jPDzz9zNOIBQAAAABgDvn6IBW9UOxen/i9T5xdvjMi8mM//GPl2jsM4+TPS4O+NOj579cHg4t/Csoz9X2Jkn1q2jErG30yjDKM8vjD6R9n9959qDNBPf7ZLHrpRrok/CFN+NP630ey0JBY9Y9qMLvy3GINL9P/puESWG34WQlUqz3Yead1j38exK9D3KQyDuP1j5qmKMgxP2SZcFbf5VuUuQZJoHVLunukLiwpQGHY64OW3MvzXz71+5+6X9yMY9GqyK3tmnyaLSi4+AcUqXHtlU38iz2RX0iOsjyL1qpkF3RRtlQKWZtdc3U1o7Ie/XiamEum9UV8RfXHkgKUhb0+aGNem97ouVc999aveuv0q2/8V77RdAWmXj8x3+a4OrE3D58XYxpqJrehBkMV3DbHLl9AyWEP+9eXBXPNmN5Wb3cRDTVldJQcrS4y3CeFS9UQ905rTOGbIpWEMiO0Irj80fpmOuh5fy/H/JBzj8tsqa8PM6e946DjMKhc/tQr1QpmeCwpAF4fgAV/5s//mW/9d751GIbP/8LP/56/+D2vfd1ry97/4bDJ7ckrI/N/e4uNKvRK4FGeXCU777mw4bV2FMnvppfFn+4v0ocrRIbHzNlWa9NFzc628L0OVW1A4cVUGaqfImadHlpjWRei5Gy/WJV/+ON/WFKAonDCE2pfFix+/tyrnvv2P/nt3/4nv93wVv4/NI+Bfm2m39NR7+8lScil+zpLX9XTLMOg8B0tE/UypMpOILECF6Oi1OcXta1Fq/RPTtP90ZDJMTqVglipRnep2LGk7O8BXh9AV4uMvNbSK7C6eP5CmxSyBPwqISR3aJ1udu408sWQ9ex5KoF11Q5GouzSmPjRKUblbAtlvCgEU3H4SBNXWjZj3+x6r7Fq3cWSHtCSAuD1ASQuoC/nRsSwfD9rsZa5WHZyBHbqgEWhbT2UDfne877iWfTkR+pV4N6CnV+ZdTVzcw4rspY7CLba1fl588R2CyWTAtgW29zk16OTgCUFwOsDgIwmljcS7qWgkZKsyqsFZJvk+LU/miPimjIZApYUAK8PwGLVmOPprKptvoFmTZfE95qken0FFqnVC3a28pFsOl9iVB/5tJW03js+J39l6e8s3LGkh7ekAHh9wIpt3T7p7RkPmX96vcJjqeL6ybhUC3VZmoin3VqTnCMXCMvxER6jouj89w8+i9zHTnEWreuacKsMuqAhCzfQxUovp42/LbPsmmvxYl38OEpFvKK1q00VVwUr1iWbdJG6v5EQZdBBq4+CE1fs6KFMo94PSfu4/DquTctalVSxpIe1pAB4fYDL58+4YQv06h9sLyW91msy91zk7n5+hUpsDWoyVMGJBFaqveaIyeJ91rL0RkRomf9dPcrMGSk8KjWd6LrjKsYV0bseENvGN5mKXaIFwYbEgizURETr+QO1CbFjSQ9kSQHw+gCXL2Fln78Kumclq93lS6+27qYDWqQHtRY1blP9oO4O0oQfmQ2NJqLXYEmxpAB4fQANTOuqHtN43xnYI743eW3DdeuTs/dPgTfV9UYkapQW6BG9VtRaD/McSjw16k+2GGg051yqvsr6uH3UQPoPHnNgSQHw+gBKWkQN/LWqGi97dddnk7uvPNTkstSTgbY7cmvv9rHIKzmBIPCqJwrDAjXnTLlUT4ODyMUmXiwplhQArw/AgZQuhQnbQtoJUtTM6qEZ6w576hRbBh1O3d4jmt7HkgLg9QEkWtSdH5uJSRFSV40qlHNK626OBEq5PAmi7ufTEtELbSwf82lLTGbmckqpxUb5UOWpvyoPIsqKh16kO+rOyYIlxZIC4PUBzNwG65ld4guUkEpeA6Odeu0AdchWw97l040v1buzgmo576yFn1qsFUYz/V65bFpJ86VNggTGsM6qfiWVrgw5cjbsn0JtQe9k4QuVdLWxVcLWHGks6WE6AACvDyDZroTZKl/D3/fTu7hdvrXCZOW7jOeM4vLAl8olIBmuayDZt2Et5QADaq+J1K7JGjKgjqoaWFIsKQBeH/S+JkjzKnQhl2ywN7K0KkXOcR2zvJlx96Bf/bv3/i/i6iyjLcY04Wuq/vldeRW02tTu7vuIwrWJkRWuDCnlquOftU0OueacDANiqDt6DZYUSwqA1we4fHa2ShbtigxJZ0Hu3hSaZo+VkNOGpz7k7CMpfyOvXkUMW6nYxaM64q9H5b0Iq7TeGlvgxhErue1JsWq41B0URz1kFrXxLQdfdIpL46LGQgfreCwplhQArw8wVN5rcc24dNflD7SMz9BegGnvbSE1va1fUbLScZpNVGrZNm1ipOfIe6EGvrJv+RlejXNsfB9gIZvxgYpmUY2+UrFjSdu0pAB4fQArXINtZAkKpz4T+IETsi8tcdNLDjyrOH89TJzeX3YP01Ck621SrU8D3UKIS8Ve0utzLxljU0w2tctntESWeb9nYFryWEfDsaRY0uFYTYOynBABAAAAAABAx7DXByUo+xxU/X9oe3Tq0kodTSoZvklQ0WseET8tcXBz8c09DayoYS4B7fX8jq0qLj/uj2G89Lsk67jSO/mmHWdix3jhP1b1fodfHs7S1v2KIJYUSwqA1we4fA0inj/SJuUcEl+9YEhuWVpbiNV9ycOu6itUpj6qtDXSxHYqcLZd6l9pY0mxpAB4fQBDhMG+LE/FqnzvF3juCpltPugxOmAut9v+WMzG7BSxhtt18Sw6tPwaBLt4WdYFTbZU7Nrc8iddzqNxnvFm8jRoU33dqSeGJW3PkgLg9QEuXyE7HVammP2oRgIz795dGpcN3a7qWqHLFybYWxep9SfFh97fkGP2jrDBgSXFkjIIAK8PWLE57NNypMV5ylgNLtn5xXaZmty0elfG6veVqz+W/i3ijOJ/X/T0t+ownrG5BOZenzPJe5k1V4hzmiMVu87+qnbt082o7GIsuUCh6HadA0qscwO2+IrfFV4uPkOG6uZ8U4XDgyXFksZaUgC8Pujf5XOsw27nxoctHNFh+6iYz3Pm6eHD2WtM5wLGrRXqlZPHcrZGKxVX4cHxIp+srKnF8VefxE1ioVrr2RtUdhfptaYyXeAuHV+1TMU+z8ss/iJ1c1o6cbsZZ7/whOOWmYQUpzzXn3Wx3rsi0e/y6bXk25MEjaTEwJJiSQFyTLIADfuYiAAAAABLCgCLsNcHGexGicdmFRin1dOHWqaS+z6e1MzV1vjvfR6ZirNM9dwwTOiBkcEe23fQxhSx+6Bo6HQrlhRLCoDXB1D1zL5dZN+LWIn40uJlfQm7ZqnrJbHMJnrkpuHSRO2lQV/FP+ogcymtRg5Y0uKWFACvD9o0iho6az7kj/VLpOb5XpJHQ7VxOWdo2Czkivh2y2JZ/hUR85Jvu0AY70UKNNkIEjqotmlHSzR8Fta/4lkXS4ol9bWkAHh90K/Ll3clZxwvXPqTc1rrlpI0lFjdWGdOb+WRf/ZU7NLcEM9S6dr04chbUo4wUa0slLGkWNIgSwqA1wd9GvQapvWtjLS69aF02QEbByg1rPs8gndHRf/3uu1aOFApoMbmqdhzrA5ih5X2t5JJn2HMcza09Sabmvwk8oZtBPTHkmJJoy0pAF4fHMZH9DiDJ8EZxf0m3NVMYu2fLpPIzlgtT1aMmKQvWULr6l5nLJYWFwNZzSXcyDuJ6lQQyaay9Y67JnI27OzzGOZXEBbNWNI+LSkAXh8cY02wtNUxmCaMrmGybfJhs6Mf5KYDwjPzOrLn+fWwRHSBiYZqnAu72ajprlGGVOxxhW9srVSs1JppJGZKyJ5pN6YCsetxJIAlxZIGW1IAvD44oufptD/Zsmjn23fqsWNm32hSKWUe+k5TBkef9tS9hb1XyZvZzGvO+qA57qis3ioYKYAlZWQAXh9A+FxUz5OzhVf2ZUg64CXrPkaQrZJ+hBzWQoskDQY1koSKyaULsi04JMN1YlOULmp6vYFVZGd9Z+G6k1xbf++urvpjSZu2pAB4fdC6axn2qwwz5Lj5wdB2OmCLDri9wCAVu4bfWaIOiY1bvWCnOInqsoc6hCuheuzyVTjJ5BXuaJ2CvF2fxzhCyzjzVKQlqRbsPixpt5YUAK8PjsY1v/NOYfqtl7KVPgA2t25iJa6l4qRyhTW46KwnWn97H1tw1FTs0mJjm5n8TdwGUrFjSVu1pAB4fdA4vs8m1Xp+vC6kDWKLtxxuWuN+p00Ysc1cAsppvOKp2MuPooZzHlfTO6XXsBuBZBStqgAAIABJREFUJWPf+e0uFTuWFEsKgNcH4D0De82t4vmLNjNEScAPvaotJnW6eXNPTU9M+gQr73XdPy1ZhwoTP0i2khsZj1XWp5q2X2eG8ZjDFkt6IEsKgNcHvdiIwLVp2HLQZ5PHp8C1gGcS3o5mO2DRvuqGtdtyqoJSseuqzDeS/s3fX5E6Bbt4ZdZlQdqOnDvtgRiJsIQ/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class=&quot;c x1 y15 w3 h9&quot;><div class=&quot;t m0 x7 h6 y9d ff4 fs3 fca sc0 ls14 ws1c&quot;>5.Безопасностьбиткоинов</div><div class=&quot;t m0 xa ha y9e ff4 fs5 fc8 sc0 ls14 ws19&quot;>1.Аппаратныйкошелек(Приоритет№1)</div><div class=&quot;t m0 xc hb y9f ff4 fs2 fc9 sc0 ls14 ws1a&quot;>Самыйважныйшагдлязащитыбиткоинов<span class=&quot;fc7&quot;>—приобретение<span class=&quot;_ _1&quot;></span>аппаратного</span></div><div class=&quot;t m0 xc hb ya0 ff4 fs2 fc7 sc0 ls14 ws1a&quot;>кошелька.</div><div class=&quot;t m0 x7 h8 ya1 ff4 fs4 fcb sc0 ls14 ws21&quot;>Топрекомендации:</div><div class=&quot;t m0 x14 h7 ya2 ff4 fs2 fc9 sc0 ls14 ws1a&quot;>Trezor<span class=&quot;ff5 fc7 ws1b&quot;>(дляначинающих)—с2014года</span></div><div class=&quot;t m0 x14 h7 ya3 ff4 fs2 fc9 sc0 ls14 ws1a&quot;>Coldcard<span class=&quot;ff5 fc7 ws1b&quot;>(дляпродвинутых)—с2018года</span></div><div class=&quot;t m0 x7 h8 ya4 ff4 fs4 fcb sc0 ls14 ws21&quot;>Почемуаппаратныйкошелекбезопаснее:</div><div class=&quot;t m0 x14 h7 ya5 ff5 fs2 fc7 sc0 ls14 ws1b&quot;>Приватныеключиникогданепокидаютустройство</div><div class=&quot;t m0 x14 h7 ya6 ff5 fs2 fc7 sc0 ls14 ws1b&quot;>Защитаотцифровыхатак</div><div class=&quot;t m0 x14 h7 ya7 ff5 fs2 fc7 sc0 ls14 ws1b&quot;>Длякражинуженфизическийдоступкустройству</div><div class=&quot;t m0 xa ha ya8 ff4 fs5 fc8 sc0 ls14 ws19&quot;>2.Использованиепароля(Passphrase)</div><div class=&quot;t m0 xa h7 ya9 ff5 fs2 fc7 sc0 ls14 ws1b&quot;>Парольсоздаетсовершенноновыйкошелекизтойжеси<span class=&quot;_ _1&quot;></span>д-фразы.</div><div class=&quot;t m0 xc h8 yaa ff4 fs4 fcb sc0 ls14 ws21&quot;>Преимущества:</div><div class=&quot;t m0 xd h7 yab ff5 fs2 fc7 sc0 ls14 ws1b&quot;>Двойнаязащита:нужныисид-фраза,ипароль</div><div class=&quot;t m0 xd h7 yac ff5 fs2 fc7 sc0 ls14 ws1b&quot;>Защитаоткомпрометациисид-фразы</div><div class=&quot;t m0 xd h7 yad ff5 fs2 fc7 sc0 ls14 ws1b&quot;>Возможностьсоздания&quot;ложного&quot;кошелька</div><div class=&quot;t m0 x7 hb yae ff4 fs2 fc9 sc0 ls14 ws1a&quot;>Важно:</div><div class=&quot;t m0 x14 h7 yaf ff5 fs2 fc7 sc0 ls14 ws1b&quot;>Парольтакжеважен,каксид-фраза</div><div class=&quot;t m0 x14 h7 yb0 ff5 fs2 fc7 sc0 ls14 ws1b&quot;>Потеряпароля=потерябиткоинов</div><div class=&quot;t m0 x14 h7 yb1 ff5 fs2 fc7 sc0 ls14 ws1b&quot;>Парольдолженбытьсложнымизапоминающимся</div></div></div><div class=&quot;pi&quot; data-data=&#x27;{&quot;ctm&quot;:[1.000000,0.000000,0.000000,1.000000,0.000000,0.000000]}&#x27;></div></div> <div id=&quot;pfb&quot; class=&quot;pf w0 h0&quot; data-page-no=&quot;b&quot;><div class=&quot;pc pcb w0 h0&quot;><img class=&quot;bi x0 y0 w1 h1&quot; alt=&quot;&quot; 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&quot;/><div class=&quot;c x1 y15 w3 h9&quot;><div class=&quot;t m0 xa ha y16 ff4 fs5 fc8 sc0 ls14 ws19&quot;>3.Хранениесид-фразы</div><div class=&quot;t m0 xa h8 yb2 ff4 fs4 fcb sc0 ls14 ws21&quot;>Базовыйуровень:Бумага</div><div class=&quot;t m0 xb h7 yb3 ff5 fs2 fc7 sc0 ls14 ws1b&quot;>Запишитесид-фразунабумаге</div><div class=&quot;t m0 xb h7 yb4 ff5 fs2 fc7 sc0 ls14 ws1b&quot;>Хранитевбезопасномместе</div><div class=&quot;t m0 xb h7 yb5 ff5 fs2 fc7 sc0 ls14 ws1b&quot;>Сделайтенесколькокопий</div><div class=&quot;t m0 xa h8 yb6 ff4 fs4 fcb sc0 ls14 ws21&quot;>Продвинутыйуровень:Металл</div><div class=&quot;t m0 x7 hb yb7 ff4 fs2 fc9 sc0 ls14 ws1a&quot;>Длязащитыотпожаровистихийныхбедствий:</div><div class=&quot;t m0 x14 h7 yb8 ff5 fs2 fc7 sc0 ls14 ws1b&quot;>Выгравируйтеслованастальнойпластине</div><div class=&quot;t m0 x14 h7 yb9 ff5 fs2 fc7 sc0 ls14 ws1b&quot;>Стальимеетвысокуютемпературуплавления</div><div class=&quot;t m0 x14 h7 yba ff5 fs2 fc7 sc0 ls14 ws1b&quot;>Готовыерешениядоступнывпродаже</div><div class=&quot;t m0 xa ha ybb ff4 fs5 fc8 sc0 ls14 ws19&quot;>4.Дополнительныесоветыбезопасности</div><div class=&quot;t m0 xa h8 ybc ff4 fs4 fcb sc0 ls14 ws21&quot;>Принциппростоты</div><div class=&quot;t m0 x7 h5 ybd ff9 fs2 fc10 sc0 ls14 ws41&quot;>&quot;Самаябольшаяугрозавашимбиткоинам—этовысами<span class=&quot;_ _1&quot;></span>&quot;</div><div class=&quot;t m0 x7 h8 ybe ff4 fs4 fcb sc0 ls14 ws21&quot;>Рекомендуемаясхемадлябольшинства:</div><div class=&quot;t m0 x14 h7 ybf ff5 fs2 fc7 sc0 ls14 ws1b&quot;>Аппаратныйкошелек</div><div class=&quot;t m0 x14 h7 yc0 ff5 fs2 fc7 sc0 ls14 ws1b&quot;>Двекопиисид-фразывразныхместах(однанаметалл<span class=&quot;_ _1&quot;></span>е)</div><div class=&quot;t m0 x14 h7 yc1 ff5 fs2 fc7 sc0 ls14 ws1b&quot;>Двекопиипароляотдельноотсид-фразы</div><div class=&quot;t m0 x14 h7 yc2 ff5 fs2 fc7 sc0 ls14 ws1b&quot;>Попытказапомнитьпароль</div><div class=&quot;t m0 x7 h8 yc3 ff4 fs4 fcb sc0 ls14 ws21&quot;>ЧтоНЕрассказыватьосвоихбиткоинах:</div><div class=&quot;t m0 x14 h7 yc4 ff4 fs2 fc9 sc0 ls14 ws1a&quot;>Физическиеатаки<span class=&quot;ff5 fc7 ws1b&quot;>случаютсячаще,чемкажется</span></div><div class=&quot;t m0 x14 h7 yc5 ff5 fs2 fc7 sc0 ls14 ws1b&quot;>Правильныйответнавопросоколичествебиткоинов:<span class=&quot;_ _1&quot;></span><span class=&quot;ff4 fc9 ws1a&quot;>&quot;Недостаточно&quot;</span></div><div class=&quot;t m0 x14 h7 y69 ff5 fs2 fc7 sc0 ls14 ws1b&quot;>Длямаксимальнойбезопасностинеговорите,чтовас<span class=&quot;_ _1&quot;></span>вообщеинтересуетбиткоин</div><div class=&quot;t m0 xa ha yc6 ff4 fs5 fc8 sc0 ls14 ws19&quot;>5.FAQпобезопасности</div><div class=&quot;t m0 xa h8 y14 ff4 fs4 fcb sc0 ls14 ws21&quot;>12или24словавсид-фразе?</div></div></div><div class=&quot;pi&quot; data-data=&#x27;{&quot;ctm&quot;:[1.000000,0.000000,0.000000,1.000000,0.000000,0.000000]}&#x27;></div></div> <div id=&quot;pfc&quot; class=&quot;pf w0 h0&quot; data-page-no=&quot;c&quot;><div class=&quot;pc pcc w0 h0&quot;><img class=&quot;bi x0 y0 w1 h1&quot; alt=&quot;&quot; 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class=&quot;c x1 y15 w3 h9&quot;><div class=&quot;t m0 xc hb yc7 ff4 fs2 fc9 sc0 ls14 ws1a&quot;>12слов—вполнедостаточно.</div><div class=&quot;t m0 xc h8 yc8 ff4 fs4 fcb sc0 ls14 ws21&quot;>Времявзломасид-фразы:</div><div class=&quot;t m0 xd h7 yc9 ff4 fs2 fc9 sc0 ls14 ws1a&quot;>12слов:<span class=&quot;ff5 fc7 ws1b&quot;>13,848миллиардовлет</span></div><div class=&quot;t m0 xd h7 yca ff4 fs2 fc9 sc0 ls14 ws1a&quot;>24слова:<span class=&quot;ff5 fc7 ls15 ws42&quot;>4,712,299,840,564,253,573,046,560,910,260,165,326,929,920миллиардов</span></div><div class=&quot;t m0 xd h7 ycb ff5 fs2 fc7 sc0 ls14 ws1b&quot;>лет</div><div class=&quot;t m0 xc h7 ycc ff5 fs2 fc7 sc0 ls14 ws1b&quot;>Длясравнения:возрастВселенной≈14миллиардовлет<span class=&quot;_ _1&quot;></span>.</div><div class=&quot;t m0 xc h7 ycd ff4 fs2 fc9 sc0 ls14 ws1a&quot;>Вывод:<span class=&quot;ff5 fc7 ws1b&quot;>Обедлиныкрайнебезопасны.12словдажеудобн<span class=&quot;_ _1&quot;></span>еезапоминать.</span></div></div></div><div class=&quot;pi&quot; data-data=&#x27;{&quot;ctm&quot;:[1.000000,0.000000,0.000000,1.000000,0.000000,0.000000]}&#x27;></div></div> <div id=&quot;pfd&quot; class=&quot;pf w0 h0&quot; data-page-no=&quot;d&quot;><div class=&quot;pc pcd w0 h0&quot;><img class=&quot;bi x0 y0 w1 h1&quot; alt=&quot;&quot; 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class=&quot;c x1 y15 w3 h9&quot;><div class=&quot;t m0 x7 h6 yce ff4 fs3 fca sc0 ls14 ws1c&quot;>6.Отправкаиполучениебиткоинов</div><div class=&quot;t m0 xa ha ycf ff4 fs5 fc8 sc0 ls14 ws19&quot;>Каксовершитьтранзакцию</div><div class=&quot;t m0 xc h8 yd0 ff4 fs4 fcb sc0 ls14 ws21&quot;>Процессодинаковдлялюбогокошелька:</div><div class=&quot;t m0 xb h7 yd1 ff5 fs2 fc7 sc0 ls14 ws22&quot;>1.<span class=&quot;_&quot;> </span><span class=&quot;ff4 fc9 ws1a&quot;>Введитеадресполучателя</span></div><div class=&quot;t m0 xd h7 yd2 ff5 fs2 fc7 sc0 ls14 ws1b&quot;>-Кудаотправляетебиткоины</div><div class=&quot;t m0 xd h7 yd3 ff5 fs2 fc7 sc0 ls14 ws1b&quot;>-Проверьтепервыеипоследние4-5символов</div><div class=&quot;t m0 xb h7 yd4 ff5 fs2 fc7 sc0 ls14 ws22&quot;>2.<span class=&quot;_&quot;> </span><span class=&quot;ff4 fc9 ws1a&quot;>Укажитесумму</span></div><div class=&quot;t m0 xd h7 yd5 ff5 fs2 fc7 sc0 ls14 ws1b&quot;>-ВBTCилисатоши</div><div class=&quot;t m0 xd h7 yd6 ff5 fs2 fc7 sc0 ls14 ws1b&quot;>-1BTC=100,000,000сатоши</div><div class=&quot;t m0 xb h7 yd7 ff5 fs2 fc7 sc0 ls14 ws22&quot;>3.<span class=&quot;_&quot;> </span><span class=&quot;ff4 fc9 ws1a&quot;>Установитекомиссию</span><span class=&quot;ws1b&quot;>(опционально)</span></div><div class=&quot;t m0 xd h7 yd8 ff5 fs2 fc7 sc0 ls14 ws1b&quot;>-Определяетскоростьподтверждения</div><div class=&quot;t m0 xd h7 yd9 ff5 fs2 fc7 sc0 ls14 ws1b&quot;>-Вышекомиссия=быстрееобработка</div><div class=&quot;t m0 xb h7 yda ff5 fs2 fc7 sc0 ls14 ws22&quot;>4.<span class=&quot;_&quot;> </span><span class=&quot;ff4 fc9 ws1a&quot;>Отправьтетранзакцию</span></div><div class=&quot;t m0 x7 h7 ydb ff4 fs2 fc9 sc0 ls14 ws1a&quot;>⚠Важно:<span class=&quot;ff5 fc7 ws1b&quot;>Биткоин-транзакциинеобратимы!Трижды<span class=&quot;_ _1&quot;></span>проверьтеадресисумму.</span></div><div class=&quot;t m0 xa ha ydc ff4 fs5 fc8 sc0 ls14 ws19&quot;>Чтопроисходитпослеотправки</div><div class=&quot;t m0 xf h7 ydd ff5 fs2 fc7 sc0 ls14 ws22&quot;>1.<span class=&quot;_&quot;> </span><span class=&quot;ff4 fc9 ws1a&quot;>Трансляцияпосети:</span><span class=&quot;ws1b&quot;>Вашатранзакцияпередаетсяот<span class=&quot;_ _1&quot;></span>узлакузлу</span></div><div class=&quot;t m0 xf h7 yde ff5 fs2 fc7 sc0 ls14 ws22&quot;>2.<span class=&quot;_&quot;> </span><span class=&quot;ff4 fc9 ws1a&quot;>Пулпамяти(Mempool):</span><span class=&quot;ws1b&quot;>Транзакцияпопадаетв&quot;очередьо<span class=&quot;_ _1&quot;></span>жидания&quot;</span></div><div class=&quot;t m0 xf h7 ydf ff5 fs2 fc7 sc0 ls14 ws22&quot;>3.<span class=&quot;_&quot;> </span><span class=&quot;ff4 fc9 ws1a&quot;>Майнинг:</span><span class=&quot;ws1b&quot;>Примернокаждые10минутмайнеробрабат<span class=&quot;_ _1&quot;></span>ываеттранзакции</span></div><div class=&quot;t m0 xf h7 ye0 ff5 fs2 fc7 sc0 ls14 ws22&quot;>4.<span class=&quot;_&quot;> </span><span class=&quot;ff4 fc9 ws1a&quot;>Подтверждение:</span><span class=&quot;ws1b&quot;>Когдатранзакцияпопадаетвблок<span class=&quot;_ _1&quot;></span>—онаподтверждена!</span></div><div class=&quot;t m0 xa ha ye1 ff4 fs5 fc8 sc0 ls14 ws19&quot;>Комиссиизатранзакции</div><div class=&quot;t m0 xa h8 ye2 ff4 fs4 fcb sc0 ls14 ws21&quot;>Зачемнужныкомиссии?</div><div class=&quot;t m0 x7 hb ye3 ff4 fs2 fc9 sc0 ls14 ws1a&quot;>Блокограниченпоразмеру:</div><div class=&quot;t m0 x14 h7 ye4 ff5 fs2 fc7 sc0 ls14 ws1b&quot;>Блок:~2MBданных</div><div class=&quot;t m0 x14 h7 ye5 ff5 fs2 fc7 sc0 ls14 ws1b&quot;>Пулпамяти:300MB+транзакций</div><div class=&quot;t m0 x7 h7 ye6 ff4 fs2 fc9 sc0 ls14 ws43&quot;>Майнеры<span class=&quot;_&quot;> </span>выбирают<span class=&quot;_&quot;> </span>транзакции<span class=&quot;_&quot;> </span>с<span class=&quot;_&quot;> </span>высокими<span class=&quot;_&quot;> </span>комиссиями<span class=&quot;ff5 fc7 ws44&quot;><span class=&quot;_&quot;> </span>для<span class=&quot;_&quot;> </span>максимально<span class=&quot;_ _1&quot;></span>й</span></div><div class=&quot;t m0 x7 h7 ye7 ff5 fs2 fc7 sc0 ls14 ws1b&quot;>прибыли.</div></div></div><div class=&quot;pi&quot; data-data=&#x27;{&quot;ctm&quot;:[1.000000,0.000000,0.000000,1.000000,0.000000,0.000000]}&#x27;></div></div> <div id=&quot;pfe&quot; class=&quot;pf w0 h0&quot; data-page-no=&quot;e&quot;><div class=&quot;pc pce w0 h0&quot;><img class=&quot;bi x0 y0 w1 h1&quot; alt=&quot;&quot; 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&quot;/><div class=&quot;c x1 y15 w3 h9&quot;><div class=&quot;t m0 xa h8 ye8 ff4 fs4 fcb sc0 ls14 ws21&quot;>Каквыбратькомиссию?</div></div><div class=&quot;c x10 ye9 w4 h18&quot;><div class=&quot;t m0 x11 hb yea ff4 fs2 fcc sc0 ls14 ws45&quot;>Блоковожидания<span class=&quot;_ _13&quot;> </span>Время<span class=&quot;_&quot;> </span>Комиссия</div><div class=&quot;t m0 x11 h7 yeb ff5 fs2 fc7 sc0 ls14 ws46&quot;>2блока<span class=&quot;_ _14&quot;> </span>20минут<span class=&quot;_&quot;> </span>4sats/vbyte</div><div class=&quot;t m0 x11 h7 yec ff5 fs2 fc7 sc0 ls14 ws47&quot;>6блоков<span class=&quot;_ _15&quot;> </span>1час<span class=&quot;_&quot;> </span>2sats/vbyte</div><div class=&quot;t m0 x11 h7 yed ff5 fs2 fc7 sc0 ls14 ws48&quot;>144блока<span class=&quot;_ _16&quot;> </span>1день<span class=&quot;_&quot;> </span>1sats/vbyte</div></div><div class=&quot;c x1 y15 w3 h9&quot;><div class=&quot;t m0 x7 h8 yee ff4 fs4 fcb sc0 ls14 ws21&quot;>Рекомендации:</div><div class=&quot;t m0 x14 h7 yef ff4 fs2 fc9 sc0 ls14 ws1a&quot;>Срочно:<span class=&quot;ff5 fc7 ws1b&quot;>Высокаякомиссия</span></div><div class=&quot;t m0 x14 h7 yf0 ff4 fs2 fc9 sc0 ls14 ws1a&quot;>Неспешите:<span class=&quot;ff5 fc7 ws1b&quot;>Минимальнаякомиссия(1sat/vbyte)</span></div><div class=&quot;t m0 x14 h7 yf1 ff4 fs2 fc9 sc0 ls14 ws1a&quot;>Проверяйтеmempool.space<span class=&quot;ff5 fc7 ws1b&quot;>дляактуальнойинформации</span></div><div class=&quot;t m0 xa ha yf2 ff4 fs5 fc8 sc0 ls14 ws19&quot;>Подтверждениятранзакций</div><div class=&quot;t m0 xa h8 yf3 ff4 fs4 fcb sc0 ls14 ws21&quot;>Сколькоподтвержденийждать?</div><div class=&quot;t m0 xc hb yf4 ff4 fs2 fc9 sc0 ls14 ws1a&quot;>Краткийгид:</div><div class=&quot;t m0 xd h7 yf5 ff4 fs2 fc9 sc0 ls14 ws1a&quot;>1подтверждение<span class=&quot;ff5 fc7 ws1b&quot;>—обычнодостаточно</span></div><div class=&quot;t m0 xd h7 yf6 ff4 fs2 fc9 sc0 ls14 ws1a&quot;>2подтверждения<span class=&quot;ff5 fc7 ws1b&quot;>—защитаотреорганизацииблок<span class=&quot;_ _1&quot;></span>ов</span></div><div class=&quot;t m0 xd h7 yf7 ff4 fs2 fc9 sc0 ls14 ws1a&quot;>6+подтверждений<span class=&quot;ff5 fc7 ws1b&quot;>—толькоприопасенииатакн<span class=&quot;_ _1&quot;></span>асеть</span></div><div class=&quot;t m0 x7 hb yf8 ff4 fs2 fc9 sc0 ls14 ws1a&quot;>Личноя:</div><div class=&quot;t m0 x14 h7 yf9 ff4 fs2 fc9 sc0 ls14 ws1a&quot;>1подтверждение<span class=&quot;ff5 fc7 ws1b&quot;>—дляобычныхплатежей</span></div><div class=&quot;t m0 x14 h7 yfa ff4 fs2 fc9 sc0 ls14 ws1a&quot;>2подтверждения<span class=&quot;ff5 fc7 ws1b&quot;>—длякрупныхсумм</span></div><div class=&quot;t m0 x14 h19 yfb ff4 fs2 fc9 sc0 ls14 ws1a&quot;>6+подтверждений<span class=&quot;ff5 fc7 ws1b&quot;>—толькоеслипродаюдомзабит<span class=&quot;_ _1&quot;></span>коины<span class=&quot;fs7&quot;></span></span></div><div class=&quot;t m0 xa ha yfc ff4 fs5 fc8 sc0 ls14 ws19&quot;>Отслеживаниетранзакций</div><div class=&quot;t m0 xa h8 yfd ff4 fs4 fcb sc0 ls14 ws21&quot;>Блокчейн-обозреватели</div><div class=&quot;t m0 xa hb yfe ff4 fs2 fc9 sc0 ls14 ws1a&quot;>ИспользуйтеTXID(идентификатортранзакции)дляо<span class=&quot;_ _1&quot;></span>тслеживания:</div><div class=&quot;t m0 x7 h8 yff ff4 fs4 fcb sc0 ls14 ws21&quot;>Популярныеобозреватели:</div></div></div><div class=&quot;pi&quot; data-data=&#x27;{&quot;ctm&quot;:[1.000000,0.000000,0.000000,1.000000,0.000000,0.000000]}&#x27;></div></div> <div id=&quot;pff&quot; class=&quot;pf w0 h0&quot; data-page-no=&quot;f&quot;><div class=&quot;pc pcf w0 h0&quot;><img class=&quot;bi x0 y0 w1 h1&quot; alt=&quot;&quot; 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class=&quot;c x1 y15 w3 h9&quot;><div class=&quot;t m0 x14 h7 y100 ff4 fs2 fc9 sc0 ls14 ws1a&quot;>mempool.space<span class=&quot;ff5 fc7 ws1b&quot;>—самыйпопулярныйистильный</span></div><div class=&quot;t m0 x14 h7 y101 ff4 fs2 fc9 sc0 ls14 ws1a&quot;>bitcoinexplorer.org<span class=&quot;ff5 fc7 ws1b&quot;>—открытыйисходныйкод</span></div><div class=&quot;t m0 x14 h7 y102 ff4 fs2 fc9 sc0 ls14 ws1a&quot;>learnmeabitcoin.com/explorer/<span class=&quot;ff5 fc7 ws1b&quot;>—образовательный</span></div><div class=&quot;t m0 x7 h8 y103 ff4 fs4 fcb sc0 ls14 ws21&quot;>Чтоможноувидеть:</div><div class=&quot;t m0 x14 h7 y104 ff5 fs2 fc7 sc0 ls14 ws1b&quot;>Количествоподтверждений</div><div class=&quot;t m0 x14 h7 y105 ff5 fs2 fc7 sc0 ls14 ws1b&quot;>Движениебиткоиновмеждуадресами</div><div class=&quot;t m0 x14 h7 y106 ff5 fs2 fc7 sc0 ls14 ws1b&quot;>Деталиблокировкибиткоинов</div><div class=&quot;t m0 x14 h7 y107 ff5 fs2 fc7 sc0 ls14 ws1b&quot;>Размеркомиссии</div></div></div><div class=&quot;pi&quot; data-data=&#x27;{&quot;ctm&quot;:[1.000000,0.000000,0.000000,1.000000,0.000000,0.000000]}&#x27;></div></div> <div id=&quot;pf10&quot; class=&quot;pf w0 h0&quot; data-page-no=&quot;10&quot;><div class=&quot;pc pc10 w0 h0&quot;><img class=&quot;bi x0 y0 w1 h1&quot; alt=&quot;&quot; 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&quot;/><div class=&quot;c x1 y15 w3 h9&quot;><div class=&quot;t m0 x7 h6 y108 ff4 fs3 fca sc0 ls14 ws1c&quot;>7.Практическиерекомендации</div><div class=&quot;t m0 xa ha y109 ff4 fs5 fc8 sc0 ls14 ws19&quot;>Дляначинающих</div><div class=&quot;t m0 x7 h8 y10a ff4 fs4 fcb sc0 ls14 ws21&quot;>Первыешаги:</div><div class=&quot;t m0 xe h7 y10b ff5 fs2 fc7 sc0 ls14 ws22&quot;>1.<span class=&quot;_&quot;> </span><span class=&quot;ff4 fc9 ws1a&quot;>СкачайтеElectrum</span><span class=&quot;ws1b&quot;>—надежныйипростойкошелек</span></div><div class=&quot;t m0 xe h7 y10c ff5 fs2 fc7 sc0 ls14 ws22&quot;>2.<span class=&quot;_&quot;> </span><span class=&quot;ff4 fc9 ws1a&quot;>Запишитесид-фразу</span><span class=&quot;ws1b&quot;>набумагеиспрячьтевбезо<span class=&quot;_ _1&quot;></span>пасномместе</span></div><div class=&quot;t m0 xe h7 y10d ff5 fs2 fc7 sc0 ls14 ws22&quot;>3.<span class=&quot;_&quot;> </span><span class=&quot;ff4 fc9 ws1a&quot;>КупитебиткоинынаKraken</span><span class=&quot;ws1b&quot;>—провереннаябиржа</span></div><div class=&quot;t m0 xe h7 y10e ff5 fs2 fc7 sc0 ls14 ws22&quot;>4.<span class=&quot;_&quot;> </span><span class=&quot;ff4 fc9 ws1a&quot;>Выведитенасвойкошелек</span><span class=&quot;ws1b&quot;>—получитеполныйконт<span class=&quot;_ _1&quot;></span>роль</span></div><div class=&quot;t m0 xe h7 y10f ff5 fs2 fc7 sc0 ls14 ws22&quot;>5.<span class=&quot;_&quot;> </span><span class=&quot;ff4 fc9 ws1a&quot;>Потренируйтесьсмаленькимисуммами</span><span class=&quot;ws1b&quot;>—изучитепроц<span class=&quot;_ _1&quot;></span>есс</span></div><div class=&quot;t m0 xa h8 y110 ff4 fs4 fcb sc0 ls14 ws21&quot;>Безопасностьссамогоначала:</div><div class=&quot;t m0 xb h7 y111 ff5 fs2 fc7 sc0 ls14 ws1b&quot;>Никогданепоказывайтесид-фразудругим</div><div class=&quot;t m0 xb h7 y112 ff5 fs2 fc7 sc0 ls14 ws1b&quot;>Несохраняйтесид-фразувцифровомвиде</div><div class=&quot;t m0 xb h7 y113 ff5 fs2 fc7 sc0 ls14 ws1b&quot;>Всегдапроверяйтеадресаполучателей</div><div class=&quot;t m0 xb h7 y114 ff5 fs2 fc7 sc0 ls14 ws1b&quot;>Начинайтеснебольшихсумм</div><div class=&quot;t m0 xa ha y115 ff4 fs5 fc8 sc0 ls14 ws19&quot;>Дляпродвинутыхпользователей</div><div class=&quot;t m0 x7 h8 y116 ff4 fs4 fcb sc0 ls14 ws21&quot;>Улучшениебезопасности:</div><div class=&quot;t m0 xe h7 y117 ff5 fs2 fc7 sc0 ls14 ws22&quot;>1.<span class=&quot;_&quot;> </span><span class=&quot;ff4 fc9 ws1a&quot;>Купитеаппаратныйкошелек</span><span class=&quot;ws1b&quot;>(TrezorилиColdcard)</span></div><div class=&quot;t m0 xe h7 y118 ff5 fs2 fc7 sc0 ls14 ws22&quot;>2.<span class=&quot;_&quot;> </span><span class=&quot;ff4 fc9 ws1a&quot;>Используйтепароль</span><span class=&quot;ws1b&quot;>длядополнительнойзащиты</span></div><div class=&quot;t m0 xe h7 y119 ff5 fs2 fc7 sc0 ls14 ws22&quot;>3.<span class=&quot;_&quot;> </span><span class=&quot;ff4 fc9 ws1a&quot;>Хранитесид-фразунаметалле</span><span class=&quot;ws1b&quot;>длязащитыотп<span class=&quot;_ _1&quot;></span>ожаров</span></div><div class=&quot;t m0 xe h7 y11a ff5 fs2 fc7 sc0 ls14 ws22&quot;>4.<span class=&quot;_&quot;> </span><span class=&quot;ff4 fc9 ws1a&quot;>НастройтесобственныйBitcoinCoreузел</span><span class=&quot;ws1b&quot;>длямаксимал<span class=&quot;_ _1&quot;></span>ьнойприватности</span></div><div class=&quot;t m0 x7 h8 y11b ff4 fs4 fcb sc0 ls14 ws21&quot;>Оптимизациякомиссий:</div><div class=&quot;t m0 x14 h7 y11c ff5 fs2 fc7 sc0 ls14 ws1b&quot;>Изучитесостояниеmempoolпередотправкой</div><div class=&quot;t m0 x14 h7 y11d ff5 fs2 fc7 sc0 ls14 ws1b&quot;>ИспользуйтеRBF(Replace-By-Fee)длякорректировкикомис<span class=&quot;_ _1&quot;></span>сий</div><div class=&quot;t m0 x14 h7 y11e ff5 fs2 fc7 sc0 ls14 ws1b&quot;>Планируйтетранзакциинапериодынизкойактивн<span class=&quot;_ _1&quot;></span>ости</div><div class=&quot;t m0 xa ha y11f ff4 fs5 fc8 sc0 ls14 ws19&quot;>Распространенныеошибки</div></div></div><div class=&quot;pi&quot; data-data=&#x27;{&quot;ctm&quot;:[1.000000,0.000000,0.000000,1.000000,0.000000,0.000000]}&#x27;></div></div> <div id=&quot;pf11&quot; class=&quot;pf w0 h0&quot; data-page-no=&quot;11&quot;><div class=&quot;pc pc11 w0 h0&quot;><img class=&quot;bi x0 y0 w1 h1&quot; alt=&quot;&quot; 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&quot;/><div class=&quot;c x1 y15 w3 h9&quot;><div class=&quot;t m0 x7 h8 y120 ff4 fs4 fcb sc0 ls14 ws21&quot;>ЧтоНЕделать:</div><div class=&quot;t m0 x14 h7 y121 ff7 fs2 fcf sc0 ls14 ws40&quot;>❌<span class=&quot;_ _12&quot;></span>❌<span class=&quot;_ _0&quot;></span><span class=&quot;ff5 fc7 ws1b&quot;><span class=&quot;ff4 fc9 ws1a&quot;>Нехранитесид-фразувоблакеилинакомпьютере</span></span></div><div class=&quot;t m0 x14 h7 y122 ff7 fs2 fcf sc0 ls14 ws40&quot;>❌<span class=&quot;_ _12&quot;></span>❌<span class=&quot;_ _0&quot;></span><span class=&quot;ff5 fc7 ws1b&quot;><span class=&quot;ff4 fc9 ws1a&quot;>Непокупайтебиткоинынасомнительныхсайтах</span></span></div><div class=&quot;t m0 x14 h7 y123 ff7 fs2 fcf sc0 ls14 ws40&quot;>❌<span class=&quot;_ _12&quot;></span>❌<span class=&quot;_ _0&quot;></span><span class=&quot;ff5 fc7 ws1b&quot;><span class=&quot;ff4 fc9 ws1a&quot;>Неотправляйтебольшиесуммыбезтестовойтранзакции</span></span></div><div class=&quot;t m0 x14 h7 y124 ff7 fs2 fcf sc0 ls14 ws40&quot;>❌<span class=&quot;_ _12&quot;></span>❌<span class=&quot;_ _0&quot;></span><span class=&quot;ff5 fc7 ws1b&quot;><span class=&quot;ff4 fc9 ws1a&quot;>Нерассказывайтевсемосвоихбиткоинах</span></span></div><div class=&quot;t m0 x14 h7 y125 ff7 fs2 fcf sc0 ls14 ws40&quot;>❌<span class=&quot;_ _12&quot;></span>❌<span class=&quot;_ _0&quot;></span><span class=&quot;ff5 fc7 ws1b&quot;><span class=&quot;ff4 fc9 ws1a&quot;>Неполагайтесьтольконапамятьдляхраненияключей</span></span></div><div class=&quot;t m0 x7 h8 y126 ff4 fs4 fcb sc0 ls14 ws21&quot;>ЧтоДЕЛАТЬ:</div><div class=&quot;t m0 x14 h7 y127 ff7 fs2 fce sc0 ls14 ws40&quot;>✅<span class=&quot;_ _12&quot;></span>✅<span class=&quot;_ _0&quot;></span><span class=&quot;ff5 fc7 ws1b&quot;><span class=&quot;ff4 fc9 ws1a&quot;>Всегдаделайтерезервныекопии</span></span></div><div class=&quot;t m0 x14 h7 y128 ff7 fs2 fce sc0 ls14 ws40&quot;>✅<span class=&quot;_ _12&quot;></span>✅<span class=&quot;_ _0&quot;></span><span class=&quot;ff5 fc7 ws1b&quot;><span class=&quot;ff4 fc9 ws1a&quot;>Проверяйтеадресапередотправкой</span></span></div><div class=&quot;t m0 x14 h7 y129 ff7 fs2 fce sc0 ls14 ws40&quot;>✅<span class=&quot;_ _12&quot;></span>✅<span class=&quot;_ _0&quot;></span><span class=&quot;ff5 fc7 ws1b&quot;><span class=&quot;ff4 fc9 ws1a&quot;>Используйтеаппаратныекошелькидлякрупныхсумм</span></span></div><div class=&quot;t m0 x14 h7 y12a ff7 fs2 fce sc0 ls14 ws40&quot;>✅<span class=&quot;_ _12&quot;></span>✅<span class=&quot;_ _0&quot;></span><span class=&quot;ff5 fc7 ws1b&quot;><span class=&quot;ff4 fc9 ws1a&quot;>Изучайтеипрактикуйтесьсмалымисуммами</span></span></div><div class=&quot;t m0 x14 h7 y12b ff7 fs2 fce sc0 ls14 ws40&quot;>✅<span class=&quot;_ _12&quot;></span>✅<span class=&quot;_ _0&quot;></span><span class=&quot;ff5 fc7 ws1b&quot;><span class=&quot;ff4 fc9 ws1a&quot;>Следитезановостямиобезопасности</span></span></div><div class=&quot;t m0 xa ha y12c ff4 fs5 fc8 sc0 ls14 ws19&quot;>Дальнейшееизучение</div><div class=&quot;t m0 xc h8 y12d ff4 fs4 fcb sc0 ls14 ws21&quot;>Полезныересурсы:</div><div class=&quot;t m0 xd h7 y12e ff4 fs2 fc9 sc0 ls14 ws1a&quot;>Bitcoin.org<span class=&quot;ff5 fc7 ws1b&quot;>—официальнаяинформацияобиткоине</span></div><div class=&quot;t m0 xd h7 y12f ff4 fs2 fc9 sc0 ls14 ws1a&quot;>LearnMeABitcoin.com<span class=&quot;ff5 fc7 ws1b&quot;>—отличныеобучающиематериал<span class=&quot;_ _1&quot;></span>ы</span></div><div class=&quot;t m0 xd h7 y130 ff4 fs2 fc9 sc0 ls14 ws1a&quot;>BitcoinCore<span class=&quot;ff5 fc7 ws1b&quot;>—референснаяреализациябиткоина</span></div><div class=&quot;t m0 xd h7 y131 ff4 fs2 fc9 sc0 ls14 ws1a&quot;>r/Bitcoin<span class=&quot;ff5 fc7 ws1b&quot;>—активноесообществопользователей</span></div><div class=&quot;t m0 xc h8 y132 ff4 fs4 fcb sc0 ls14 ws21&quot;>Книги:</div><div class=&quot;t m0 xd h7 y133 ff5 fs2 fc7 sc0 ls14 ws1b&quot;>&quot;MasteringBitcoin&quot;отAndreasAntonopoulo<span class=&quot;_ _1&quot;></span>s</div><div class=&quot;t m0 xd h7 y134 ff5 fs2 fc7 sc0 ls14 ws1b&quot;>&quot;TheBitcoinStandard&quot;отSaifedeanAmmous</div><div class=&quot;t m0 xd h7 y135 ff5 fs2 fc7 sc0 ls14 ws1b&quot;>&quot;ProgrammingBitcoin&quot;отJimmySong</div></div></div><div class=&quot;pi&quot; data-data=&#x27;{&quot;ctm&quot;:[1.000000,0.000000,0.000000,1.000000,0.000000,0.000000]}&#x27;></div></div> <div id=&quot;pf12&quot; class=&quot;pf w0 h0&quot; data-page-no=&quot;12&quot;><div class=&quot;pc pc12 w0 h0&quot;><img class=&quot;bi x0 y0 w1 h1&quot; alt=&quot;&quot; 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&quot;/><div class=&quot;c x1 y15 w3 h9&quot;><div class=&quot;t m0 x18 h6 y136 ff4 fs3 fcc sc0 ls14 ws1c&quot;>8.Заключение</div><div class=&quot;t m0 x19 hb y137 ff4 fs2 fc9 sc0 ls14 ws4a&quot;>Биткоин<span class=&quot;_&quot;> </span>—<span class=&quot;_&quot;> </span>это<span class=&quot;_&quot;> </span>мощная<span class=&quot;_&quot;> </span>технология,<span class=&quot;_&quot;> </span>которая<span class=&quot;_&quot;> </span>дает<span class=&quot;_&quot;> </span>вам<span class=&quot;_&quot;> </span>полный<span class=&quot;_&quot;> </span>контроль<span class=&quot;_&quot;> </span>над</div><div class=&quot;t m0 x19 h7 y138 ff4 fs2 fc9 sc0 ls14 ws1a&quot;>деньгами.<span class=&quot;ff5 fcc ws4b&quot;><span class=&quot;_&quot;> </span>С<span class=&quot;_&quot;> </span>большой<span class=&quot;_&quot;> </span>властью<span class=&quot;_&quot;> </span>приходит<span class=&quot;_&quot;> </span>большая<span class=&quot;_&quot;> </span>ответственность,<span class=&quot;_ _1&quot;></span><span class=&quot;_&quot;> </span>но<span class=&quot;_&quot;> </span>при<span class=&quot;_&quot;> </span>правильном</span></div><div class=&quot;t m0 x19 h7 y139 ff5 fs2 fcc sc0 ls14 ws1b&quot;>подходебиткоинможетстатьнадежнымиудобным<span class=&quot;_ _1&quot;></span>средствомплатежа.</div><div class=&quot;t m0 x1a ha y13a ff4 fs5 fc8 sc0 ls14 ws19&quot;>Ключевыепринципы:</div><div class=&quot;t m0 x1b h1a y13b ffa fs7 fcc sc0 ls14 ws4c&quot;><span class=&quot;ff5 fs2 ws1b&quot;><span class=&quot;ff4 fc9 ws1a&quot;>Безопасностьпревышевсего</span>—защититесвоиключи</span></div><div class=&quot;t m0 x1b h1a y13c ffa fs7 fcc sc0 ls14 ws4c&quot;><span class=&quot;ff5 fs2 ws1b&quot;><span class=&quot;ff4 fc9 ws1a&quot;>Практика—лучшийучитель</span>—начинайтесмалых<span class=&quot;_ _1&quot;></span>сумм</span></div><div class=&quot;t m0 x1b h1a y13d ffa fs7 fcc sc0 ls14 ws4c&quot;><span class=&quot;ff5 fs2 ws1b&quot;><span class=&quot;ff4 fc9 ws1a&quot;>Простотаинадежность</span>—неусложняйтебезнео<span class=&quot;_ _1&quot;></span>бходимости</span></div><div class=&quot;t m0 x1b h1a y13e ffa fs7 fcc sc0 ls14 ws4c&quot;><span class=&quot;ff5 fs2 ws1b&quot;><span class=&quot;ff4 fc9 ws1a&quot;>Постоянноеобучение</span>—технологияразвивается</span></div><div class=&quot;t m0 x1c ha y13f ff4 fs5 fc8 sc0 ls14 ws19&quot;>Помните:</div><div class=&quot;t m0 x1d h7 y140 ff4 fs2 fc9 sc0 ls14 ws1a&quot;>&quot;Notyourkeys,notyourcoins&quot;<span class=&quot;ff5 fcc ws1b&quot;>—основнойприн<span class=&quot;_ _1&quot;></span>ципбиткоина</span></div><div class=&quot;t m0 x1e h7 y141 ff4 fs2 fc9 sc0 ls14 ws1a&quot;>Тройнаяпроверка<span class=&quot;ff5 fcc ws1b&quot;>—биткоиннепрощаетошибок</span></div><div class=&quot;t m0 x1f h7 y142 ff4 fs2 fc9 sc0 ls14 ws1a&quot;>Безопасность—этопроцесс<span class=&quot;ff5 fcc ws1b&quot;>—регулярнообновляйтезнан<span class=&quot;_ _1&quot;></span>ия</span></div><div class=&quot;t m0 x1f h1b y143 ff4 fs5 fc9 sc0 ls14 ws19&quot;>Добропожаловатьвмирбиткоина!<span class=&quot;fc8&quot;><span class=&quot;ffa fs3 ws4d&quot;><span class=&quot;_ _17&quot;></span></span></span></div><div class=&quot;t m0 x18 hb y144 ff4 fs2 fc9 sc0 ls14 ws1a&quot;>©MiniMaxAgent,2025</div><div class=&quot;t m0 x20 h7 y145 ff5 fs2 fcc sc0 ls14 ws1b&quot;>СоставленонаосновематериаловLearnMeABitcoinот<span class=&quot;_ _1&quot;></span>ГрегаУокера</div><div class=&quot;t m0 x1f h7 y146 ff5 fs2 fcc sc0 ls14 ws1b&quot;>Переведеноиадаптированодлярусскоязычнойаудитории</div></div></div><div class=&quot;pi&quot; data-data=&#x27;{&quot;ctm&quot;:[1.000000,0.000000,0.000000,1.000000,0.000000,0.000000]}&#x27;></div></div> </div> <div class=&quot;loading-indicator&quot;> <img alt=&quot;&quot; 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&quot;/><div class=&quot;c x1 y1 w2 h2&quot;><div class=&quot;t m0 x2 h3 y2 ff1 fs0 fc0 sc0 ls2 ws0&quot;>Какработаетбиткоин?</div><div class=&quot;t m0 x3 h4 y3 ff2 fs1 fc1 sc0 ls3 ws1&quot;>Простоеобъяснениедляначинающих</div><div class=&quot;t m0 x4 h5 y4 ff1 fs2 fc2 sc0 ls4 ws2&quot;>Введение</div><div class=&quot;t m0 x5 h6 y5 ff1 fs3 fc3 sc0 ls5 ws3&quot;>Биткоин—этоэлектроннаяплатежнаясистема,котораяпозволяет</div><div class=&quot;t m0 x6 h6 y6 ff1 fs3 fc3 sc0 ls6 ws4&quot;>любомучеловекусоздатьаккаунтиотправитьлюбуюсуммуденег</div><div class=&quot;t m0 x7 h6 y7 ff1 fs3 fc3 sc0 ls7 ws5&quot;>любомучеловекувмире.</div><div class=&quot;t m0 x8 h7 y8 ff3 fs4 fc3 sc0 ls8 ws6&quot;>Возможно,стоитпрочитатьэтоещераз.</div><div class=&quot;t m0 x8 h8 y9 ff4 fs4 fc3 sc0 ls9 ws7&quot;>Биткоин<span class=&quot;_ _0&quot;></span>был<span class=&quot;_ _0&quot;></span>создан<span class=&quot;_ _0&quot;></span>как<span class=&quot;_ _0&quot;></span>альтернатива<span class=&quot;_ _0&quot;></span>существующей<span class=&quot;_ _0&quot;></span>финансовой<span class=&quot;_ _0&quot;></span>системе.<span class=&quot;_ _0&quot;></span>В<span class=&quot;_ _0&quot;></span>нынешней<span class=&quot;_ _0&quot;></span>системе<span class=&quot;_ _0&quot;></span>у</div><div class=&quot;t m0 x8 h8 ya ff4 fs4 fc3 sc0 lsa ws8&quot;>нас<span class=&quot;_&quot;> </span><span class=&quot;lsb ws9&quot;>есть<span class=&quot;_&quot;> </span><span class=&quot;lsc wsa&quot;>небольшое<span class=&quot;_&quot;> </span><span class=&quot;lsd wsb&quot;>количество<span class=&quot;_&quot;> </span><span class=&quot;ls9 wsc&quot;>крупных<span class=&quot;_&quot;> </span></span><span class=&quot;wsd&quot;>банков,<span class=&quot;_&quot;> </span><span class=&quot;lse wse&quot;>которые<span class=&quot;_&quot;> </span><span class=&quot;lsf wsf&quot;>контролируют,<span class=&quot;_&quot;> </span></span></span></span></span></span></span><span class=&quot;ws10&quot;>кто<span class=&quot;_&quot;> </span>может<span class=&quot;_&quot;> </span>создать</span></div><div class=&quot;t m0 x8 h8 yb ff4 fs4 fc3 sc0 ls9 ws7&quot;>аккаунт<span class=&quot;_ _1&quot;></span>и<span class=&quot;_ _1&quot;></span>какие<span class=&quot;_ _1&quot;></span>транзакции<span class=&quot;_ _1&quot;></span>вы<span class=&quot;_ _1&quot;></span>можете<span class=&quot;_ _1&quot;></span>совершать.<span class=&quot;_ _1&quot;></span>Это<span class=&quot;_ _1&quot;></span>централизует<span class=&quot;_ _1&quot;></span>контроль<span class=&quot;_ _1&quot;></span>над<span class=&quot;_ _1&quot;></span>деньгами,<span class=&quot;_ _1&quot;></span>и<span class=&quot;_ _1&quot;></span>у</div><div class=&quot;t m0 x8 h8 yc ff4 fs4 fc3 sc0 ls9 ws7&quot;>наснетдругоговыбора,кромекакдоверятьэтимбанкамдействоватьспра<span class=&quot;_ _0&quot;></span>ведливоиответственно.</div><div class=&quot;t m0 x9 h7 yd ff3 fs4 fc0 sc0 ls9 ws11&quot;>«Банкамнужнодоверятьхранениенашихденегиихэлектронныйперевод,ноони</div><div class=&quot;t m0 x9 h7 ye ff3 fs4 fc0 sc0 ls9 ws11&quot;>ссужаютихволнамикредитныхпузырей,имеяврезервелишьмалуюч<span class=&quot;_ _0&quot;></span>асть.»</div><div class=&quot;t m0 x9 h7 yf ff2 fs4 fc0 sc0 ls9 ws12&quot;>—СатошиНакамото,p2pfoundation.ning.com</div><div class=&quot;t m0 x8 h8 y10 ff4 fs4 fc3 sc0 ls9 ws13&quot;>Биткоин<span class=&quot;_&quot;> </span><span class=&quot;lsa ws14&quot;>был<span class=&quot;_&quot;> </span><span class=&quot;ls10 ws15&quot;>разработан<span class=&quot;_&quot;> </span></span><span class=&quot;ws16&quot;>в<span class=&quot;_&quot;> </span></span></span><span class=&quot;ws17&quot;>ответ<span class=&quot;_&quot;> </span><span class=&quot;lsa ws18&quot;>на<span class=&quot;_&quot;> </span></span><span class=&quot;ws19&quot;>финансовый<span class=&quot;_&quot;> </span><span class=&quot;lsa ws1a&quot;>кризис<span class=&quot;_&quot;> </span><span class=&quot;ls0 ws1b&quot;>2007-2008<span class=&quot;_&quot;> </span><span class=&quot;lsd ws1c&quot;>годов,<span class=&quot;_&quot;> </span><span class=&quot;ls11 ws1d&quot;>вызванный</span></span></span></span></span></span></div><div class=&quot;t m0 x8 h8 y11 ff4 fs4 fc3 sc0 ls9 ws1e&quot;>централизацией<span class=&quot;_&quot;> </span>существующей<span class=&quot;_&quot;> </span>системы.<span class=&quot;_&quot;> </span><span class=&quot;lsa ws1f&quot;>Он<span class=&quot;_&quot;> </span>был<span class=&quot;_&quot;> </span></span><span class=&quot;ws20&quot;>анонимно<span class=&quot;_&quot;> </span>спроектирован<span class=&quot;_&quot;> </span><span class=&quot;lsa ws21&quot;>Сатоши<span class=&quot;_&quot;> </span><span class=&quot;ls12 ws22&quot;>Накамото<span class=&quot;_&quot;> </span></span>и</span></span></div><div class=&quot;t m0 x8 h8 y12 ff4 fs4 fc3 sc0 ls9 ws23&quot;>выпущен<span class=&quot;_&quot;> </span><span class=&quot;lsa ws24&quot;>в<span class=&quot;_&quot;> </span><span class=&quot;ls13 ws25&quot;>январе<span class=&quot;_&quot;> </span><span class=&quot;ls1 ws26&quot;>2009<span class=&quot;_&quot;> </span></span></span><span class=&quot;ws27&quot;>года<span class=&quot;_&quot;> </span><span class=&quot;ls14 ws28&quot;>как<span class=&quot;_&quot;> </span></span></span></span><span class=&quot;ws29&quot;>платежная<span class=&quot;_&quot;> </span>система,<span class=&quot;_&quot;> </span><span class=&quot;ls12 ws2a&quot;>работающая<span class=&quot;_&quot;> </span><span class=&quot;lsa ws2b&quot;>без<span class=&quot;_&quot;> </span></span></span><span class=&quot;ws2c&quot;>центральной<span class=&quot;_&quot;> </span><span class=&quot;lsa ws2d&quot;>точки</span></span></span></div><div class=&quot;t m0 x8 h8 y13 ff4 fs4 fc3 sc0 ls8 ws2e&quot;>контроля.</div><div class=&quot;t m0 x8 h8 y14 ff4 fs4 fc3 sc0 ls8 ws2e&quot;>Этотакже<span class=&quot;_ _0&quot;></span>программноеобеспечение<span class=&quot;_ _0&quot;></span>соткрытым<span class=&quot;_ _0&quot;></span>исходнымкодом,что<span class=&quot;_ _0&quot;></span>означает,что<span class=&quot;_ _0&quot;></span>любойможет</div><div class=&quot;t m0 x8 h8 y15 ff4 fs4 fc3 sc0 ls9 ws7&quot;>запуститьпрограммуивзаимодействоватьссистемой.</div><div class=&quot;t m0 x8 h8 y16 ff4 fs4 fc3 sc0 lsb ws2f&quot;>Далееследуетпростоеобъяснениетого,какэтоработает.</div></div></div><div class=&quot;pi&quot; data-data=&#x27;{&quot;ctm&quot;:[1.000000,0.000000,0.000000,1.000000,0.000000,0.000000]}&#x27;></div></div> <div id=&quot;pf2&quot; class=&quot;pf w0 h0&quot; data-page-no=&quot;2&quot;><div class=&quot;pc pc2 w0 h0&quot;><img class=&quot;bi x0 y0 w1 h1&quot; alt=&quot;&quot; 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&quot;/><div class=&quot;c x1 y17 w3 h9&quot;><div class=&quot;t m0 x4 h5 y18 ff5 fs2 fc4 sc0 lsa ws31&quot;>Чтотакоебиткоин?</div><div class=&quot;t m0 xa ha y19 ff5 fs4 fc5 sc0 lsa ws32&quot;>Биткоин—этопростокомпьютернаяпрограмма.<span class=&quot;fc3&quot;>Вымо<span class=&quot;_ _2&quot;></span>жетескачатьееизапустить</span></div><div class=&quot;t m0 xa ha y1a ff5 fs4 fc3 sc0 lsa ws32&quot;>насвоемкомпьютере.</div><div class=&quot;t m0 x8 h8 y1b ff6 fs4 fc3 sc0 lsa ws33&quot;>Когда<span class=&quot;_&quot;> </span>вы<span class=&quot;_&quot;> </span>запускаете<span class=&quot;_&quot;> </span>программу<span class=&quot;_&quot;> </span>в<span class=&quot;_&quot;> </span>первый<span class=&quot;_&quot;> </span>раз,<span class=&quot;_&quot;> </span>она<span class=&quot;_&quot;> </span>подключится<span class=&quot;_&quot;> </span>к<span class=&quot;_&quot;> </span>другим<span class=&quot;_&quot;> </span>компьют<span class=&quot;_ _2&quot;></span>ерам,</div><div class=&quot;t m0 x8 h8 y1c ff6 fs4 fc3 sc0 lsa ws2d&quot;>работающим<span class=&quot;_ _1&quot;></span>с<span class=&quot;_ _1&quot;></span>той<span class=&quot;_ _1&quot;></span>же<span class=&quot;_ _1&quot;></span>программой,<span class=&quot;_ _1&quot;></span>и<span class=&quot;_ _1&quot;></span>они<span class=&quot;_ _1&quot;></span>начнут<span class=&quot;_ _1&quot;> </span>делиться<span class=&quot;_ _1&quot;> </span>с<span class=&quot;_ _1&quot;> </span>вами<span class=&quot;_ _1&quot;> </span>файлом.<span class=&quot;_ _3&quot;> </span>Этот<span class=&quot;_ _1&quot;></span>файл<span class=&quot;_ _1&quot;></span>называется</div><div class=&quot;t m0 x8 ha y1d ff5 fs4 fc5 sc0 lsa ws32&quot;>блокчейн<span class=&quot;ff6 fc3 ws2d&quot;>—этобольшойсписоктранзакций.</span></div><div class=&quot;t m0 x8 h8 y1e ff6 fs4 fc3 sc0 lsa ws2d&quot;>Когдановая<span class=&quot;_ _0&quot;></span>транзакцияпопадает<span class=&quot;_ _0&quot;></span>всеть,<span class=&quot;_ _0&quot;></span>онапередаетсяот<span class=&quot;_ _0&quot;></span>компьютерак<span class=&quot;_ _0&quot;></span>компьютеру,пока<span class=&quot;_ _0&quot;></span>увсех</div><div class=&quot;t m0 x8 h8 y1f ff6 fs4 fc3 sc0 lsa ws34&quot;>не<span class=&quot;_&quot;> </span>будет<span class=&quot;_&quot;> </span>копии<span class=&quot;_&quot;> </span>транзакции.<span class=&quot;_&quot;> </span>Примерно<span class=&quot;_&quot;> </span>каждые<span class=&quot;_&quot;> </span>10<span class=&quot;_&quot;> </span>минут<span class=&quot;_&quot;> </span>случайный<span class=&quot;_&quot;> </span>компьютер<span class=&quot;_&quot;> </span>(узел)<span class=&quot;_&quot;> </span>в<span class=&quot;_&quot;> </span>с<span class=&quot;_ _2&quot;></span>ети</div><div class=&quot;t m0 x8 h8 y20 ff6 fs4 fc3 sc0 lsa ws35&quot;>добавляет<span class=&quot;_&quot;> </span>последние<span class=&quot;_&quot;> </span>полученные<span class=&quot;_&quot;> </span>транзакции<span class=&quot;_&quot;> </span>в<span class=&quot;_&quot;> </span>блокчейн<span class=&quot;_&quot;> </span>и<span class=&quot;_&quot;> </span>делится<span class=&quot;_&quot;> </span>обновлениями<span class=&quot;_&quot;> </span>со<span class=&quot;_&quot;> </span>всем<span class=&quot;_ _2&quot;></span>и</div><div class=&quot;t m0 x8 h8 y21 ff6 fs4 fc3 sc0 lsa ws2d&quot;>остальными.</div><div class=&quot;t m0 x8 h8 y22 ff6 fs4 fc3 sc0 lsa ws36&quot;>В<span class=&quot;_&quot;> </span>результате<span class=&quot;_&quot;> </span>программа<span class=&quot;_&quot;> </span>биткоин<span class=&quot;_&quot;> </span>создает<span class=&quot;_&quot;> </span>большую<span class=&quot;_&quot;> </span>сеть<span class=&quot;_&quot;> </span>компьютеров,<span class=&quot;_&quot;> </span>которые<span class=&quot;_&quot;> </span>общаются<span class=&quot;_ _2&quot;></span><span class=&quot;_&quot;> </span>друг<span class=&quot;_&quot;> </span>с</div><div class=&quot;t m0 x8 h8 y23 ff6 fs4 fc3 sc0 lsa ws2d&quot;>другом,чтобыделитьсяфайломиобновлятьегоновыми<span class=&quot;_ _2&quot;></span>транзакциями.</div><div class=&quot;t m0 x4 h5 y24 ff5 fs2 fc4 sc0 lsa ws31&quot;>Какуюпроблемурешаетбиткоин?</div><div class=&quot;t m0 xa ha y25 ff5 fs4 fc3 sc0 lsa ws32&quot;>Биткоинрешаетпроблемувозможностииметьплатежн<span class=&quot;_ _2&quot;></span>уюсистему,которая</div><div class=&quot;t m0 xa ha y26 ff5 fs4 fc3 sc0 lsa ws32&quot;>работаетбезцентральнойточкиконтроля.</div><div class=&quot;t m0 x8 h8 y27 ff6 fs4 fc3 sc0 lsa ws37&quot;>До<span class=&quot;_&quot;> </span>биткоина<span class=&quot;_&quot;> </span>было<span class=&quot;_&quot;> </span>возможно<span class=&quot;_&quot;> </span>передавать<span class=&quot;_&quot;> </span>транзакции<span class=&quot;_&quot;> </span>через<span class=&quot;_&quot;> </span>сеть<span class=&quot;_&quot;> </span>компьютеров.<span class=&quot;_&quot;> </span>Однако<span class=&quot;_&quot;> </span>проб<span class=&quot;_ _2&quot;></span>лема</div><div class=&quot;t m0 x8 h8 y28 ff6 fs4 fc3 sc0 lsa ws38&quot;>заключалась<span class=&quot;_&quot;> </span>в<span class=&quot;_&quot;> </span>том,<span class=&quot;_&quot;> </span>что<span class=&quot;_&quot;> </span>вы<span class=&quot;_&quot;> </span>могли<span class=&quot;_&quot;> </span>вставить<span class=&quot;_&quot;> </span>конфликтующие<span class=&quot;_&quot;> </span>транзакции<span class=&quot;_&quot;> </span>в<span class=&quot;_&quot;> </span>сеть<span class=&quot;_&quot;> </span>ко<span class=&quot;_ _2&quot;></span>мпьютеров.</div><div class=&quot;t m0 x8 h8 y29 ff6 fs4 fc3 sc0 lsa ws39&quot;>Например,<span class=&quot;_&quot;> </span>вы<span class=&quot;_&quot;> </span>могли<span class=&quot;_&quot;> </span>создать<span class=&quot;_&quot;> </span>две<span class=&quot;_&quot;> </span>отдельные<span class=&quot;_&quot;> </span>транзакции,<span class=&quot;_&quot;> </span>которые<span class=&quot;_&quot;> </span>тратят<span class=&quot;_&quot;> </span>одну<span class=&quot;_&quot;> </span>и<span class=&quot;_&quot;> </span>ту<span class=&quot;_&quot;> </span>же<span class=&quot;_&quot;> </span>цифро<span class=&quot;_ _2&quot;></span>вую</div><div class=&quot;t m0 x8 h8 y2a ff6 fs4 fc3 sc0 lsa ws2d&quot;>монету,иотправитьобеэтитранзакциивсетьодновр<span class=&quot;_ _2&quot;></span>еменно.</div><div class=&quot;t m0 xb ha y2b ff5 fs4 fc5 sc0 lsa ws32&quot;>Этоназывается«двойнаятрата»:</div><div class=&quot;t m0 xb h8 y2c ff6 fs4 fc3 sc0 lsa ws2d&quot;>Некоторыекомпьютерыполучатзеленуютранзакциюпервой,анекоторые<span class=&quot;_ _2&quot;></span>компьютеры</div><div class=&quot;t m0 xb h8 y2d ff6 fs4 fc3 sc0 lsa ws2d&quot;>получаткраснуютранзакциюпервой.</div><div class=&quot;t m0 x8 h8 y2e ff6 fs4 fc3 sc0 lsa ws3a&quot;>Если<span class=&quot;_&quot;> </span>вы<span class=&quot;_&quot;> </span>создаете<span class=&quot;_&quot;> </span>электронную<span class=&quot;_&quot;> </span>платежную<span class=&quot;_&quot;> </span>систему<span class=&quot;_&quot;> </span>без<span class=&quot;_&quot;> </span>центрального<span class=&quot;_&quot;> </span>органа,<span class=&quot;_&quot;> </span>у<span class=&quot;_&quot;> </span>вас<span class=&quot;_&quot;> </span>возникает</div><div class=&quot;t m0 x8 h8 y2f ff6 fs4 fc3 sc0 lsa ws2d&quot;>проблемаопределениятого,какаяизэтихтранзакцийпришла«первой»,иэтосложноопределить,</div><div class=&quot;t m0 x8 h8 y30 ff6 fs4 fc3 sc0 lsa ws2d&quot;>когдаувасестьсетькомпьютеров,действующихнезавис<span class=&quot;_ _2&quot;></span>имо.</div><div class=&quot;t m0 x8 h8 y31 ff6 fs4 fc3 sc0 lsa ws3b&quot;>Так<span class=&quot;_&quot;> </span>кто<span class=&quot;_&quot;> </span>должен<span class=&quot;_&quot;> </span>решать,<span class=&quot;_&quot;> </span>какая<span class=&quot;_&quot;> </span>транзакция<span class=&quot;_&quot;> </span>пришла<span class=&quot;_&quot;> </span>«первой»<span class=&quot;_&quot;> </span>и<span class=&quot;_&quot;> </span>должна<span class=&quot;_&quot;> </span>быть<span class=&quot;_&quot;> </span>един<span class=&quot;_ _2&quot;></span>ственной</div><div class=&quot;t m0 x8 h8 y32 ff6 fs4 fc3 sc0 lsa ws2d&quot;>записаннойвфайл?</div><div class=&quot;t m0 xa ha y33 ff5 fs4 fc5 sc0 lsa ws32&quot;>Биткоинрешаетэтупроблему,заставляяузлыхрани<span class=&quot;_ _2&quot;></span>тьвсетранзакции,которые</div><div class=&quot;t m0 xa ha y34 ff5 fs4 fc5 sc0 lsa ws32&quot;>ониполучают,впамятипередзаписьюихвфа<span class=&quot;_ _2&quot;></span>йл.<span class=&quot;fc3&quot;>Затем,с10-минутными</span></div><div class=&quot;t m0 xa ha y35 ff5 fs4 fc3 sc0 lsa ws32&quot;>интервалами,случайныйузелвсетидобавляетт<span class=&quot;_ _2&quot;></span>ранзакцииизсвоейпамятив</div><div class=&quot;t m0 xa ha y36 ff5 fs4 fc3 sc0 lsa ws32&quot;>файл.</div></div></div><div class=&quot;pi&quot; data-data=&#x27;{&quot;ctm&quot;:[1.000000,0.000000,0.000000,1.000000,0.000000,0.000000]}&#x27;></div></div> <div id=&quot;pf3&quot; class=&quot;pf w0 h0&quot; data-page-no=&quot;3&quot;><div class=&quot;pc pc3 w0 h0&quot;><img class=&quot;bi x0 y0 w1 h1&quot; alt=&quot;&quot; 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class=&quot;c x1 y17 w3 h9&quot;><div class=&quot;t m0 x8 h8 y37 ff6 fs4 fc3 sc0 lsa ws3c&quot;>Этот<span class=&quot;_&quot;> </span>обновленный<span class=&quot;_&quot;> </span>файл<span class=&quot;_&quot;> </span>затем<span class=&quot;_&quot;> </span>делится<span class=&quot;_&quot;> </span>с<span class=&quot;_&quot;> </span>остальной<span class=&quot;_&quot;> </span>частью<span class=&quot;_&quot;> </span>сети.<span class=&quot;_&quot;> </span>Узлы<span class=&quot;_&quot;> </span>прини<span class=&quot;_ _2&quot;></span>мают<span class=&quot;_&quot;> </span>транзакции<span class=&quot;_&quot;> </span>в</div><div class=&quot;t m0 x8 h8 y38 ff6 fs4 fc3 sc0 lsa ws3d&quot;>обновленном<span class=&quot;_&quot;> </span>файле<span class=&quot;_&quot;> </span>как<span class=&quot;_&quot;> </span>«правильные»<span class=&quot;_&quot;> </span>и<span class=&quot;_&quot;> </span>удаляют<span class=&quot;_&quot;> </span>любые<span class=&quot;_&quot;> </span>конфликтующие<span class=&quot;_&quot;> </span>транзакции<span class=&quot;_&quot;> </span>из<span class=&quot;_&quot;> </span>своей</div><div class=&quot;t m0 x8 h8 y39 ff6 fs4 fc3 sc0 lsa ws2d&quot;>памяти.</div><div class=&quot;t m0 x8 h8 y3a ff6 fs4 fc3 sc0 lsa ws2d&quot;>В<span class=&quot;_ _0&quot;></span>результате<span class=&quot;_ _1&quot;></span>транзакции<span class=&quot;_ _0&quot;></span>двойной<span class=&quot;_ _0&quot;></span>траты<span class=&quot;_ _1&quot;></span>никогда<span class=&quot;_ _0&quot;></span>не<span class=&quot;_ _1&quot;></span>будут<span class=&quot;_ _0&quot;></span>записаны<span class=&quot;_ _0&quot;></span>в<span class=&quot;_ _1&quot;></span>файл,<span class=&quot;_ _0&quot;></span>и<span class=&quot;_ _1&quot;></span>все<span class=&quot;_ _0&quot;></span>узлы<span class=&quot;_ _1&quot;></span>регулярно</div><div class=&quot;t m0 x8 h8 y3b ff6 fs4 fc3 sc0 lsa ws2d&quot;>обновляютсядотойжеверсииобщегофайла.</div><div class=&quot;t m0 x8 ha y3c ff6 fs4 fc3 sc0 lsa ws2d&quot;>Этот<span class=&quot;_ _0&quot;></span>процесс<span class=&quot;_ _0&quot;></span>добавлениятранзакций<span class=&quot;_ _0&quot;></span>в<span class=&quot;_ _0&quot;></span>файл<span class=&quot;_ _0&quot;></span>называется<span class=&quot;_ _0&quot;></span><span class=&quot;ff5 fc5 ws32&quot;>майнингом</span>,и<span class=&quot;_ _0&quot;></span>это<span class=&quot;_ _0&quot;></span>сетевое<span class=&quot;_ _0&quot;></span>соревнование,</div><div class=&quot;t m0 x8 h8 y3d ff6 fs4 fc3 sc0 lsa ws2d&quot;>котороенеможетконтролироватьсяоднимузломвсети.</div></div></div><div class=&quot;pi&quot; data-data=&#x27;{&quot;ctm&quot;:[1.000000,0.000000,0.000000,1.000000,0.000000,0.000000]}&#x27;></div></div> <div id=&quot;pf4&quot; class=&quot;pf w0 h0&quot; data-page-no=&quot;4&quot;><div class=&quot;pc pc4 w0 h0&quot;><img class=&quot;bi x0 y0 w1 h1&quot; alt=&quot;&quot; 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&quot;/><div class=&quot;c x1 y17 w3 h9&quot;><div class=&quot;t m0 x4 h5 y3e ff5 fs2 fc4 sc0 lsa ws31&quot;>Какработаетмайнинг?</div><div class=&quot;t m0 xa ha y3f ff5 fs4 fc3 sc0 lsa ws32&quot;>Майнинг—этопроцессдобавленияновыхблоков<span class=&quot;_ _2&quot;></span>транзакцийвблокчейн.</div><div class=&quot;t m0 x8 h8 y40 ff6 fs4 fc3 sc0 lsa ws2d&quot;>Для<span class=&quot;_ _0&quot;></span>началакаждый<span class=&quot;_ _0&quot;></span>узел<span class=&quot;_ _0&quot;></span>хранитпоследние<span class=&quot;_ _0&quot;></span>полученныетранзакции<span class=&quot;_ _0&quot;></span>в<span class=&quot;_ _0&quot;></span>своемпуле<span class=&quot;_ _0&quot;></span>памяти,который</div><div class=&quot;t m0 x8 h8 y41 ff6 fs4 fc3 sc0 lsa ws2d&quot;>являетсяпростовременнойпамятьюнаихкомпьютере.</div><div class=&quot;t m0 x8 h8 y42 ff6 fs4 fc3 sc0 lsa ws2d&quot;>Любой<span class=&quot;_ _0&quot;></span>узел<span class=&quot;_ _1&quot;></span>может<span class=&quot;_ _1&quot;></span>затем<span class=&quot;_ _0&quot;></span>попытаться<span class=&quot;_ _1&quot;></span>замайнить<span class=&quot;_ _1&quot;></span>транзакции<span class=&quot;_ _0&quot;></span>из<span class=&quot;_ _1&quot;></span>своего<span class=&quot;_ _0&quot;></span>пула<span class=&quot;_ _1&quot;></span>памяти<span class=&quot;_ _1&quot;></span>в<span class=&quot;_ _0&quot;></span>общий<span class=&quot;_ _1&quot;></span>файл</div><div class=&quot;t m0 x8 h8 y43 ff6 fs4 fc3 sc0 lsa ws2d&quot;>(блокчейн).</div><div class=&quot;t m0 x8 ha y44 ff6 fs4 fc3 sc0 lsa ws3e&quot;>Для<span class=&quot;_&quot;> </span>этого<span class=&quot;_&quot;> </span>узел<span class=&quot;_&quot;> </span>соберет<span class=&quot;_&quot;> </span>транзакции<span class=&quot;_&quot;> </span>из<span class=&quot;_&quot;> </span>своего<span class=&quot;_&quot;> </span>пула<span class=&quot;_&quot;> </span>памяти<span class=&quot;_&quot;> </span>в<span class=&quot;_&quot;> </span>контейнер,<span class=&quot;_&quot;> </span>называемый<span class=&quot;_&quot;> </span><span class=&quot;ff5 fc5 ws32&quot;>блоко<span class=&quot;_ _2&quot;></span>м<span class=&quot;ff6 fc3 ws3f&quot;>,<span class=&quot;_&quot;> </span>а</span></span></div><div class=&quot;t m0 x8 h8 y45 ff6 fs4 fc3 sc0 lsa ws2d&quot;>затем<span class=&quot;_ _1&quot;></span>использует<span class=&quot;_ _1&quot;></span>вычислительную<span class=&quot;_ _1&quot;></span>мощность,<span class=&quot;_ _1&quot;></span>чтобы<span class=&quot;_ _1&quot;></span>попытаться<span class=&quot;_ _1&quot;></span>добавить<span class=&quot;_ _1&quot;></span>этот<span class=&quot;_ _1&quot;></span>блок<span class=&quot;_ _1&quot;></span>транзакций<span class=&quot;_ _1&quot;></span>в</div><div class=&quot;t m0 x8 h8 y46 ff6 fs4 fc3 sc0 lsa ws2d&quot;>блокчейн.</div><div class=&quot;t m0 x8 h6 y47 ff5 fs3 fc6 sc0 lsa ws40&quot;>Откудаберетсявычислительнаямощность?</div><div class=&quot;t m0 x8 h8 y48 ff6 fs4 fc3 sc0 lsa ws24&quot;>Чтобы<span class=&quot;_&quot;> </span>добавить<span class=&quot;_&quot;> </span>этот<span class=&quot;_&quot;> </span>блок<span class=&quot;_&quot;> </span>в<span class=&quot;_&quot;> </span>блокчейн,<span class=&quot;_&quot;> </span>вы<span class=&quot;_&quot;> </span>должны<span class=&quot;_&quot;> </span>подать<span class=&quot;_&quot;> </span>свой<span class=&quot;_&quot;> </span>блок<span class=&quot;_&quot;> </span>транзакц<span class=&quot;_ _2&quot;></span>ий<span class=&quot;_&quot;> </span>в<span class=&quot;_&quot;> </span>нечто,</div><div class=&quot;t m0 x8 ha y49 ff6 fs4 fc3 sc0 lsa ws41&quot;>называемое<span class=&quot;_&quot;> </span><span class=&quot;ff5 fc5 ws32&quot;>хеш-функцией</span><span class=&quot;ws42&quot;>.<span class=&quot;_&quot;> </span>Хеш-функция<span class=&quot;_&quot;> </span>—<span class=&quot;_&quot;> </span>это<span class=&quot;_&quot;> </span>в<span class=&quot;_&quot;> </span>основном<span class=&quot;_&quot;> </span>мини-комп<span class=&quot;_ _2&quot;></span>ьютерная<span class=&quot;_&quot;> </span>программа,</span></div><div class=&quot;t m0 x8 h8 y4a ff6 fs4 fc3 sc0 lsa ws2d&quot;>которая<span class=&quot;_ _0&quot;></span>принимает<span class=&quot;_ _0&quot;></span>любое<span class=&quot;_ _0&quot;></span>количество<span class=&quot;_ _0&quot;></span>данных,<span class=&quot;_ _0&quot;></span>перемешивает<span class=&quot;_ _1&quot;></span>их<span class=&quot;_ _0&quot;></span>и<span class=&quot;_ _0&quot;></span>выдает<span class=&quot;_ _0&quot;></span>совершенно<span class=&quot;_ _0&quot;></span>уникальное</div><div class=&quot;t m0 x8 h8 y4b ff6 fs4 fc3 sc0 lsa ws2d&quot;>(инепредсказуемое)число.</div><div class=&quot;t m0 xa hb y4c ff7 fs5 fc3 sc0 lsa ws43&quot;>Чтобывашблокбылуспешнодобавл<span class=&quot;_ _2&quot;></span>енвблокчейн,эточисло(илихе<span class=&quot;_ _2&quot;></span>шблока)должнобытьниже</div><div class=&quot;t m0 xa hb y4d ff8 fs5 fc5 sc0 lsa ws43&quot;>целевогозначения<span class=&quot;ff7 fc3&quot;>—порога,скот<span class=&quot;_ _2&quot;></span>орымсоглашаетсявсясеть.</span></div><div class=&quot;t m0 x8 h8 y4e ff6 fs4 fc3 sc0 lsa ws2d&quot;>Если<span class=&quot;_ _0&quot;></span>ваш<span class=&quot;_ _0&quot;></span>результирующий<span class=&quot;_ _0&quot;></span>хеш<span class=&quot;_ _0&quot;></span>блока<span class=&quot;_ _0&quot;></span>не<span class=&quot;_ _0&quot;></span>ниже<span class=&quot;_ _0&quot;></span>цели,<span class=&quot;_ _0&quot;></span>вы<span class=&quot;_ _1&quot;></span>можете<span class=&quot;_ _0&quot;></span>внести<span class=&quot;_ _0&quot;></span>небольшую<span class=&quot;_ _0&quot;></span>корректировку</div><div class=&quot;t m0 x8 h8 y4f ff6 fs4 fc3 sc0 lsa ws2d&quot;>вданныевнутриблокаи<span class=&quot;_ _0&quot;></span>сновапропуститьчерезхеш-функцию.Этодастсовершеннодругоечисло,</div><div class=&quot;t m0 x8 h8 y50 ff6 fs4 fc3 sc0 lsa ws2d&quot;>которое,надеюсь,будетнижецели.Еслинет,выкорре<span class=&quot;_ _2&quot;></span>ктируетеблокипробуетеснова.</div><div class=&quot;t m0 x8 h8 y51 ff6 fs4 fc3 sc0 lsa ws44&quot;>В<span class=&quot;_&quot;> </span>конце<span class=&quot;_&quot;> </span>концов<span class=&quot;_&quot;> </span>один<span class=&quot;_&quot;> </span>из<span class=&quot;_&quot;> </span>узлов<span class=&quot;_&quot;> </span>(или<span class=&quot;_&quot;> </span>майнеров)<span class=&quot;_&quot;> </span>в<span class=&quot;_&quot;> </span>сети<span class=&quot;_&quot;> </span>найдет<span class=&quot;_&quot;> </span>хеш<span class=&quot;_&quot;> </span>блока<span class=&quot;_ _3&quot;> </span>ниже<span class=&quot;_&quot;> </span>цели,<span class=&quot;_&quot;> </span>и<span class=&quot;_&quot;> </span>этот<span class=&quot;_&quot;> </span>блок</div><div class=&quot;t m0 x8 h8 y52 ff6 fs4 fc3 sc0 lsa ws2d&quot;>транзакцийбудетдобавленвблокчейн.</div><div class=&quot;t m0 x8 h8 y53 ff6 fs4 fc3 sc0 lsa ws2d&quot;>Затемпроцессмайнинганачинаетсязаново,чтобыдобавит<span class=&quot;_ _2&quot;></span>ьследующийблоквцепь.</div><div class=&quot;t m0 x8 h6 y54 ff5 fs3 fc6 sc0 lsa ws40&quot;>Резюмемайнинга</div><div class=&quot;t m0 x8 h8 y55 ff6 fs4 fc3 sc0 lsa ws45&quot;>Процесс<span class=&quot;_&quot;> </span>майнинга<span class=&quot;_&quot;> </span>использует<span class=&quot;_&quot;> </span>вычислительную<span class=&quot;_&quot;> </span>мощность<span class=&quot;_&quot;> </span>для<span class=&quot;_&quot;> </span>выполне<span class=&quot;_ _2&quot;></span>ния<span class=&quot;_&quot;> </span>хеш-вычислений<span class=&quot;_&quot;> </span>как</div><div class=&quot;t m0 x8 h8 y56 ff6 fs4 fc3 sc0 lsa ws46&quot;>можно<span class=&quot;_&quot;> </span>быстрее,<span class=&quot;_&quot;> </span>чтобы<span class=&quot;_&quot;> </span>попытаться<span class=&quot;_&quot;> </span>стать<span class=&quot;_&quot;> </span>первым<span class=&quot;_&quot;> </span>компьютером<span class=&quot;_&quot;> </span>в<span class=&quot;_&quot;> </span>сети,<span class=&quot;_&quot;> </span>получившим<span class=&quot;_ _2&quot;></span><span class=&quot;_&quot;> </span>хеш<span class=&quot;_&quot;> </span>блока</div><div class=&quot;t m0 x8 h8 y57 ff6 fs4 fc3 sc0 lsa ws2d&quot;>ниже<span class=&quot;_ _0&quot;></span>цели.<span class=&quot;_ _0&quot;></span>Если<span class=&quot;_ _0&quot;></span>выуспешны,<span class=&quot;_ _0&quot;></span>вы<span class=&quot;_ _0&quot;></span>можете<span class=&quot;_ _0&quot;></span>добавить<span class=&quot;_ _0&quot;></span>свой<span class=&quot;_ _0&quot;></span>блок<span class=&quot;_ _0&quot;></span>транзакцийв<span class=&quot;_ _0&quot;></span>блокчейн<span class=&quot;_ _0&quot;></span>и<span class=&quot;_ _0&quot;></span>поделиться</div><div class=&quot;t m0 x8 h8 y58 ff6 fs4 fc3 sc0 lsa ws2d&quot;>имсостальнойчастьюсети.</div><div class=&quot;t m0 xb ha y59 ff5 fs4 fc5 sc0 lsa ws32&quot;>Важно:<span class=&quot;ff6 fc3 ws2d&quot;>Использованиехеш-функциивсочетаниисцелевым<span class=&quot;_ _2&quot;></span>значениемсоздаетсетевое</span></div><div class=&quot;t m0 xb h8 y5a ff6 fs4 fc3 sc0 lsa ws2d&quot;>соревнование,вкоторомможетучаствоватьлюбой.Этотакж<span class=&quot;_ _2&quot;></span>еозначает,чтониодин</div><div class=&quot;t m0 xb h8 y5b ff6 fs4 fc3 sc0 lsa ws2d&quot;>компьютервсетинеимеетполногоконтролянаддобав<span class=&quot;_ _2&quot;></span>лениемтранзакцийвблокчейн,что</div><div class=&quot;t m0 xb h8 y5c ff6 fs4 fc3 sc0 lsa ws2d&quot;>создаетсетьобменафайламибезцентральнойточкиконтроля.</div><div class=&quot;t m0 xb ha y5d ff5 fs4 fc5 sc0 lsa ws32&quot;>Примечание:<span class=&quot;ff6 fc3 ws2d&quot;>Хотялюбойпо-прежнемуможетпопытатьсям<span class=&quot;_ _2&quot;></span>айнитьблоки,этобольшене</span></div><div class=&quot;t m0 xb h8 y5e ff6 fs4 fc3 sc0 lsa ws2d&quot;>являетсяконкурентоспособнымнадомашнемкомпьютере.М<span class=&quot;_ _2&quot;></span>айнерытеперьиспользуют</div><div class=&quot;t m0 xb h8 y5f ff6 fs4 fc3 sc0 lsa ws2d&quot;>специализированноеоборудование,предназначенноедлявыполне<span class=&quot;_ _2&quot;></span>нияхеш-вычисленийкак</div><div class=&quot;t m0 xb h8 y60 ff6 fs4 fc3 sc0 lsa ws2d&quot;>можнобыстрее(иэффективнее).</div></div></div><div class=&quot;pi&quot; data-data=&#x27;{&quot;ctm&quot;:[1.000000,0.000000,0.000000,1.000000,0.000000,0.000000]}&#x27;></div></div> <div id=&quot;pf5&quot; class=&quot;pf w0 h0&quot; data-page-no=&quot;5&quot;><div class=&quot;pc pc5 w0 h0&quot;><img class=&quot;bi x0 y0 w1 h1&quot; alt=&quot;&quot; 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&quot;/><div class=&quot;c x1 y17 w3 h9&quot;><div class=&quot;t m0 x4 h5 y61 ff5 fs2 fc4 sc0 lsa ws31&quot;>Откудаберутсябиткоины?</div><div class=&quot;t m0 xa ha y62 ff5 fs4 fc3 sc0 lsa ws32&quot;>Вкачествестимуладляиспользованиявычисли<span class=&quot;_ _2&quot;></span>тельноймощностидляпопытки</div><div class=&quot;t m0 xa ha y63 ff5 fs4 fc3 sc0 lsa ws32&quot;>добавленияновыхблоковтранзакцийвблокчейн,<span class=&quot;_ _2&quot;></span>каждыйновыйблокделает</div><div class=&quot;t m0 xa ha y64 ff5 fs4 fc3 sc0 lsa ws32&quot;>доступнымификсированноеколичествобиткоинов,ко<span class=&quot;_ _2&quot;></span>торыеранеене</div><div class=&quot;t m0 xa ha y65 ff5 fs4 fc3 sc0 lsa ws32&quot;>существовали.</div><div class=&quot;t m0 x8 h8 y66 ff6 fs4 fc3 sc0 lsa ws47&quot;>Поэтому,<span class=&quot;_&quot;> </span>если<span class=&quot;_&quot;> </span>вы<span class=&quot;_&quot;> </span>можете<span class=&quot;_&quot;> </span>успешно<span class=&quot;_&quot;> </span>замайнить<span class=&quot;_&quot;> </span>блок,<span class=&quot;_&quot;> </span>вы<span class=&quot;_&quot;> </span>можете<span class=&quot;_&quot;> </span>«отправить»<span class=&quot;_&quot;> </span>себе<span class=&quot;_&quot;> </span>эти<span class=&quot;_&quot;> </span>новые</div><div class=&quot;t m0 x8 h8 y67 ff6 fs4 fc3 sc0 lsa ws2d&quot;>биткоинывкачественаградызавашиусилия.</div><div class=&quot;t m0 x8 ha y68 ff6 fs4 fc3 sc0 lsa ws48&quot;>Эта<span class=&quot;_&quot;> </span>партия<span class=&quot;_&quot;> </span>новых<span class=&quot;_&quot;> </span>биткоинов<span class=&quot;_&quot;> </span>называется<span class=&quot;_&quot;> </span><span class=&quot;ff5 fc5 ws32&quot;>вознаграждением<span class=&quot;_ _1&quot;></span>за<span class=&quot;_ _1&quot;></span>блок</span><span class=&quot;_&quot;> </span>и<span class=&quot;_&quot;> </span>является<span class=&quot;_&quot;> </span>причиной<span class=&quot;_&quot;> </span>того,</div><div class=&quot;t m0 x8 h8 y69 ff6 fs4 fc3 sc0 lsa ws2d&quot;>почемупроцессназывается«майнингом».</div></div></div><div class=&quot;pi&quot; data-data=&#x27;{&quot;ctm&quot;:[1.000000,0.000000,0.000000,1.000000,0.000000,0.000000]}&#x27;></div></div> <div id=&quot;pf6&quot; class=&quot;pf w0 h0&quot; data-page-no=&quot;6&quot;><div class=&quot;pc pc6 w0 h0&quot;><img class=&quot;bi x0 y0 w1 h1&quot; alt=&quot;&quot; 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&quot;/><div class=&quot;c x1 y17 w3 h9&quot;><div class=&quot;t m0 x4 h5 y18 ff5 fs2 fc4 sc0 lsa ws31&quot;>Почемуфайлназывается«блокчейн»?</div><div class=&quot;t m0 x8 h8 y6a ff6 fs4 fc3 sc0 lsa ws49&quot;>Транзакции<span class=&quot;_&quot;> </span>не<span class=&quot;_&quot;> </span>добавляются<span class=&quot;_&quot;> </span>в<span class=&quot;_&quot;> </span>файл<span class=&quot;_&quot;> </span>индивидуально<span class=&quot;_&quot;> </span>—<span class=&quot;_&quot;> </span>они<span class=&quot;_&quot;> </span>собираются<span class=&quot;_&quot;> </span>вместе<span class=&quot;_&quot;> </span>и<span class=&quot;_&quot;> </span>добавляются</div><div class=&quot;t m0 x8 h8 y6b ff6 fs4 fc3 sc0 lsa ws2d&quot;>блоками.<span class=&quot;_ _1&quot;></span>Каждый<span class=&quot;_ _0&quot;></span>из<span class=&quot;_ _1&quot;></span>этих<span class=&quot;_ _1&quot;></span>новых<span class=&quot;_ _0&quot;></span>блоков<span class=&quot;_ _1&quot;></span>строится<span class=&quot;_ _1&quot;></span>поверх<span class=&quot;_ _1&quot;></span>существующего,<span class=&quot;_ _0&quot;></span>и<span class=&quot;_ _1&quot;></span>поэтому<span class=&quot;_ _1&quot;></span>файл<span class=&quot;_ _0&quot;></span>состоит</div><div class=&quot;t m0 x8 ha y6c ff6 fs4 fc3 sc0 lsa ws2d&quot;>изцепиблоков;отсюда<span class=&quot;ff5 fc5 ws32&quot;>блокчейн</span>.</div><div class=&quot;t m0 x8 h8 y6d ff6 fs4 fc3 sc0 lsa ws4a&quot;>Кроме<span class=&quot;_&quot;> </span>того,<span class=&quot;_&quot;> </span>каждый<span class=&quot;_&quot;> </span>узел<span class=&quot;_&quot;> </span>в<span class=&quot;_&quot;> </span>сети<span class=&quot;_&quot;> </span>всегда<span class=&quot;_&quot;> </span>принимает<span class=&quot;_&quot;> </span>самую<span class=&quot;_&quot;> </span>длинную<span class=&quot;_ _4&quot;> </span>цепь<span class=&quot;_&quot;> </span>блоков,<span class=&quot;_&quot;> </span>которую<span class=&quot;_&quot;> </span>они</div><div class=&quot;t m0 x8 h8 y6e ff6 fs4 fc3 sc0 lsa ws2d&quot;>получают,как«официальную»версиюблокчейна.</div><div class=&quot;t m0 xb h8 y1d ff6 fs4 fc3 sc0 lsa ws2d&quot;>Этоозначает,чтомайнерывсегдабудутпытатьсястроить<span class=&quot;_ _2&quot;></span>поверх«кончика»самойдлинной</div><div class=&quot;t m0 xb h8 y6f ff6 fs4 fc3 sc0 lsa ws2d&quot;>известнойцепиблоков,посколькулюбыетранзакции,которыене<span class=&quot;_ _2&quot;></span>являютсячастьюсамой</div><div class=&quot;t m0 xb h8 y70 ff6 fs4 fc3 sc0 lsa ws2d&quot;>длиннойцепи,будутнедействительными.</div><div class=&quot;t m0 x8 h8 y71 ff6 fs4 fc3 sc0 lsa ws2d&quot;>Поэтому,если<span class=&quot;_ _0&quot;></span>кто-то<span class=&quot;_ _0&quot;></span>хотелпереписать<span class=&quot;_ _0&quot;></span>историютранзакций,<span class=&quot;_ _0&quot;></span>имнужно<span class=&quot;_ _0&quot;></span>былобы<span class=&quot;_ _0&quot;></span>перестроитьболее</div><div class=&quot;t m0 x8 h8 y72 ff6 fs4 fc3 sc0 lsa ws4b&quot;>длинную<span class=&quot;_&quot;> </span>цепь<span class=&quot;_&quot;> </span>блоков,<span class=&quot;_&quot;> </span>чтобы<span class=&quot;_&quot;> </span>создать<span class=&quot;_&quot;> </span>новую<span class=&quot;_&quot;> </span>самую<span class=&quot;_&quot;> </span>длинную<span class=&quot;_&quot;> </span>цепь<span class=&quot;_&quot;> </span>для<span class=&quot;_&quot;> </span>принятия<span class=&quot;_&quot;> </span>друг<span class=&quot;_ _2&quot;></span>ими<span class=&quot;_&quot;> </span>узлами.</div><div class=&quot;t m0 x8 h8 y73 ff6 fs4 fc3 sc0 lsa ws4c&quot;>Однако,<span class=&quot;_&quot;> </span>чтобы<span class=&quot;_&quot;> </span>достичь<span class=&quot;_&quot;> </span>этого,<span class=&quot;_&quot;> </span>одному<span class=&quot;_&quot;> </span>майнеру<span class=&quot;_&quot;> </span>потребовалось<span class=&quot;_&quot;> </span>бы<span class=&quot;_ _2&quot;></span><span class=&quot;_&quot;> </span>больше<span class=&quot;_&quot;> </span>вычислительной</div><div class=&quot;t m0 x8 h8 y74 ff6 fs4 fc3 sc0 lsa ws2d&quot;>мощностикомпьютера,чемуостальнойсетивместев<span class=&quot;_ _2&quot;></span>зятой.</div><div class=&quot;t m0 xa ha y75 ff5 fs4 fc3 sc0 lsa ws32&quot;>Врезультатеобъединенныеусилиясетизатрудняютлюб<span class=&quot;_ _2&quot;></span>омуотдельномулицу</div><div class=&quot;t m0 xa ha y76 ff5 fs4 fc3 sc0 lsa ws32&quot;>«обогнать»сетьипереписатьблокчейн.</div><div class=&quot;t m0 xa ha y77 ff5 fs4 fc5 sc0 lsa ws32&quot;>Другимисловами,всяисториятранзакций(<span class=&quot;_ _2&quot;></span>ивашиденьги)защищена</div><div class=&quot;t m0 xa ha y78 ff5 fs4 fc5 sc0 lsa ws32&quot;>объединеннойэнергиеймайнинга.</div><div class=&quot;t m0 x4 h5 y79 ff5 fs2 fc4 sc0 lsa ws31&quot;>Какработаюттранзакции?</div><div class=&quot;t m0 x8 h8 y7a ff6 fs4 fc3 sc0 lsa ws4d&quot;>Вы<span class=&quot;_&quot;> </span>можете<span class=&quot;_&quot;> </span>думать<span class=&quot;_&quot;> </span>о<span class=&quot;_&quot;> </span>блокчейне<span class=&quot;_&quot;> </span>как<span class=&quot;_&quot;> </span>о<span class=&quot;_&quot;> </span>складском<span class=&quot;_&quot;> </span>помещении<span class=&quot;_&quot;> </span>для<span class=&quot;_&quot;> </span>сейфовых<span class=&quot;_&quot;> </span>ячеек,<span class=&quot;_&quot;> </span>кот<span class=&quot;_ _2&quot;></span>орые<span class=&quot;_&quot;> </span>мы</div><div class=&quot;t m0 x8 ha y7b ff6 fs4 fc3 sc0 lsa ws2d&quot;>называем<span class=&quot;ff5 fc5 ws32&quot;>выходами</span>.<span class=&quot;_ _0&quot;></span>Эти<span class=&quot;_ _0&quot;></span>выходы—<span class=&quot;_ _0&quot;></span>простоконтейнеры,<span class=&quot;_ _0&quot;></span>которыесодержат<span class=&quot;_ _0&quot;></span>различныеколичества</div><div class=&quot;t m0 x8 h8 y7c ff6 fs4 fc3 sc0 lsa ws2d&quot;>биткоина.</div><div class=&quot;t m0 x8 h8 y7d ff6 fs4 fc3 sc0 lsa ws4e&quot;>Когда<span class=&quot;_&quot;> </span>вы<span class=&quot;_&quot;> </span>совершаете<span class=&quot;_&quot;> </span>биткоин-транзакцию,<span class=&quot;_&quot;> </span>вы<span class=&quot;_&quot;> </span>выбираете<span class=&quot;_&quot;> </span>некоторые<span class=&quot;_&quot;> </span>выход<span class=&quot;_ _2&quot;></span>ы<span class=&quot;_&quot;> </span>и<span class=&quot;_&quot;> </span>разблокируете<span class=&quot;_&quot;> </span>их,</div><div class=&quot;t m0 x8 h8 y7e ff6 fs4 fc3 sc0 lsa ws2d&quot;>затемсоздаетеновыевыходыиставитенанихновыезам<span class=&quot;_ _2&quot;></span>ки.</div><div class=&quot;t m0 xa ha y7f ff5 fs4 fc3 sc0 lsa ws32&quot;>Поэтому,когдавы«отправляете»кому-тобиткоины,выфа<span class=&quot;_ _2&quot;></span>ктическипомещаете</div><div class=&quot;t m0 xa ha y80 ff5 fs4 fc3 sc0 lsa ws32&quot;>количествобиткоиноввновуюсейфовуюячейкуи<span class=&quot;_ _2&quot;></span>ставитенанеезамок,который</div><div class=&quot;t m0 xa ha y81 ff5 fs4 fc3 sc0 lsa ws32&quot;>можетразблокироватьтолькототчеловек,которомувы«о<span class=&quot;_ _2&quot;></span>тправляете»биткоины.</div><div class=&quot;t m0 x8 h6 y82 ff5 fs3 fc6 sc0 lsa ws40&quot;>Примертранзакции</div><div class=&quot;t m0 x8 h8 y83 ff6 fs4 fc3 sc0 lsa ws4f&quot;>Например,<span class=&quot;_&quot;> </span>если<span class=&quot;_&quot;> </span>я<span class=&quot;_&quot;> </span>хочу<span class=&quot;_&quot;> </span>отправить<span class=&quot;_&quot;> </span>вам<span class=&quot;_&quot;> </span>некоторые<span class=&quot;_&quot;> </span>биткоины,<span class=&quot;_&quot;> </span>я<span class=&quot;_&quot;> </span>выберу<span class=&quot;_&quot;> </span>некот<span class=&quot;_ _2&quot;></span>орые<span class=&quot;_&quot;> </span>выходы<span class=&quot;_&quot;> </span>из</div><div class=&quot;t m0 x8 h8 y84 ff6 fs4 fc3 sc0 lsa ws50&quot;>блокчейна,<span class=&quot;_&quot;> </span>которые<span class=&quot;_&quot;> </span>я<span class=&quot;_&quot;> </span>могу<span class=&quot;_&quot;> </span>разблокировать,<span class=&quot;_&quot;> </span>и<span class=&quot;_&quot;> </span>создам<span class=&quot;_&quot;> </span>из<span class=&quot;_&quot;> </span>них<span class=&quot;_&quot;> </span>новый<span class=&quot;_&quot;> </span>выход<span class=&quot;_ _2&quot;></span>,<span class=&quot;_&quot;> </span>который<span class=&quot;_&quot;> </span>можете</div><div class=&quot;t m0 x8 h8 y85 ff6 fs4 fc3 sc0 lsa ws51&quot;>разблокировать<span class=&quot;_&quot;> </span>только<span class=&quot;_&quot;> </span>вы.<span class=&quot;_&quot;> </span>Более<span class=&quot;_&quot;> </span>того,<span class=&quot;_&quot;> </span>если<span class=&quot;_&quot;> </span>я<span class=&quot;_&quot;> </span>не<span class=&quot;_&quot;> </span>хочу<span class=&quot;_&quot;> </span>отправлять<span class=&quot;_&quot;> </span>вам<span class=&quot;_&quot;> </span>все<span class=&quot;_&quot;> </span>биткоины,<span class=&quot;_&quot;> </span>кот<span class=&quot;_ _2&quot;></span>орые<span class=&quot;_&quot;> </span>я</div><div class=&quot;t m0 x8 h8 y86 ff6 fs4 fc3 sc0 lsa ws2d&quot;>разблокировал,ясоздамдополнительныйвыходкакмою«сдачу»<span class=&quot;_ _2&quot;></span>изаблокируюеенасебя.</div><div class=&quot;t m0 x8 h8 y87 ff6 fs4 fc3 sc0 lsa ws2d&quot;>Вдальнейшем,есливыхотитеотправитьсвоибиткоины<span class=&quot;_ _2&quot;></span>кому-тоеще,выповторитепроцессвыбора</div><div class=&quot;t m0 x8 h8 y88 ff6 fs4 fc3 sc0 lsa ws2d&quot;>существующих<span class=&quot;_ _1&quot;></span>выходов<span class=&quot;_ _0&quot;></span>(которые<span class=&quot;_ _1&quot;></span>вы<span class=&quot;_ _1&quot;></span>можете<span class=&quot;_ _1&quot;></span>разблокировать)<span class=&quot;_ _1&quot;></span>и<span class=&quot;_ _0&quot;></span>создания<span class=&quot;_ _1&quot;></span>из<span class=&quot;_ _1&quot;></span>них<span class=&quot;_ _1&quot;></span>новых<span class=&quot;_ _1&quot;></span>выходов.<span class=&quot;_ _0&quot;></span>В</div></div></div><div class=&quot;pi&quot; data-data=&#x27;{&quot;ctm&quot;:[1.000000,0.000000,0.000000,1.000000,0.000000,0.000000]}&#x27;></div></div> <div id=&quot;pf7&quot; class=&quot;pf w0 h0&quot; data-page-no=&quot;7&quot;><div class=&quot;pc pc7 w0 h0&quot;><img class=&quot;bi x0 y0 w1 h1&quot; alt=&quot;&quot; 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&quot;/><div class=&quot;c x1 y17 w3 h9&quot;><div class=&quot;t m0 x8 h8 y89 ff6 fs4 fc3 sc0 lsa ws52&quot;>результате<span class=&quot;_&quot;> </span>биткоин-транзакции<span class=&quot;_&quot;> </span>образуют<span class=&quot;_&quot;> </span>графоподобную<span class=&quot;_&quot;> </span>структуру,<span class=&quot;_&quot;> </span>где<span class=&quot;_&quot;> </span>движени<span class=&quot;_ _2&quot;></span>е<span class=&quot;_&quot;> </span>биткоинов</div><div class=&quot;t m0 x8 h8 y8a ff6 fs4 fc3 sc0 lsa ws2d&quot;>связаносериейтранзакций.</div><div class=&quot;t m0 x8 h8 y8b ff6 fs4 fc3 sc0 lsa ws53&quot;>Наконец,<span class=&quot;_&quot;> </span>когда<span class=&quot;_&quot;> </span>транзакция<span class=&quot;_&quot;> </span>майнится<span class=&quot;_&quot;> </span>в<span class=&quot;_&quot;> </span>блокчейн,<span class=&quot;_&quot;> </span>выходы,<span class=&quot;_&quot;> </span>которые<span class=&quot;_&quot;> </span>были<span class=&quot;_&quot;> </span>ис<span class=&quot;_ _2&quot;></span>пользованы</div><div class=&quot;t m0 x8 h8 y8c ff6 fs4 fc3 sc0 lsa ws54&quot;>(потрачены)<span class=&quot;_&quot;> </span>в<span class=&quot;_&quot;> </span>транзакции,<span class=&quot;_&quot;> </span>не<span class=&quot;_&quot;> </span>могут<span class=&quot;_&quot;> </span>быть<span class=&quot;_&quot;> </span>использованы<span class=&quot;_&quot;> </span>в<span class=&quot;_&quot;> </span>другой<span class=&quot;_&quot;> </span>транзакции,<span class=&quot;_&quot;> </span>а<span class=&quot;_&quot;> </span>вновь<span class=&quot;_&quot;> </span>созд<span class=&quot;_ _2&quot;></span>анные</div><div class=&quot;t m0 x8 h8 y8d ff6 fs4 fc3 sc0 lsa ws2d&quot;>выходыбудутдоступныдлятратывбудущейтранзакции.</div></div></div><div class=&quot;pi&quot; data-data=&#x27;{&quot;ctm&quot;:[1.000000,0.000000,0.000000,1.000000,0.000000,0.000000]}&#x27;></div></div> <div id=&quot;pf8&quot; class=&quot;pf w0 h0&quot; data-page-no=&quot;8&quot;><div class=&quot;pc pc8 w0 h0&quot;><img class=&quot;bi x0 y0 w1 h1&quot; alt=&quot;&quot; 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&quot;/><div class=&quot;c x1 y17 w3 h9&quot;><div class=&quot;t m0 x4 h5 y8e ff5 fs2 fc4 sc0 lsa ws31&quot;>Каквывладеетебиткоинами?</div><div class=&quot;t m0 xa ha y8f ff5 fs4 fc3 sc0 lsa ws32&quot;>Чтобыиметьвозможность«получать»биткоины,вамн<span class=&quot;_ _2&quot;></span>ужноиметьсвой</div><div class=&quot;t m0 xa ha y90 ff5 fs4 fc3 sc0 lsa ws32&quot;>собственныйнаборключей.</div><div class=&quot;t m0 x8 h8 y91 ff6 fs4 fc3 sc0 lsa ws2d&quot;>Этот<span class=&quot;_ _0&quot;></span>набор<span class=&quot;_ _1&quot;></span>ключей<span class=&quot;_ _0&quot;></span>похож<span class=&quot;_ _0&quot;></span>на<span class=&quot;_ _1&quot;></span>ваш<span class=&quot;_ _0&quot;></span>номер<span class=&quot;_ _1&quot;></span>аккаунта<span class=&quot;_ _0&quot;></span>и<span class=&quot;_ _0&quot;></span>пароль,<span class=&quot;_ _1&quot;></span>за<span class=&quot;_ _0&quot;></span>исключением<span class=&quot;_ _0&quot;></span>того,<span class=&quot;_ _1&quot;></span>что<span class=&quot;_ _0&quot;></span>в<span class=&quot;_ _1&quot;></span>биткоине</div><div class=&quot;t m0 x8 ha y92 ff6 fs4 fc3 sc0 lsa ws2d&quot;>ониназываютсявашим<span class=&quot;ff5 fc5 ws32&quot;>публичнымключом</span>ивашим<span class=&quot;ff5 fc5 ws32&quot;>при<span class=&quot;_ _2&quot;></span>ватнымключом<span class=&quot;ff6 fc3&quot;>.</span></span></div><div class=&quot;t m0 x8 h8 y93 ff6 fs4 fc3 sc0 lsa ws55&quot;>Например,<span class=&quot;_&quot;> </span>если<span class=&quot;_&quot;> </span>я<span class=&quot;_&quot;> </span>хочу<span class=&quot;_&quot;> </span>отправить<span class=&quot;_&quot;> </span>вам<span class=&quot;_&quot;> </span>некоторые<span class=&quot;_&quot;> </span>биткоины,<span class=&quot;_&quot;> </span>вам<span class=&quot;_&quot;> </span>сначала<span class=&quot;_&quot;> </span>нужно<span class=&quot;_&quot;> </span>дать<span class=&quot;_&quot;> </span>мне<span class=&quot;_&quot;> </span>ваш</div><div class=&quot;t m0 x8 h8 y94 ff6 fs4 fc3 sc0 lsa ws2d&quot;>публичный<span class=&quot;_ _0&quot;></span>ключ.<span class=&quot;_ _1&quot;></span>Когда<span class=&quot;_ _0&quot;></span>я<span class=&quot;_ _1&quot;></span>создаю<span class=&quot;_ _1&quot;></span>свою<span class=&quot;_ _0&quot;></span>транзакцию,<span class=&quot;_ _1&quot;></span>я<span class=&quot;_ _0&quot;></span>помещу<span class=&quot;_ _1&quot;></span>ваш<span class=&quot;_ _0&quot;></span>публичный<span class=&quot;_ _1&quot;></span>ключ<span class=&quot;_ _0&quot;></span>внутрь<span class=&quot;_ _1&quot;></span>замка</div><div class=&quot;t m0 x8 h8 y95 ff6 fs4 fc3 sc0 lsa ws56&quot;>на<span class=&quot;_&quot;> </span>выходе<span class=&quot;_&quot;> </span>(сейфовой<span class=&quot;_&quot;> </span>ячейке).<span class=&quot;_&quot;> </span>И<span class=&quot;_&quot;> </span>когда<span class=&quot;_&quot;> </span>вы<span class=&quot;_&quot;> </span>хотите<span class=&quot;_&quot;> </span>отправить<span class=&quot;_&quot;> </span>эти<span class=&quot;_&quot;> </span>биткоины<span class=&quot;_&quot;> </span>ком<span class=&quot;_ _2&quot;></span>у-то<span class=&quot;_&quot;> </span>еще,<span class=&quot;_&quot;> </span>вы</div><div class=&quot;t m0 x8 h8 y96 ff6 fs4 fc3 sc0 lsa ws2d&quot;>используетесвойприватныйключ,чтобыразблокироватьэтотвых<span class=&quot;_ _2&quot;></span>од.</div><div class=&quot;t m0 x8 h6 y97 ff5 fs3 fc6 sc0 lsa ws40&quot;>Какполучитьключи?</div><div class=&quot;t m0 x8 h8 y98 ff6 fs4 fc3 sc0 lsa ws2d&quot;>Спомощьюкриптографиивыможетефактическигенерировать<span class=&quot;_ _2&quot;></span>ихсами.</div><div class=&quot;t m0 xa hb y99 ff7 fs5 fc3 sc0 lsa ws43&quot;>Корочеговоря,вашприватныйключ<span class=&quot;_ _2&quot;></span>—этопростобольшоеслучайное<span class=&quot;_ _2&quot;></span>число,авашпубличный</div><div class=&quot;t m0 xa hb y9a ff7 fs5 fc3 sc0 lsa ws43&quot;>ключ—эточисло,вычисленноеиз<span class=&quot;_ _2&quot;></span>этогоприватногоключа.Нохитра<span class=&quot;_ _2&quot;></span>ячастьвтом,чтовы</div><div class=&quot;t m0 xa hb y9b ff7 fs5 fc3 sc0 lsa ws43&quot;>можетедатьсвойпубличныйключк<span class=&quot;_ _2&quot;></span>ому-тоеще,ноонинемогутрабо<span class=&quot;_ _2&quot;></span>татьвобратном</div><div class=&quot;t m0 xa hb y9c ff7 fs5 fc3 sc0 lsa ws43&quot;>направленииотнего,чтобывыясни<span class=&quot;_ _2&quot;></span>тьприватныйключ.</div><div class=&quot;t m0 x8 h8 y9d ff6 fs4 fc3 sc0 lsa ws2d&quot;>Теперь,когдавыхотите<span class=&quot;_ _0&quot;></span>разблокироватьбиткоины,которыеназначенывашемупубличномуключу,</div><div class=&quot;t m0 x8 ha y9e ff6 fs4 fc3 sc0 lsa ws57&quot;>вы<span class=&quot;_&quot;> </span>используете<span class=&quot;_&quot;> </span>свой<span class=&quot;_&quot;> </span>приватный<span class=&quot;_&quot;> </span>ключ<span class=&quot;_&quot;> </span>для<span class=&quot;_&quot;> </span>создания<span class=&quot;_&quot;> </span>того,<span class=&quot;_&quot;> </span>что<span class=&quot;_&quot;> </span>называется<span class=&quot;_&quot;> </span><span class=&quot;ff5 fc5 ws58&quot;>цифро<span class=&quot;_ _2&quot;></span>вой<span class=&quot;_&quot;> </span>подписью<span class=&quot;ff6 fc3&quot;>.</span></span></div><div class=&quot;t m0 x8 h8 y9f ff6 fs4 fc3 sc0 lsa ws59&quot;>Эта<span class=&quot;_&quot;> </span>подпись<span class=&quot;_&quot;> </span>доказывает,<span class=&quot;_&quot;> </span>что<span class=&quot;_&quot;> </span>вы<span class=&quot;_&quot;> </span>являетесь<span class=&quot;_&quot;> </span>владельцем<span class=&quot;_&quot;> </span>публичного<span class=&quot;_&quot;> </span>ключа<span class=&quot;_&quot;> </span>(и<span class=&quot;_&quot;> </span>поэто<span class=&quot;_ _2&quot;></span>му<span class=&quot;_&quot;> </span>можете</div><div class=&quot;t m0 x8 h8 ya0 ff6 fs4 fc3 sc0 lsa ws2d&quot;>разблокироватьбиткоины),нераскрываявашприватныйключ.</div><div class=&quot;t m0 xb h8 ya1 ff6 fs4 fc3 sc0 lsa ws2d&quot;>Этаподписьтакжедействительнатолькодлятранзакции,для<span class=&quot;_ _2&quot;></span>которойонабыласоздана,</div><div class=&quot;t m0 xb h8 ya2 ff6 fs4 fc3 sc0 lsa ws2d&quot;>поэтомуеенельзяиспользоватьдляразблокировкидругихбитко<span class=&quot;_ _2&quot;></span>инов,заблокированныхна</div><div class=&quot;t m0 xb h8 ya3 ff6 fs4 fc3 sc0 lsa ws2d&quot;>тотжепубличныйключ.</div><div class=&quot;t m0 x8 ha ya4 ff6 fs4 fc3 sc0 lsa ws2d&quot;>Этасистемаизвестнакак<span class=&quot;_ _0&quot;></span><span class=&quot;ff5 fc5 ws32&quot;>криптографиясоткрытымключом</span>и<span class=&quot;_ _0&quot;></span>доступнас1978года<span class=&quot;_ _0&quot;></span>(см.RSA).</div><div class=&quot;t m0 x8 h8 ya5 ff6 fs4 fc3 sc0 lsa ws5a&quot;>Биткоин<span class=&quot;_&quot;> </span>использует<span class=&quot;_&quot;> </span>эту<span class=&quot;_&quot;> </span>систему,<span class=&quot;_&quot;> </span>чтобы<span class=&quot;_&quot;> </span>позволить<span class=&quot;_&quot;> </span>любому<span class=&quot;_&quot;> </span>создавать<span class=&quot;_&quot;> </span>ключи<span class=&quot;_&quot;> </span>для<span class=&quot;_&quot;> </span>безопасной</div><div class=&quot;t m0 x8 h8 ya6 ff6 fs4 fc3 sc0 lsa ws2d&quot;>отправки<span class=&quot;_ _0&quot;></span>и<span class=&quot;_ _0&quot;></span>получения<span class=&quot;_ _0&quot;></span>биткоиновбез<span class=&quot;_ _0&quot;></span>необходимости<span class=&quot;_ _0&quot;></span>центрального<span class=&quot;_ _0&quot;></span>органа<span class=&quot;_ _0&quot;></span>для<span class=&quot;_ _0&quot;></span>выдачи<span class=&quot;_ _0&quot;></span>аккаунтови</div><div class=&quot;t m0 x8 h8 ya7 ff6 fs4 fc3 sc0 lsa ws2d&quot;>паролей.</div><div class=&quot;t m0 xb ha ya8 ff5 fs4 fc5 sc0 lsa ws32&quot;>Совет:<span class=&quot;ff6 fc3 ws2d&quot;>Вбиткоинемыконвертируемпубличныйключвболееуд<span class=&quot;_ _2&quot;></span>обныйдляпользователя</span></div><div class=&quot;t m0 xb h8 ya9 ff6 fs4 fc3 sc0 lsa ws2d&quot;>адрес,которыйвыобычноиспользуетеприотправкеиполучен<span class=&quot;_ _2&quot;></span>ииплатежей.</div><div class=&quot;t m0 x4 h5 yaa ff5 fs2 fc4 sc0 lsa ws31&quot;>Резюме</div><div class=&quot;t m0 x8 h8 yab ff6 fs4 fc3 sc0 lsa ws5b&quot;>Чтобы<span class=&quot;_&quot;> </span>использовать<span class=&quot;_&quot;> </span>биткоин,<span class=&quot;_&quot;> </span>вы<span class=&quot;_&quot;> </span>генерируете<span class=&quot;_&quot;> </span>свой<span class=&quot;_&quot;> </span>собственный<span class=&quot;_&quot;> </span>приватный<span class=&quot;_&quot;> </span>ключ<span class=&quot;_&quot;> </span>и<span class=&quot;_&quot;> </span>публичн<span class=&quot;_ _2&quot;></span>ый</div><div class=&quot;t m0 x8 h8 yac ff6 fs4 fc3 sc0 lsa ws5c&quot;>ключ.<span class=&quot;_&quot;> </span>Ваш<span class=&quot;_&quot;> </span>приватный<span class=&quot;_&quot;> </span>ключ<span class=&quot;_&quot;> </span>—<span class=&quot;_&quot;> </span>это<span class=&quot;_&quot;> </span>очень<span class=&quot;_&quot;> </span>большое<span class=&quot;_&quot;> </span>случайное<span class=&quot;_&quot;> </span>число,<span class=&quot;_&quot;> </span>а<span class=&quot;_&quot;> </span>ваш<span class=&quot;_&quot;> </span>публичный<span class=&quot;_&quot;> </span>ключ</div><div class=&quot;t m0 x8 h8 yad ff6 fs4 fc3 sc0 lsa ws2d&quot;>вычисляется<span class=&quot;_ _0&quot;></span>из<span class=&quot;_ _0&quot;></span>него.Эти<span class=&quot;_ _0&quot;></span>ключи<span class=&quot;_ _0&quot;></span>могут<span class=&quot;_ _0&quot;></span>быть<span class=&quot;_ _0&quot;></span>легкосгенерированы<span class=&quot;_ _0&quot;></span>на<span class=&quot;_ _0&quot;></span>вашем<span class=&quot;_ _0&quot;></span>компьютере<span class=&quot;_ _0&quot;></span>илидаже</div></div></div><div class=&quot;pi&quot; data-data=&#x27;{&quot;ctm&quot;:[1.000000,0.000000,0.000000,1.000000,0.000000,0.000000]}&#x27;></div></div> <div id=&quot;pf9&quot; class=&quot;pf w0 h0&quot; data-page-no=&quot;9&quot;><div class=&quot;pc pc9 w0 h0&quot;><img class=&quot;bi x0 y0 w1 h1&quot; alt=&quot;&quot; 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&quot;/><div class=&quot;c x1 y17 w3 h9&quot;><div class=&quot;t m0 x8 h8 yae ff6 fs4 fc3 sc0 lsa ws5d&quot;>на<span class=&quot;_&quot;> </span>чем-то<span class=&quot;_&quot;> </span>простом,<span class=&quot;_&quot;> </span>как<span class=&quot;_&quot;> </span>калькулятор.<span class=&quot;_&quot;> </span>Большинство<span class=&quot;_&quot;> </span>людей,<span class=&quot;_&quot;> </span>однако,<span class=&quot;_&quot;> </span>используют<span class=&quot;_&quot;> </span>биткои<span class=&quot;_ _2&quot;></span>н-кошелек</div><div class=&quot;t m0 x8 h8 yaf ff6 fs4 fc3 sc0 lsa ws2d&quot;>дляпомощивгенерациииуправлениисвоимиключами.</div><div class=&quot;t m0 xc ha yb0 ff6 fs4 fc3 sc0 lsa ws3a&quot;>1.<span class=&quot;_&quot;> </span><span class=&quot;ff5 fc5 ws32&quot;>Получениебиткоинов:</span><span class=&quot;ws2d&quot;>Выдаетечеловеку,отправляющемуих<span class=&quot;_ _2&quot;></span>вам,вашпубличныйключ.</span></div><div class=&quot;t m0 xd h8 yb1 ff6 fs4 fc3 sc0 lsa ws2d&quot;>Этотчеловексоздаеттранзакцию,гдеонразблокируетсвоиби<span class=&quot;_ _2&quot;></span>ткоиныисоздаетновую</div><div class=&quot;t m0 xd h8 yb2 ff6 fs4 fc3 sc0 lsa ws2d&quot;>«сейфовуюячейку»свашимпубличнымключомвзамке.</div><div class=&quot;t m0 xc ha yb3 ff6 fs4 fc3 sc0 lsa ws3a&quot;>2.<span class=&quot;_&quot;> </span><span class=&quot;ff5 fc5 ws32&quot;>Передачатранзакции:</span><span class=&quot;ws2d&quot;>Транзакцияотправляетсяузлуипередает<span class=&quot;_ _2&quot;></span>сяоткомпьютерак</span></div><div class=&quot;t m0 xd h8 yb4 ff6 fs4 fc3 sc0 lsa ws2d&quot;>компьютеру,покакаждыйузелвсетинеполучиткопию.</div><div class=&quot;t m0 xc ha yb5 ff6 fs4 fc3 sc0 lsa ws3a&quot;>3.<span class=&quot;_&quot;> </span><span class=&quot;ff5 fc5 ws32&quot;>Майнинг:</span><span class=&quot;ws2d&quot;>Узлысобираюттранзакциивблокиимногократн<span class=&quot;_ _2&quot;></span>охешируютблок,пытаясь</span></div><div class=&quot;t m0 xd h8 yb6 ff6 fs4 fc3 sc0 lsa ws2d&quot;>получитьхешнижецелевогозначения.</div><div class=&quot;t m0 xc ha yb7 ff6 fs4 fc3 sc0 lsa ws3a&quot;>4.<span class=&quot;_&quot;> </span><span class=&quot;ff5 fc5 ws32&quot;>Добавлениевблокчейн:</span><span class=&quot;ws2d&quot;>Первыймайнер,нашедшийп<span class=&quot;_ _2&quot;></span>одходящийхеш,добавляетблокв</span></div><div class=&quot;t m0 xd h8 yb8 ff6 fs4 fc3 sc0 lsa ws2d&quot;>блокчейниполучаетвознаграждениеввиденовыхбиткоинов.</div><div class=&quot;t m0 xe h5 yb9 ff5 fs2 fc4 sc0 lsa ws31&quot;>Заключение</div><div class=&quot;t m0 xf ha yba ff5 fs4 fc5 sc0 lsa ws32&quot;>Биткоин—этокомпьютернаяпрограмма,котораядели<span class=&quot;_ _2&quot;></span>тсябезопаснымфайломс</div><div class=&quot;t m0 x10 ha ybb ff5 fs4 fc5 sc0 lsa ws32&quot;>другимикомпьютерамиповсемумиру.<span class=&quot;fc3&quot;>Этотбезопасн<span class=&quot;_ _2&quot;></span>ыйфайлсостоитиз</span></div><div class=&quot;t m0 x6 ha ybc ff5 fs4 fc3 sc0 lsa ws32&quot;>транзакций,иэтитранзакциииспользуюткрип<span class=&quot;_ _2&quot;></span>тографию,чтобыпозволить</div><div class=&quot;t m0 x11 ha ybd ff5 fs4 fc3 sc0 lsa ws32&quot;>людямотправлятьиполучатьцифровыесейфовыеяч<span class=&quot;_ _2&quot;></span>ейки.</div><div class=&quot;t m0 xc h8 ybe ff6 fs4 fc3 sc0 lsa ws41&quot;>В<span class=&quot;_&quot;> </span>результате<span class=&quot;_&quot;> </span>это<span class=&quot;_&quot;> </span>создает<span class=&quot;_&quot;> </span>электронную<span class=&quot;_&quot;> </span>платежную<span class=&quot;_&quot;> </span>систему,<span class=&quot;_&quot;> </span>которая<span class=&quot;_&quot;> </span>может<span class=&quot;_&quot;> </span>использоваться</div><div class=&quot;t m0 xc h8 ybf ff6 fs4 fc3 sc0 lsa ws2d&quot;>любымиработаетбезцентральнойточкиконтроля.</div><div class=&quot;t m0 x7 h6 yc0 ff5 fs3 fc6 sc0 lsa ws40&quot;>Статистикасетибиткоин</div><div class=&quot;t m0 x12 ha yc1 ff5 fs4 fc5 sc0 lsa ws32&quot;>Непрерывнаяработа:<span class=&quot;ff6 fc3 ws2d&quot;>Сетьбиткоинработаетнепрерывнос<span class=&quot;_ _2&quot;></span>моментавыпускав</span></div><div class=&quot;t m0 x13 h8 yc2 ff6 fs4 fc3 sc0 lsa ws2d&quot;>январе2009года</div><div class=&quot;t m0 x14 ha yc3 ff5 fs4 fc5 sc0 lsa ws32&quot;>Обработанотранзакцийв2023:<span class=&quot;ff6 fc3 ws2d&quot;>Более153миллионовт<span class=&quot;_ _2&quot;></span>ранзакций</span></div><div class=&quot;t m0 x15 ha yc4 ff5 fs4 fc5 sc0 lsa ws32&quot;>Общийобъемпереводовв2023:<span class=&quot;ff6 fc3 ws2d&quot;>$12,82триллиона</span></div><div class=&quot;t m0 x16 ha yc5 ff5 fs4 fc5 sc0 lsa ws32&quot;>Разработчики:<span class=&quot;ff6 fc3 ws2d&quot;>Более600человеквнесливкладвкодсмом<span class=&quot;_ _2&quot;></span>ентавыпуска</span></div><div class=&quot;t m0 xc h8 yc6 ff6 fs4 fc3 sc0 lsa ws5e&quot;>Это<span class=&quot;_&quot;> </span>стало<span class=&quot;_&quot;> </span>возможным<span class=&quot;_&quot;> </span>благодаря<span class=&quot;_&quot;> </span>тому,<span class=&quot;_&quot;> </span>что<span class=&quot;_&quot;> </span>программное<span class=&quot;_&quot;> </span>обеспечение<span class=&quot;_&quot;> </span>являе<span class=&quot;_ _2&quot;></span>тся<span class=&quot;_&quot;> </span>«открытым</div><div class=&quot;t m0 xc h8 y59 ff6 fs4 fc3 sc0 lsa ws42&quot;>исходным<span class=&quot;_&quot;> </span>кодом»,<span class=&quot;_&quot;> </span>что<span class=&quot;_&quot;> </span>означает,<span class=&quot;_&quot;> </span>что<span class=&quot;_&quot;> </span>любой<span class=&quot;_&quot;> </span>может<span class=&quot;_&quot;> </span>просмотреть<span class=&quot;_&quot;> </span>код<span class=&quot;_&quot;> </span>и<span class=&quot;_&quot;> </span>внести<span class=&quot;_&quot;> </span>вклад<span class=&quot;_ _2&quot;></span><span class=&quot;_&quot;> </span>в<span class=&quot;_&quot;> </span>его</div><div class=&quot;t m0 xc h8 y5a ff6 fs4 fc3 sc0 lsa ws2d&quot;>улучшение.</div><div class=&quot;t m0 x17 h6 yc7 ff5 fs3 fc6 sc0 lsa ws40&quot;>Дополнительныересурсы</div><div class=&quot;t m0 x18 ha yc8 ff5 fs4 fc5 sc0 lsa ws32&quot;>Официальнаяwhitepaper:<span class=&quot;ff6 fc3 ws2d&quot;>bitcoin.pdf</span></div><div class=&quot;t m0 x19 ha yc9 ff5 fs4 fc5 sc0 lsa ws32&quot;>Исходныйкод:<span class=&quot;ff6 fc3 ws2d&quot;>github.com/bitcoin/bitcoin/</span></div></div></div><div class=&quot;pi&quot; data-data=&#x27;{&quot;ctm&quot;:[1.000000,0.000000,0.000000,1.000000,0.000000,0.000000]}&#x27;></div></div> <div id=&quot;pfa&quot; class=&quot;pf w0 h0&quot; data-page-no=&quot;a&quot;><div class=&quot;pc pca w0 h0&quot;><img class=&quot;bi x0 y0 w1 h1&quot; alt=&quot;&quot; src=&quot;data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAABKcAAAaVCAIAAABhzzulAAAACXBIWXMAABYlAAAWJQFJUiTwAAAgAElEQVR42uzdvyuEcQDHcYfC4J4eZBPl8uNJ50quk+GyXDLYTQbL2SwysWAzWEwGoxhlYrL5I5RCkZKY6fEn3InyfPV6/Qmf6Xk/357vk0vTtAUAAIB/qtUEAAAAqg8AAADVBwAAgOoDAABA9QEAAKD6AAAAUH0AAACqDwAAANUHAACA6gMAAED1AQAAoPoAAABQfQAAAKg+AAAA1QcAAIDqAwAAQPUBAACg+gAAAFB9AAAAqD4AAABUHwAAgOoDAABA9QEAAKD6AAAAUH0AAACoPgAAAFQfAAAAqg8AAED1AQAAoPoAAABQfQAAAKg+AAAAVB8AAACqDwAAQPUBAACg+gAAAFB9AAAAqD4AAABUHwAAAKoPAAAA1QcAAKD6AAAAUH0AAACoPgAAAFQfAAAAqg8AAADVBwAAgOoDAABQfQAAAKg+AAAAVB8AAACqDwAAANUHAACA6gMAAED1AQAAqD4AAABUHwAAAKoPAAAA1QcAAIDqAwAAQPUBAACg+gAAAFQfAAAAqg8AAADVBwAAgOoDAABA9QEAAKD6AAAAVB8AAACqDwAAANUHAACA6gMAAED1AQAAoPoAAABQfQAAAKoPAAAA1QcAAIDqAwAAQPUBAACg+gAAAFB9AAAAqD4AAADVBwAAgOoDAABA9QEAAKD6AAAAUH0AAACoPgAAAFQfAACA6gMAAED1AQAAoPoAAABQfQAAAKg+AAAAVB8AAACqDwAAQPUBAACg+gAAAFB9AAAAqD4AAABUHwAAAKoPAABA9QEAAKD6AAAAUH0AAACoPgAAAFQfAAAAP9JugoyYXlg2AgAAIapVK7sbq3bILGd9AAAAqg8AAADVBwAAgOoDAABA9QEAAKD6AAAAUH0AAACqDwAAANUHAACA6gMAAED1AQAAoPoAAABQfQAAAKg+AAAA1QcAAIDqAwAAQPUBAACg+gAAAFB9AAAAqD4AAABUHwAAgOoDAABA9QEAAKD6AAAAUH0AAACoPgAAAFQfAAAAqg8AAED1AQAAoPoAAABQfQAAAKg+AAAAVB8AAACqDwAAQPUBAACg+gAAAFB9AAAAqD4AAABUHwAAAKoPAAAA1QcAAKD6AAAAUH0AAACoPgAAAFQfAAAAqg8AAADVBwAAgOoDAABQfQAAAKg+AAAAVB8AAACqDwAAANUHAACA6gMAAED1AQAAqD4AAABUHwAAAKoPAAAA1QcAAIDqAwAAMiWOuo2g+misVq0YAQCAEE2MDhtB9dHY5HjBCAAAhKiYeJRVfTRhdHjQCAAAhKi/r8cIqo/GRlQfAAABKpeS9rY2O6g+Guvq7Nher9sBAICw7GysGkH10az5uZlyKbEDAACh2F6vx1HeDqqPb/CmBACAUJRLyfzcjB1UH98TR/njg53eODIFAABZVqtW9rbW7BCEXJqmVsiaj8/P/cPjk7NLUwAAkDW9cbS5tjI7PWkK1cdP3dzeH52eX1xdmwIAgCwoDA1MFcdWlhZ9y6f6+GWvb+93D0+Pzy+mAADgTxSTQn9fjz80qD4AAAAyx20uAAAAqg8AAADVBwAAgOoDAABA9QEAAKD6AAAAUH0AAACqDwAAANUHAACA6gMAAED1AQAAoPoAAABQfQAAAKg+AAAA1QcAAIDqAwAAQPUBAACg+gAAAFB9AAAAqD4AAABUHwAAgOoDAABA9QEAAKD6AAAAUH0AAACoPgAAAFQfAAAAqg8AAED1AQAAoPoAAABQfQAAAKg+AAAAVB8AAACqDwAAQPUBAACg+gAAAFB9AAAAqD4AAABUHwAAAKoPAAAA1QcAAKD6AAAAUH0AAACoPgAAAFQfAAAAqg8AAADVBwAAgOoDAABQfQAAAKg+AAAAVB8AAACqDwAAANUHAACA6gMAAED1AQAAqD4AAABUHwAAAKoPAAAA1QcAAIDqAwAAQPUBAACg+gAAAFQfAAAAqg8AAADVBwAAgOoDAABA9QEAAKD6AAAAVB8AAACqDwAAANUHAACA6gMAAED1AQAAoPoAAABQfQAAAKoPAAAA1QcAAIDqAwAAQPUBAACg+gAAAFB9AAAAqD4AAADVBwAAgOoDAABA9QEAAKD6AAAAUH0AAACoPgAAAFQfAACA6gMAAED1AQAAoPoAAABQfQAAAKg+AAAAVB8AAACqDwAAQPUBAACg+gAAAFB9AAAAqD4AAABUHwAAAKoPAABA9QEAAKD6AAAAUH0AAACoPgAAAFQfAAAAqg8AAADVBwAAoPoAAABQfQAAAKg+AAAAVB8AAACqDwAAANUHAACA6gMAAFB9AAAAqD4AAABUHwAAAKoPAAAA1QcAAIDqAwAAQPUBAACoPgAAAFQfAAAAqg8AAADVBwAAgOoDAABA9QEAAKD6AAAAVB8AAACqDwAAANUHAACA6gMAAED1AQAAoPoAAABUHwAAAKoPAAAA1QcAAIDqAwAAQPUBAACg+gAAAFB9AAAAqg8AAADVBwAAgOoDAABA9QEAAKD6AAAAUH0AAACoPgAAANUHAACA6gMAAED1AQAAoPoAAABQfQAAAKg+AAAAVB8AAIDqAwAAQPUBAACg+gAAAFB9AAAAqD4AAABUHwAAgOoDAABA9QEAAKD6AAAAUH0AAACoPgAAAFQfAAAAqg8AAED1AQAAoPoAAABQfQAAAKg+AAAAVB8AAACqDwAAANUHAACg+gAAAFB9AAAAqD4AAABUHwAAAKoPAAAA1QcAAIDqAwAAUH0AAACoPgAAAFQfAAAAqg8AAADVBwAAgOoDAABA9QEAAKg+AAAAVB8AAACqDwAAANUHAACA6gMAAED1AQAAqD4AAABUHwAAAKoPAAAA1QcAAIDqAwAAQPUBAACg+gAAAFQfAAAAqg8AAADVBwAAgOoDAABA9QEAAKD6AAAAUH0AAACqDwAAANUHAACA6gMAAED1AQAAoPoAAABQfQAAAKg+AAAA1QcAAIDqAwAAQPUBAACg+gAAAFB9AAAAqD4AAABUHwAAgOoDAABA9QEAAKD6AAAAUH0AAACoPgAAAFQfAACA6gMAAED1AQAAoPoAAABQfQAAAKg+AAAAVB8AAACqDwAAQPUBAACg+gAAAFB9AAAAqD4AAABUHwAAAKoPAAAA1QcAAKD6AAAAUH0AAACoPgAAAFQfAAAAqg8AAADVBwAAgOoDAABQfQAAAKg+AAAAVB8AAACqDwAAANUHAACA6gMAAED1AQAAqD4AAABUHwAAAKoPAAAA1QcAAIDqAwAAQPUBAACoPgAAAFQfAAAAqg8AAADVBwAAgOoDAABA9QEAAKD6AAAAVB8AAACqDwAAANUHAACA6gMAAED1AQAAoPoAAABQfQAAAKoPAAAA1QcAAIDqAwAAQPUBAACg+gAAAFB9AAAAqD4AAADVBwAAgOoDAABA9QEAAKD6AAAAUH0AAACoPgAAANUHAACA6gMAAED1AQAAoPoAAABQfQAAAKg+AAAAVB8AAIDqAwAAQPUBAACg+gAAAFB9AAAAqD4AAABUHwAAAKoPAABA9QEAAKD6AAAAUH0AAACoPgAAAFQfAAAAqg8AAADVBwAAoPoAAABQfQAAAKg+AAAAVB8AAACqDwAAANUHAACA6gMAAFB9AAAAqD4AAABUHwAAAKoPAAAA1QcAAIDqAwAAUH0AAACoPgAAAFQfAAAAqg8AAADVBwAAgOoDAABA9QEAAKg+AAAAVB8AAACqDwAAANUHAACA6gMAAED1AQAAoPoAAABUHwAAAKoPAAAA1QcAAIDqAwAAQPUBAACg+gAAAFB9AAAAqg8AAADVBwAAgOoDAABA9QEAAKD6AAAAUH0AAACoPgAAANUHAACA6gMAAED1AQAAoPoAAABQfQAAAKg+AAAA1QcAAIDqAwAAQPUBAACg+gAAAFB9AAAAqD4AAABUHwAAgOoDAABA9QEAAKD6AAAAUH0AAACoPgAAAFQfAAAAqg8AAED1AQAAoPoAAABQfQAAAKg+AAAAVB8AAACqDwAAANUHAACg+gAAAFB9AAAAqD4AAABUHwAAAKoPAAAA1QcAAIDqAwAAUH0AAACoPgAAAFQfAAAAqg8AAADVBwAAgOoDAABQfQAAAKg+AAAAVB8AAACqDwAAANUHAACA6gMAAED1AQAAqD4AAABUHwAAAKoPAAAA1QcAAIDqAwAAQPUBAACg+gAAAFQfAAAAqg8AAADVBwAAgOoDAABA9QEAAKD6AAAAUH0AAACqDwAAANUHAACA6gMAAED1AQAAoPoAAABQfQAAAKoPAAAA1QcAAIDqAwAAQPUBAACg+gAAAFB9AAAAqD4AAADVBwAAgOoDAABA9QEAAKD6AAAAUH0AAACoPgAAAFQfAACA6gMAAED1AQAAoPoAAABQfQAAAKg+AAAAVB8AAACqDwAAQPUBAACg+gAAAFB9AAAAqD4AAABUHwAAAKoPAAAA1QcAAKD6AAAAUH0AAACoPgAAAFQfAAAAqg8AAADVBwAAoPoAAABQfQAAAKg+AAAAVB8AAACqDwAAANUHAACA6gMAAFB9AAAAqD4AAABUHwAAAKoPAAAA1QcAAIDqAwAAQPUBAACoPgAAAFQfAAAAqg8AAADVBwAAgOoDAABA9QEAAKD6AAAAVB8AAACqDwAAANUHAACA6gMAAED1AQAAoPoAAABQfQAAAKoPAAAA1QcAAIDqAwAAQPUBAACg+gAAAFB9AAAAqg8AAADVBwAAgOoDAABA9QEAAKD6AAAAUH0AAACoPgAAANUHAACA6gMAAED1AQAAoPoAAABQfQAAAKg+AAAAVB8AAIDqAwAAQPUBAACg+gAAAFB9AAAAqD4AAABUHwAAAKoPAABA9QEAAKD6AAAAUH0AAACoPgAAAFQfAAAAqg8AAADVBwAAoPoAAABQfQAAAKg+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</div> </body> "></iframe> </figure> helgablue:MetaMask2025-07-24T20:02:11.060Z2025-07-24T20:02:11.060Z

<img src="https://img1.teletype.in/files/00/90/00905785-2c15-400a-8b37-610c4a163712.png">

<figure id="GvNJ" class="m_original"> <img src="https://img1.teletype.in/files/00/90/00905785-2c15-400a-8b37-610c4a163712.png" width="1654" /> </figure> <figure id="KXrf" class="m_original"> <img src="https://img2.teletype.in/files/d5/fd/d5fd3c79-bc2a-439b-845e-161dd8079317.png" width="1654" /> </figure> <figure id="A43K" class="m_original"> <img src="https://img4.teletype.in/files/73/8b/738b5ccd-f86a-42ad-970b-88342a77decc.png" width="1654" /> </figure> <figure id="5gzJ" class="m_original"> <img src="https://img4.teletype.in/files/f6/26/f626f7ff-5d4a-4f92-8c6d-4fd5ae1c85cb.png" width="1654" /> </figure> <figure id="4lja" class="m_original"> <img src="https://img4.teletype.in/files/32/d3/32d38c4c-e44f-406c-bb92-0e65d8f4d46e.png" width="1654" /> </figure> helgablue:W_qdCjX1NQU2025-07-23T20:13:06.165Z2025-07-23T20:13:06.165Z

<img src="https://img2.teletype.in/files/d6/a1/d6a12d43-d2a9-49f8-b4fb-da88c3abbc0d.png">Понятное объяснение для детей (и взрослых) про блокчейн, Биткоин, Эфириум и как устроена криптовалюта — без сложных терминов.

<figure id="d0DB" class="m_original"> <img src="https://img2.teletype.in/files/d6/a1/d6a12d43-d2a9-49f8-b4fb-da88c3abbc0d.png" width="3336" /> </figure> <p id="a91z">Понятное объяснение для детей (и взрослых) про блокчейн, Биткоин, Эфириум и как устроена криптовалюта — без сложных терминов.</p> <p id="iW31">🌈 Что внутри:<br /> — как работает крипта (через игру и аналогии)<br /> — как создать свою &quot;домашнюю валюту&quot; — например, «Конфеткоин»<br /> — зачем нужен блокчейн (в виде тетради!)<br /> — как быть в безопасности в интернете</p> <p id="w0he">📌 Можно распечатать, показать ребёнку, использовать как обучающую игру всей семьёй.</p> helgablue:wave2025-05-27T08:38:33.552Z2025-05-27T08:38:33.552Z

Если честно — никто не рассказывает, как это работает на самом деле. Так что вот тебе честный ироничный гайд от человека, который всё это проходил:

<p id="rWYV">Если честно — никто не рассказывает, как это работает на самом деле. Так что вот тебе честный ироничный гайд от человека, который всё это проходил:</p> <hr /> <h3 id="V4ak">1. <strong>Зайти в крипту по знакомству</strong></h3> <p id="SKCV">Друг скинул ссылку, ты зашел в Дискорд, сначала просто понаблюдал… потом что-то написал, потом тебя заметили. Всё — ты в игре.</p> <hr /> <h3 id="9q6R">2. <strong>Первая &quot;ВАУ-прибыль&quot; обязательно случится</strong></h3> <p id="5XMr">Ты либо случайно окажешься в нужном проекте на ранней стадии,<br /> либо просто будешь активничать и в какой-то момент “повезёт”.</p> <p id="igas">💡 <strong>Совет:</strong> когда случается профит — <strong>не сливай всё сразу!</strong><br /> <strong>30% отложи в стейк.</strong> Это твой будущий психологический антидепрессант.</p> <hr /> <h3 id="Ba13">3. <strong>Забудь про эту прибыль. И двигайся дальше.</strong></h3> <p id="uwGD">Начинай другие проекты. Скорее всего:</p> <ul id="93tj"> <li id="FTc7">Тебя кинут пару раз.</li> <li id="nquE">Один проект скамнется.</li> <li id="d2u8">В третьем объявят, что ты &quot;токсик&quot;.</li> </ul> <p id="LJNS">Но тот <strong>стейк 30%</strong> всё ещё лежит. И он тебя греет 🫠</p> <hr /> <h3 id="BbYz">4. <strong>Закон крипты: токен растет, когда ты на него забил</strong></h3> <p id="TSrc">Не веришь? Проверь.<br /> Пока ты страдаешь с новыми проектами — старые почему-то &quot;пампятся&quot;.</p> <p id="eU3c">Иногда выводи <strong>2% на эксперименты</strong>, свапы и новые движухи. Но основное не трогай.</p> <hr /> <h3 id="iYit">5. <strong>Проекты всё равно наградят (когда-нибудь)</strong></h3> <p id="dXcZ">Если ты в крипте достаточно долго — однажды упадёт <strong>ретродроп</strong>.<br /> Просто за то, что ты был. Не факт, но часто случается.</p> <hr /> <h3 id="PDVt">6. <strong>Тем временем…</strong></h3> <ul id="Sc1K"> <li id="Agum">Учишь разговорный английский.</li> <li id="hb5s">Изучаешь психологию трейдинга.</li> <li id="LL2A">Наблюдаешь. Молча.</li> <li id="sIH2">Повторяешь скучные действия снова и снова.</li> </ul> <hr /> <h3 id="5nCg">Вывод:</h3> <p id="Uiim">Хочешь быть китом? Забудь про хайп.<br /> <strong>Делай скучные, однообразные, разумные действия на фоне паники.</strong></p> <p id="XhfR">И помни: <strong>крипта награждает тех, кто не сдался.</strong></p> helgablue:DAO2025-05-12T19:27:55.711Z2025-05-12T19:27:55.711Z

DAO и децентрализация звучат красиво. Но когда всё решается кулуарно, через лички, без прозрачности — это не децентрализация. Это просто ещё одна система контроля, только под другим флагом.

<section style="background-color:hsl(hsl(24, 24%, var(--autocolor-background-lightness, 95%)), 85%, 85%);"> <p id="ACPv">DAO и децентрализация звучат красиво. Но когда всё решается кулуарно, через лички, без прозрачности — это <strong>не децентрализация</strong>. Это просто ещё одна система контроля, только под другим флагом.</p> </section> <figure id="uCED" class="m_column"> <iframe srcdoc="<!DOCTYPE html> <html lang=&quot;ru&quot;> <head> <meta charset=&quot;UTF-8&quot;> <meta name=&quot;viewport&quot; content=&quot;width=device-width, initial-scale=1.0&quot;> <title>Психологические типажи в криптосообществах</title> <style> body { font-family: &#x27;Segoe UI&#x27;, sans-serif; background: #f3f3f8; color: #1a1a1a; line-height: 1.6; padding: 2rem; } .crypto-psychotypes { max-width: 960px; margin: 0 auto; padding: 2rem; background: #fff; border-radius: 12px; box-shadow: 0 4px 14px rgba(0, 0, 0, 0.08); } h2 { font-size: 1.8rem; color: #d6336c; margin-bottom: 1rem; } p { margin-bottom: 1rem; } table { width: 100%; border-collapse: collapse; margin-top: 2rem; } th, td { border: 1px solid #ccc; padding: 1rem; text-align: left; vertical-align: top; } th { background-color: #ffecec; color: #222; font-weight: 600; } tr:nth-child(even) { background-color: #fdf6f6; } td strong { color: #b91d47; } </style> </head> <body> <div class=&quot;crypto-psychotypes&quot;> <h2>🧠 Психологические типажи в криптосообществах и что мне это стоило</h2> <p> Когда ты входишь в DAO или криптосообщество, кажется, что это просто: активничай, приноси пользу, и тебя заметят. Но если бы мне кто-то заранее показал портреты тех, кто реально управляет процессами изнутри, я бы, возможно, избежала выгорания, унижений и панических атак. Теперь я делаю это для других. </p> <table> <thead> <tr> <th>🎭 Роль</th> <th>🧩 Кто это?</th> <th>⚠️ Поведение и опасности</th> </tr> </thead> <tbody> <tr> <td><strong>Модератор-молчун</strong></td> <td>Вежлив, дружелюбен до первого неудобного вопроса</td> <td>В критический момент пропадает, игнорирует тревожные сигналы</td> </tr> <tr> <td><strong>Активист-невидимка</strong></td> <td>Делает больше всех, но никто не замечает</td> <td>Перегорает, чувствует вину, уходит в тишину</td> </tr> <tr> <td><strong>Циничный исполнитель</strong></td> <td>Работает чётко, но без души</td> <td>Эмоционально отстранён, гасит чужую инициативу</td> </tr> <tr> <td><strong>&quot;Слишком эмоциональный&quot;</strong></td> <td>Говорит о чувствах, просит справедливости</td> <td>Объявляется токсичным, становится &quot;неудобным&quot;</td> </tr> <tr> <td><strong>Серый наблюдатель</strong></td> <td>Почти ничего не делает, но получает плюшки</td> <td>Молчит, не мешает, потом внезапно награждён</td> </tr> <tr> <td><strong>Тролль-провокатор</strong></td> <td>Пускает яд, иногда по заказу</td> <td>Манипулирует коммьюнити, раскачивает лодку</td> </tr> <tr> <td><strong>Разведчик</strong></td> <td>Лезет в личку &quot;прощупать обстановку&quot;</td> <td>Стучит наверх, собирает компромат</td> </tr> <tr> <td><strong>Переобувщик</strong></td> <td>Сегодня с тобой, завтра — против</td> <td>Ловит волну, ищет, где выгоднее</td> </tr> <tr> <td><strong>Псевдопсихотерапевт</strong></td> <td>Слушает, но не из эмпатии — из интереса</td> <td>Использует доверие, манипулирует мягко</td> </tr> <tr> <td><strong>Газлайтер</strong></td> <td>Сначала &quot;друг&quot;, потом говорит, что ты всё выдумал</td> <td>Переворачивает ситуацию, выставляет виноватым</td> </tr> <tr> <td><strong>Мастер повествования</strong></td> <td>&quot;Свой парень&quot;, который знает, как управлять толпой</td> <td>Создаёт нужное настроение, гасит огонь, но по сценарию</td> </tr> </tbody> </table> </div> </body> "></iframe> </figure> helgablue:guide2025-05-11T17:27:00.264Z2025-05-11T17:27:00.264Z

Подробнее здесь

<figure id="DRoW" class="m_column"> <iframe srcdoc="<!DOCTYPE html> <html lang=&quot;ru&quot;> <head> <meta charset=&quot;UTF-8&quot;> <meta name=&quot;viewport&quot; content=&quot;width=device-width, initial-scale=1.0&quot;> <title>Элитное руководство по криптовалютам | Полное издание</title> <link rel=&quot;stylesheet&quot; href=&quot;https://cdnjs.cloudflare.com/ajax/libs/font-awesome/6.4.0/css/all.min.css&quot;> <style> @import url(&#x27;https://fonts.googleapis.com/css2?family=Playfair+Display:wght@400;500;700;900&family=Roboto:wght@300;400;500;700&display=swap&#x27;); :root { --dark-blue: #0a0a1a; --deep-blue: #121233; --royal-blue: #2a3a78; --gold: #d4af37; --light-gold: #f4e5c2; --platinum: #e6e6e6; --gradient-gold: linear-gradient(135deg, #d4af37 0%, #f4e5c2 100%); --gradient-blue: linear-gradient(160deg, #0f1a31 0%, #1d2b50 100%); --red: #e74c3c; --green: #2ecc71; --text-color: #e6e6e6; --text-secondary: #b3b3b3; } * { margin: 0; padding: 0; box-sizing: border-box; } body { font-family: &#x27;Roboto&#x27;, sans-serif; background-color: var(--dark-blue); color: var(--text-color); line-height: 1.8; overflow-x: hidden; font-weight: 400; } h1, h2, h3, h4, h5, h6 { font-family: &#x27;Playfair Display&#x27;, serif; font-weight: 700; color: var(--light-gold); } /* Бархатный фон с узорами */ .luxury-background { position: fixed; top: 0; left: 0; width: 100%; height: 100%; background: radial-gradient(circle at 20% 30%, rgba(26, 31, 75, 0.8) 0%, transparent 40%), radial-gradient(circle at 80% 70%, rgba(42, 58, 120, 0.6) 0%, transparent 40%), var(--dark-blue); z-index: -2; overflow: hidden; } .luxury-background::before { content: &quot;&quot;; position: absolute; top: 0; left: 0; width: 100%; height: 100%; background: url(&#x27;data:image/svg+xml;utf8,<svg xmlns=&quot;http://www.w3.org/2000/svg&quot; width=&quot;200&quot; height=&quot;200&quot; viewBox=&quot;0 0 200 200&quot;><path fill=&quot;%231a1f4b&quot; d=&quot;M50 0h50v50H50zM0 50h50v50H0zM100 50h50v50h-50zM50 100h50v50H50zM100 150h50v50h-50zM150 100h50v50h-50z&quot; opacity=&quot;0.1&quot;/></svg>&#x27;); opacity: 0.1; z-index: -1; } /* Мерцающие частицы золота */ .gold-particles { position: fixed; top: 0; left: 0; width: 100%; height: 100%; pointer-events: none; z-index: -1; } .particle { position: absolute; background: var(--gold); border-radius: 50%; opacity: 0; animation: shimmer 5s infinite; } @keyframes shimmer { 0% { opacity: 0; transform: translateY(0); } 50% { opacity: 0.6; } 100% { opacity: 0; transform: translateY(-100px); } } /* Шапка с донатом */ .donation-header { background: rgba(10, 14, 35, 0.9); backdrop-filter: blur(10px); padding: 15px 30px; display: flex; justify-content: space-between; align-items: center; position: fixed; top: 0; left: 0; width: 100%; z-index: 1000; border-bottom: 1px solid rgba(212, 175, 55, 0.2); box-shadow: 0 5px 30px rgba(0, 0, 0, 0.5); } .logo { font-family: &#x27;Playfair Display&#x27;, serif; font-weight: 700; font-size: 24px; color: var(--gold); display: flex; align-items: center; } .logo i { margin-right: 10px; font-size: 28px; } .donate-btn { background: var(--gradient-gold); color: var(--dark-blue); border: none; padding: 12px 25px; font-family: &#x27;Roboto&#x27;, sans-serif; font-weight: 600; font-size: 16px; border-radius: 30px; cursor: pointer; transition: all 0.3s ease; box-shadow: 0 4px 15px rgba(212, 175, 55, 0.4); display: flex; align-items: center; } .donate-btn:hover { transform: translateY(-2px); box-shadow: 0 6px 20px rgba(212, 175, 55, 0.6); } .donate-btn i { margin-left: 8px; } /* Основной контейнер книги */ .luxury-book { max-width: 1200px; margin: 100px auto 50px; padding: 0 20px; position: relative; } /* Обложка */ .book-cover { background: var(--gradient-blue); border-radius: 10px; padding: 60px 40px; text-align: center; margin-bottom: 50px; position: relative; overflow: hidden; box-shadow: 0 20px 50px rgba(0, 0, 0, 0.5); border: 1px solid rgba(212, 175, 55, 0.3); } .book-cover::before { content: &quot;&quot;; position: absolute; top: -50%; left: -50%; width: 200%; height: 200%; background: radial-gradient(circle, rgba(212, 175, 55, 0.1) 0%, transparent 70%); animation: rotate 60s linear infinite; z-index: 0; } @keyframes rotate { 0% { transform: rotate(0deg); } 100% { transform: rotate(360deg); } } .book-cover-content { position: relative; z-index: 1; } .cover-title { font-family: &#x27;Playfair Display&#x27;, serif; font-size: 58px; font-weight: 900; color: var(--light-gold); margin: 40px 0 20px; text-shadow: 0 5px 15px rgba(0, 0, 0, 0.5); letter-spacing: 1px; line-height: 1.2; } .cover-subtitle { font-family: &#x27;Playfair Display&#x27;, serif; font-size: 22px; color: var(--light-gold); margin-bottom: 36px; letter-spacing: 1px; font-weight: 500; line-height: 1.4; } .cover-line { width: 150px; height: 2px; background: var(--gradient-gold); margin: 30px auto; border-radius: 2px; } .institution { font-size: 14px; color: var(--light-gold); letter-spacing: 3px; margin-top: 60px; text-transform: uppercase; font-family: &#x27;Roboto&#x27;, sans-serif; font-weight: 300; } /* Оглавление */ .table-of-contents { background: rgba(26, 31, 75, 0.7); backdrop-filter: blur(10px); border-radius: 10px; padding: 30px; margin-bottom: 50px; border: 1px solid rgba(212, 175, 55, 0.2); box-shadow: 0 10px 30px rgba(0, 0, 0, 0.3); } .toc-title { font-family: &#x27;Playfair Display&#x27;, serif; font-size: 25px; color: var(--gold); margin-bottom: 30px; position: relative; display: inline-block; } .toc-title::after { content: &quot;&quot;; position: absolute; bottom: -10px; left: 0; width: 100%; height: 2px; background: var(--gradient-gold); } .toc-grid { display: grid; grid-template-columns: repeat(auto-fill, minmax(300px, 1fr)); gap: 20px; } .toc-item { background: rgba(42, 58, 120, 0.3); border-radius: 8px; padding: 20px; transition: all 0.3s ease; border-left: 3px solid var(--gold); cursor: pointer; } .toc-item:hover { background: rgba(42, 58, 120, 0.6); transform: translateY(-5px); box-shadow: 0 10px 20px rgba(0, 0, 0, 0.2); } .toc-item-number { font-family: &#x27;Playfair Display&#x27;, serif; font-size: 24px; font-weight: 700; color: var(--gold); margin-bottom: 10px; } .toc-item-title { font-family: &#x27;Playfair Display&#x27;, serif; font-size: 20px; font-weight: 500; color: var(--platinum); margin-bottom: 10px; line-height: 1.3; } .toc-item-description { font-size: 14px; color: var(--text-secondary); line-height: 1.6; } /* Контент глав */ .chapter { background: rgba(26, 31, 75, 0.7); backdrop-filter: blur(10px); border-radius: 10px; padding: 40px; margin-bottom: 50px; border: 1px solid rgba(212, 175, 55, 0.2); box-shadow: 0 10px 30px rgba(0, 0, 0, 0.3); transition: all 0.5s ease; opacity: 0; transform: translateY(30px); } .chapter.visible { opacity: 1; transform: translateY(0); } .chapter-title { font-family: &#x27;Playfair Display&#x27;, serif; font-size: 32px; color: var(--gold); margin-bottom: 30px; position: relative; padding-bottom: 15px; line-height: 1.3; } .chapter-title::after { content: &quot;&quot;; position: absolute; bottom: 0; left: 0; width: 100px; height: 3px; background: var(--gradient-gold); border-radius: 3px; } .chapter-subtitle { font-family: &#x27;Playfair Display&#x27;, serif; font-size: 22px; color: var(--light-gold); margin: 30px 0 20px; line-height: 1.4; } .chapter-content { font-size: 17px; line-height: 1.8; color: var(--text-color); } .chapter-content p { margin-bottom: 20px; } /* Специальные блоки */ .highlight-box { background: rgba(212, 175, 55, 0.1); border-left: 4px solid var(--gold); padding: 25px; margin: 30px 0; border-radius: 0 8px 8px 0; position: relative; overflow: hidden; } .highlight-box::before { content: &quot;&quot;; position: absolute; top: 0; left: 0; width: 100%; height: 100%; background: linear-gradient(135deg, rgba(212, 175, 55, 0.05) 0%, transparent 100%); z-index: 0; } .highlight-box-content { position: relative; z-index: 1; } .highlight-title { font-family: &#x27;Playfair Display&#x27;, serif; font-size: 18px; color: var(--gold); margin-bottom: 15px; display: flex; align-items: center; } .highlight-title i { margin-right: 10px; font-size: 18px; } .warning-box { background: rgba(120, 30, 40, 0.2); border-left: 4px solid var(--red); padding: 25px; margin: 30px 0; border-radius: 0 8px 8px 0; } .warning-title { font-family: &#x27;Playfair Display&#x27;, serif; font-size: 18px; color: var(--red); margin-bottom: 15px; display: flex; align-items: center; } .warning-title i { margin-right: 10px; font-size: 18px; } .success-box { background: rgba(30, 120, 60, 0.2); border-left: 4px solid var(--green); padding: 25px; margin: 30px 0; border-radius: 0 8px 8px 0; } .success-title { font-family: &#x27;Playfair Display&#x27;, serif; font-size: 18px; color: var(--green); margin-bottom: 15px; display: flex; align-items: center; } .success-title i { margin-right: 10px; font-size: 15px; } /* Таблицы */ .luxury-table { width: 100%; border-collapse: collapse; margin: 20px 0; background: rgba(42, 58, 120, 0.3); border-radius: 6px; overflow: hidden; box-shadow: 0 5px 15px rgba(0, 0, 0, 0.2); } .luxury-table th { background: linear-gradient(90deg, #1d2b50 0%, #3a5fc8 100%); color: white; padding: 15px; text-align: left; font-weight: 500; font-family: &#x27;Roboto&#x27;, sans-serif; } .luxury-table td { padding: 15px; border-bottom: 1px solid rgba(90, 120, 255, 0.1); transition: all 0.3s ease; color: var(--text-color); font-size: 14px; } .luxury-table tr:not(:last-child) td { border-bottom: 1px solid rgba(90, 120, 255, 0.1); } .luxury-table tr:hover td { background: rgba(90, 120, 255, 0.1); } .luxury-table tr:last-child td { border-bottom: none; } /* Прогресс бар чтения */ .reading-progress { position: fixed; top: 70px; left: 0; width: 100%; height: 4px; background: rgba(42, 58, 120, 0.5); z-index: 999; } .progress-bar { height: 100%; background: var(--gradient-gold); width: 0%; transition: width 0.3s ease; } /* Подвал */ .footer { text-align: center; padding: 40px 0; font-size: 14px; color: var(--text-secondary); margin-top: 50px; border-top: 1px solid rgba(212, 175, 55, 0.2); } /* Анимации */ @keyframes float { 0%, 100% { transform: translateY(0); } 50% { transform: translateY(-10px); } } .floating { animation: float 6s ease-in-out infinite; } /* Списки */ ul, ol { margin-bottom: 20px; padding-left: 25px; } li { margin-bottom: 8px; line-height: 1.6; } /* Адаптивность */ @media (max-width: 768px) { .cover-title { font-size: 42px; margin: 30px 0 15px; } .cover-subtitle { font-size: 18px; margin-bottom: 30px; } .toc-grid { grid-template-columns: 1fr; } .chapter { padding: 30px 20px; } .donation-header { padding: 10px 15px; } .logo { font-size: 18px; } .donate-btn { padding: 8px 15px; font-size: 14px; } .chapter-title { font-size: 28px; } .chapter-subtitle { font-size: 20px; } } @media (max-width: 480px) { .cover-title { font-size: 36px; } .cover-subtitle { font-size: 16px; } .chapter-title { font-size: 24px; } .chapter-subtitle { font-size: 18px; } .luxury-table { font-size: 14px; } .luxury-table th, .luxury-table td { padding: 10px 8px; } } </style> </head> <body> <!-- Бархатный фон с анимациями --> <div class=&quot;luxury-background&quot;></div> <div class=&quot;gold-particles&quot; id=&quot;goldParticles&quot;></div> <!-- Шапка с донатом --> <div class=&quot;donation-header&quot;> <div class=&quot;logo&quot;> <i class=&quot;fas fa-coins&quot;></i> <span>CryptoElite</span> </div> <button class=&quot;donate-btn&quot; onclick=&quot;window.open(&#x27;https://www.tbank.ru/cf/4iUXpEmzrQs&#x27;, &#x27;_blank&#x27;)&quot;> Поддержать проект <i class=&quot;fas fa-gem&quot;></i> </button> </div> <!-- Прогресс бар чтения --> <div class=&quot;reading-progress&quot;> <div class=&quot;progress-bar&quot; id=&quot;progressBar&quot;></div> </div> <!-- Основной контент книги --> <div class=&quot;luxury-book&quot;> <!-- Обложка --> <div class=&quot;book-cover&quot;> <div class=&quot;book-cover-content&quot;> <div class=&quot;institution&quot;>ЭКСКЛЮЗИВНОЕ ИЗДАНИЕ</div> <div class=&quot;cover-line&quot;></div> <h1 class=&quot;cover-title floating&quot;>КРИПТО<br>ВАЛЮТА</h1> <div class=&quot;cover-subtitle&quot;>Полное руководство для инвесторов и трейдеров</div> <div class=&quot;cover-line&quot;></div> <div class=&quot;institution&quot;>ПРЕМИАЛЬНОЕ ИЗДАНИЕ</div> </div> </div> <!-- Оглавление --> <div class=&quot;table-of-contents&quot;> <h2 class=&quot;toc-title&quot;>Содержание</h2> <div class=&quot;toc-grid&quot;> <div class=&quot;toc-item&quot; onclick=&quot;scrollToChapter(&#x27;chapter1&#x27;)&quot;> <div class=&quot;toc-item-number&quot;>01</div> <h3 class=&quot;toc-item-title&quot;>Основы криптовалюты</h3> <p class=&quot;toc-item-description&quot;>Что такое блокчейн и как работают цифровые активы</p> </div> <div class=&quot;toc-item&quot; onclick=&quot;scrollToChapter(&#x27;chapter2&#x27;)&quot;> <div class=&quot;toc-item-number&quot;>02</div> <h3 class=&quot;toc-item-title&quot;>Типы криптовалют</h3> <p class=&quot;toc-item-description&quot;>От Bitcoin до мемкойнов: классификация активов</p> </div> <div class=&quot;toc-item&quot; onclick=&quot;scrollToChapter(&#x27;chapter3&#x27;)&quot;> <div class=&quot;toc-item-number&quot;>03</div> <h3 class=&quot;toc-item-title&quot;>Кошельки и безопасность</h3> <p class=&quot;toc-item-description&quot;>Как хранить криптовалюту и защитить активы</p> </div> <div class=&quot;toc-item&quot; onclick=&quot;scrollToChapter(&#x27;chapter4&#x27;)&quot;> <div class=&quot;toc-item-number&quot;>04</div> <h3 class=&quot;toc-item-title&quot;>Покупка криптовалюты</h3> <p class=&quot;toc-item-description&quot;>Биржи, P2P и другие способы приобретения</p> </div> <div class=&quot;toc-item&quot; onclick=&quot;scrollToChapter(&#x27;chapter5&#x27;)&quot;> <div class=&quot;toc-item-number&quot;>05</div> <h3 class=&quot;toc-item-title&quot;>Использование криптовалюты</h3> <p class=&quot;toc-item-description&quot;>Переводы, платежи и практическое применение</p> </div> <div class=&quot;toc-item&quot; onclick=&quot;scrollToChapter(&#x27;chapter6&#x27;)&quot;> <div class=&quot;toc-item-number&quot;>06</div> <h3 class=&quot;toc-item-title&quot;>DeFi и заработок</h3> <p class=&quot;toc-item-description&quot;>Децентрализованные финансы и пассивный доход</p> </div> <div class=&quot;toc-item&quot; onclick=&quot;scrollToChapter(&#x27;chapter7&#x27;)&quot;> <div class=&quot;toc-item-number&quot;>07</div> <h3 class=&quot;toc-item-title&quot;>NFT и цифровые активы</h3> <p class=&quot;toc-item-description&quot;>Незаменяемые токены и их применение</p> </div> <div class=&quot;toc-item&quot; onclick=&quot;scrollToChapter(&#x27;chapter8&#x27;)&quot;> <div class=&quot;toc-item-number&quot;>08</div> <h3 class=&quot;toc-item-title&quot;>Стейкинг и майнинг</h3> <p class=&quot;toc-item-description&quot;>Как зарабатывать на поддержании блокчейнов</p> </div> <div class=&quot;toc-item&quot; onclick=&quot;scrollToChapter(&#x27;chapter9&#x27;)&quot;> <div class=&quot;toc-item-number&quot;>09</div> <h3 class=&quot;toc-item-title&quot;>Безопасность и риски</h3> <p class=&quot;toc-item-description&quot;>Защита от мошенников и хакеров</p> </div> <div class=&quot;toc-item&quot; onclick=&quot;scrollToChapter(&#x27;chapter10&#x27;)&quot;> <div class=&quot;toc-item-number&quot;>10</div> <h3 class=&quot;toc-item-title&quot;>Анализ рынка</h3> <p class=&quot;toc-item-description&quot;>Фундаментальный и технический анализ</p> </div> <div class=&quot;toc-item&quot; onclick=&quot;scrollToChapter(&#x27;chapter11&#x27;)&quot;> <div class=&quot;toc-item-number&quot;>11</div> <h3 class=&quot;toc-item-title&quot;>Web3 и будущее</h3> <p class=&quot;toc-item-description&quot;>Децентрализованный интернет и метавселенные</p> </div> <div class=&quot;toc-item&quot; onclick=&quot;scrollToChapter(&#x27;chapter12&#x27;)&quot;> <div class=&quot;toc-item-number&quot;>12</div> <h3 class=&quot;toc-item-title&quot;>Стратегия для новичка</h3> <p class=&quot;toc-item-description&quot;>Пошаговый план на первые 30 дней</p> </div> </div> </div> <!-- Глава 1 --> <div class=&quot;chapter&quot; id=&quot;chapter1&quot;> <h2 class=&quot;chapter-title&quot;>Глава 1. Основы криптовалюты</h2> <div class=&quot;chapter-content&quot;> <p>Криптовалюта представляет собой революционную форму цифровых активов, основанную на передовых криптографических технологиях и децентрализованных сетях. В отличие от традиционных финансовых систем, криптовалюты не требуют доверия к централизованным институтам.</p> <div class=&quot;highlight-box&quot;> <div class=&quot;highlight-box-content&quot;> <h3 class=&quot;highlight-title&quot;><i class=&quot;fas fa-star&quot;></i> Ключевые принципы криптовалют</h3> <p><strong>Децентрализация:</strong> Отсутствие единого контролирующего органа делает систему устойчивой к цензуре и внешнему вмешательству.</p> <p><strong>Прозрачность:</strong> Все транзакции записываются в публичный реестр (блокчейн), доступный для проверки любым участником сети.</p> <p><strong>Неизменность:</strong> После подтверждения транзакции её невозможно отменить или подделать благодаря криптографическим алгоритмам.</p> </div> </div> <h3 class=&quot;chapter-subtitle&quot;>Как работает блокчейн</h3> <p>Блокчейн — это цепочка блоков, каждый из которых содержит информацию о транзакциях. Новые блоки добавляются в цепочку через процесс консенсуса (Proof of Work, Proof of Stake), что обеспечивает безопасность сети без необходимости в доверенном посреднике.</p> <table class=&quot;luxury-table&quot;> <tr> <th style=&quot;white-space: nowrap&quot;>Криптовалюта</th> <th>Год создания</th> <th>Особенности</th> <th>Рыночная капитализация</th> </tr> <tr> <td>Bitcoin (BTC)</td> <td>2009</td> <td>Первая криптовалюта, цифровое золото</td> <td>$800 млрд</td> </tr> <tr> <td>Ethereum (ETH)</td> <td>2015</td> <td>Платформа для смарт-контрактов</td> <td>$300 млрд</td> </tr> <tr> <td>Binance Coin (BNB)</td> <td>2017</td> <td>Утилитарный токен биржи Binance</td> <td>$50 млрд</td> </tr> </table> <div class=&quot;warning-box&quot;> <h3 class=&quot;warning-title&quot;><i class=&quot;fas fa-exclamation-triangle&quot;></i> Важно понимать</h3> <p>Криптовалюты — это высокорисковые активы. Их стоимость может сильно колебаться, и вы можете потерять все вложенные средства. Никогда не инвестируйте больше, чем можете позволить себе потерять.</p> </div> </div> </div> <!-- Глава 2 --> <div class=&quot;chapter&quot; id=&quot;chapter2&quot;> <h2 class=&quot;chapter-title&quot;>Глава 2. Типы криптовалют</h2> <div class=&quot;chapter-content&quot;> <p>Современный крипторынок предлагает огромное разнообразие цифровых активов, каждый из которых имеет уникальные характеристики и назначение.</p> <h3 class=&quot;chapter-subtitle&quot;>Основные категории</h3> <div class=&quot;highlight-box&quot;> <div class=&quot;highlight-box-content&quot;> <h3 class=&quot;highlight-title&quot;><i class=&quot;fas fa-coins&quot;></i> Bitcoin (BTC)</h3> <p>Первая и самая капитализированная криптовалюта, созданная Сатоши Накамото. Используется как цифровое золото и средство сбережения. Основные особенности:</p> <ul> <li>Ограниченная эмиссия (21 млн BTC)</li> <li>Алгоритм консенсуса Proof-of-Work</li> <li>Высокая степень децентрализации</li> <li>Основная функция — средство обмена и накопления</li> </ul> </div> </div> <div class=&quot;highlight-box&quot;> <div class=&quot;highlight-box-content&quot;> <h3 class=&quot;highlight-title&quot;><i class=&quot;fas fa-project-diagram&quot;></i> Смарт-контракт платформы</h3> <p>Ethereum, Solana, Cardano и другие платформы позволяют создавать децентрализованные приложения (DApps) и смарт-контракты. Их ключевые особенности:</p> <ul> <li>Программируемая функциональность</li> <li>Поддержка токенов стандартов (ERC-20, BEP-20 и др.)</li> <li>Возможность создания децентрализованных приложений</li> <li>Разные алгоритмы консенсуса (PoS, PoH и др.)</li> </ul> </div> </div> <div class=&quot;highlight-box&quot;> <div class=&quot;highlight-box-content&quot;> <h3 class=&quot;highlight-title&quot;><i class=&quot;fas fa-dollar-sign&quot;></i> Стейблкоины</h3> <p>Криптовалюты, привязанные к стоимости фиатных валют или других активов. Основные типы:</p> <table class=&quot;luxury-table&quot;> <tr> <th>Тип</th> <th>Примеры</th> <th>Обеспечение</th> </tr> <tr> <td>Фиатные</td> <td>USDT, USDC</td> <td>Доллары на банковских счетах</td> </tr> <tr> <td>Криптовалютные</td> <td>DAI</td> <td>Избыточное обеспечение криптоактивами</td> </tr> <tr> <td>Алгоритмические</td> <td>UST (бывший)</td> <td>Алгоритмическая балансировка</td> </tr> </table> </div> </div> <div class=&quot;warning-box&quot;> <h3 class=&quot;warning-title&quot;><i class=&quot;fas fa-exclamation-triangle&quot;></i> Риски инвестиций</h3> <p>Крипторынок отличается высокой волатильностью. Диверсифицируйте портфель и инвестируйте только те средства, которые можете позволить себе потерять. Особенно осторожно относитесь к:</p> <ul> <li>Мемкойнам (DOGE, SHIB и подобным)</li> <li>Проектам без рабочего продукта</li> <li>Алгоритмическим стейблкоинам</li> <li>Проектам с анонимными командами</li> </ul> </div> </div> </div> <!-- Глава 3 --> <div class=&quot;chapter&quot; id=&quot;chapter3&quot;> <h2 class=&quot;chapter-title&quot;>Глава 3. Кошельки и безопасность</h2> <div class=&quot;chapter-content&quot;> <p>Правильное хранение криптовалюты — основа безопасности ваших активов. В этой главе мы рассмотрим все типы кошельков и лучшие практики защиты.</p> <h3 class=&quot;chapter-subtitle&quot;>Типы криптокошельков</h3> <table class=&quot;luxury-table&quot;> <tr> <th>Тип кошелька</th> <th>Примеры</th> <th>Безопасность</th> <th>Удобство</th> </tr> <tr> <td>Аппаратные</td> <td>Ledger, Trezor</td> <td>Очень высокая</td> <td>Среднее</td> </tr> <tr> <td>Десктопные</td> <td>Exodus, Electrum</td> <td>Высокая</td> <td>Хорошее</td> </tr> <tr> <td>Мобильные</td> <td>Trust Wallet, MetaMask</td> <td>Средняя</td> <td>Отличное</td> </tr> <tr> <td>Биржевые</td> <td>Binance, Coinbase</td> <td>Низкая</td> <td>Отличное</td> </tr> </table> <div class=&quot;highlight-box&quot;> <div class=&quot;highlight-box-content&quot;> <h3 class=&quot;highlight-title&quot;><i class=&quot;fas fa-key&quot;></i> Приватные ключи и seed-фразы</h3> <p>Ваши криптоактивы на самом деле хранятся не в кошельке, а в блокчейне. Кошелек лишь предоставляет доступ к ним через приватные ключи. Seed-фраза (обычно 12 или 24 слова) — это человекочитаемое представление вашего приватного ключа.</p> <p><strong>Золотое правило:</strong> Никогда и никому не раскрывайте свою seed-фразу. Тот, кто имеет доступ к ней, имеет доступ ко всем вашим средствам.</p> </div> </div> <div class=&quot;warning-box&quot;> <h3 class=&quot;warning-title&quot;><i class=&quot;fas fa-shield-alt&quot;></i> Основные угрозы</h3> <p>Большинство потерь криптоактивов происходит из-за:</p> <ul> <li>Фишинговых атак (поддельные сайты)</li> <li>Вредоносного ПО</li> <li>Потери seed-фразы</li> <li>Хранения средств на биржах</li> <li>Мошеннических схем</li> </ul> </div> <div class=&quot;success-box&quot;> <h3 class=&quot;success-title&quot;><i class=&quot;fas fa-check-circle&quot;></i> Лучшие практики безопасности</h3> <p>Следуйте этим правилам, чтобы защитить свои активы:</p> <ul> <li>Используйте аппаратный кошелек для крупных сумм</li> <li>Храните seed-фразу офлайн (лучше несколько копий в разных местах)</li> <li>Включайте двухфакторную аутентификацию везде, где возможно</li> <li>Проверяйте адреса при отправке средств</li> <li>Не храните большие суммы на биржах</li> </ul> </div> </div> </div> <!-- Глава 4 --> <div class=&quot;chapter&quot; id=&quot;chapter4&quot;> <h2 class=&quot;chapter-title&quot;>Глава 4. Покупка криптовалюты</h2> <div class=&quot;chapter-content&quot;> <p>Существует несколько основных способов приобретения криптовалюты, каждый со своими преимуществами и недостатками.</p> <h3 class=&quot;chapter-subtitle&quot;>Централизованные биржи (CEX)</h3> <p>Самый простой способ для новичков. Популярные биржи:</p> <table class=&quot;luxury-table&quot;> <tr> <th>Биржа</th> <th>Особенности</th> <th>Комиссии</th> <th>Поддержка фиата</th> </tr> <tr> <td>Binance</td> <td>Крупнейшая, много пар, низкие комиссии</td> <td>0.1%</td> <td>Да</td> </tr> <tr> <td>Coinbase</td> <td>Простой интерфейс, хорошая репутация</td> <td>0.5-1%</td> <td>Да</td> </tr> <tr> <td>Kraken</td> <td>Хорошая безопасность, фокус на ЕС/США</td> <td>0.16-0.26%</td> <td>Да</td> </tr> </table> <div class=&quot;highlight-box&quot;> <div class=&quot;highlight-box-content&quot;> <h3 class=&quot;highlight-title&quot;><i class=&quot;fas fa-exchange-alt&quot;></i> P2P-обменники</h3> <p>Позволяют купить криптовалюту напрямую у других пользователей. Преимущества:</p> <ul> <li>Анонимность (на некоторых платформах)</li> <li>Разные способы оплаты (банковские переводы, наличные и др.)</li> <li>Возможность избежать банковских ограничений</li> </ul> <p>Популярные P2P-платформы: Binance P2P, LocalBitcoins, Paxful.</p> </div> </div> <div class=&quot;highlight-box&quot;> <div class=&quot;highlight-box-content&quot;> <h3 class=&quot;highlight-title&quot;><i class=&quot;fas fa-university&quot;></i> Криптобанкоматы</h3> <p>Физические устройства, позволяющие купить криптовалюту за наличные. Особенности:</p> <ul> <li>Высокие комиссии (5-10%)</li> <li>Требуется верификация на крупные суммы</li> <li>Ограниченный выбор криптовалют (обычно BTC, ETH, LTC)</li> </ul> <p>Используйте CoinATMRadar для поиска ближайшего банкомата.</p> </div> </div> <div class=&quot;warning-box&quot;> <h3 class=&quot;warning-title&quot;><i class=&quot;fas fa-exclamation-triangle&quot;></i> Что проверять при выборе биржи</h3> <p>Не все биржи одинаково надежны. Обращайте внимание на:</p> <ul> <li>Репутацию и история (избегайте новых неизвестных бирж)</li> <li>Объем торгов (чем больше, тем лучше ликвидность)</li> <li>Поддержку вашей юрисдикции</li> <li>Способы ввода/вывода средств</li> <li>Историю взломов и компенсаций</li> </ul> </div> </div> </div> <!-- Глава 5 --> <div class=&quot;chapter&quot; id=&quot;chapter5&quot;> <h2 class=&quot;chapter-title&quot;>Глава 5. Использование криптовалюты</h2> <div class=&quot;chapter-content&quot;> <p>Криптовалюты можно не только покупать и продавать, но и активно использовать для различных целей.</p> <h3 class=&quot;chapter-subtitle&quot;>Основные способы использования</h3> <table class=&quot;luxury-table&quot;> <tr> <th>Применение</th> <th>Примеры</th> <th>Преимущества</th> </tr> <tr> <td>Международные переводы</td> <td>Отправка средств за границу</td> <td>Низкие комиссии, высокая скорость</td> </tr> <tr> <td>Оплата товаров/услуг</td> <td>Интернет-магазины, фриланс</td> <td>Анонимность, отсутствие посредников</td> </tr> <tr> <td>Инвестиции</td> <td>Долгосрочное хранение, трейдинг</td> <td>Высокий потенциал роста</td> </tr> <tr> <td>DeFi-приложения</td> <td>Кредитование, стейкинг</td> <td>Пассивный доход</td> </tr> </table> <div class=&quot;highlight-box&quot;> <div class=&quot;highlight-box-content&quot;> <h3 class=&quot;highlight-title&quot;><i class=&quot;fas fa-credit-card&quot;></i> Криптокарты</h3> <p>Специальные дебетовые карты, позволяющие тратить криптовалюту как обычные деньги. Популярные варианты:</p> <ul> <li><strong>Binance Card:</strong> Поддерживает множество криптовалют, кэшбэк до 8%</li> <li><strong>Crypto.com Visa Card:</strong> Разные уровни с разными бонусами</li> <li><strong>Coinbase Card:</strong> Простая интеграция с биржей Coinbase</li> </ul> <p>При оплате криптовалюта автоматически конвертируется в фиат по текущему курсу.</p> </div> </div> <div class=&quot;highlight-box&quot;> <div class=&quot;highlight-box-content&quot;> <h3 class=&quot;highlight-title&quot;><i class=&quot;fas fa-plane&quot;></i> Путешествия</h3> <p>Криптовалюты все чаще используются в туризме:</p> <ul> <li><strong>Travala.com:</strong> Бронирование отелей за криптовалюту</li> <li><strong>CheapAir:</strong> Авиабилеты за BTC</li> <li><strong>Bitrefill:</strong> Покупка подарочных карт и пополнение мобильного</li> </ul> </div> </div> <div class=&quot;warning-box&quot;> <h3 class=&quot;warning-title&quot;><i class=&quot;fas fa-exclamation-triangle&quot;></i> Налоговые обязательства</h3> <p>В большинстве стран криптовалюты подлежат налогообложению. Обязательно:</p> <ul> <li>Вести учет всех транзакций</li> <li>Отслеживать стоимость приобретения и продажи</li> <li>Консультироваться с налоговым специалистом</li> <li>Подавать декларации в установленные сроки</li> </ul> </div> </div> </div> <!-- Глава 6 --> <div class=&quot;chapter&quot; id=&quot;chapter6&quot;> <h2 class=&quot;chapter-title&quot;>Глава 6. DeFi и заработок</h2> <div class=&quot;chapter-content&quot;> <p>Децентрализованные финансы (DeFi) открывают новые возможности для заработка на криптовалютах без посредников.</p> <h3 class=&quot;chapter-subtitle&quot;>Основные направления DeFi</h3> <table class=&quot;luxury-table&quot;> <tr> <th>Направление</th> <th>Описание</th> <th>Доходность</th> <th>Риски</th> </tr> <tr> <td>Стейкинг</td> <td>Блокировка монет для поддержки сети</td> <td>3-20% годовых</td> <td>Низкие</td> </tr> <tr> <td>Фарминг ликвидности</td> <td>Предоставление токенов в пулы</td> <td>5-50% годовых</td> <td>Средние</td> </tr> <tr> <td>Кредитование</td> <td>Займы под обеспечение</td> <td>2-15% годовых</td> <td>Низкие</td> </tr> </table> <div class=&quot;highlight-box&quot;> <div class=&quot;highlight-box-content&quot;> <h3 class=&quot;highlight-title&quot;><i class=&quot;fas fa-coins&quot;></i> Стейкинг</h3> <p>Процесс блокировки криптовалюты для поддержания работы блокчейна с Proof-of-Stake. Взамен вы получаете вознаграждение.</p> <p><strong>Где стейкать:</strong></p> <ul> <li><strong>На биржах:</strong> Binance, Kraken, Coinbase (просто, но меньший процент)</li> <li><strong>Через кошельки:</strong> Trust Wallet, Ledger Live (больший контроль)</li> <li><strong>Через протоколы:</strong> Lido, Rocket Pool (для Ethereum)</li> </ul> </div> </div> <div class=&quot;highlight-box&quot;> <div class=&quot;highlight-box-content&quot;> <h3 class=&quot;highlight-title&quot;><i class=&quot;fas fa-water&quot;></i> Фарминг ликвидности</h3> <p>Предоставление токенов в пулы децентрализованных бирж (DEX) для обеспечения ликвидности. Взамен вы получаете:</p> <ul> <li>Долю от торговых комиссий</li> <li>Дополнительные токены протокола</li> </ul> <p><strong>Популярные платформы:</strong> Uniswap, PancakeSwap, Curve Finance, Balancer.</p> </div> </div> <div class=&quot;warning-box&quot;> <h3 class=&quot;warning-title&quot;><i class=&quot;fas fa-exclamation-triangle&quot;></i> Риски DeFi</h3> <p>Несмотря на высокую доходность, DeFi сопряжены с рисками:</p> <ul> <li><strong>Имперманентные потери:</strong> Возможны при изменении цены токенов в пуле</li> <li><strong>Взломы смарт-контрактов:</strong> Уязвимости в коде могут привести к потере средств</li> <li><strong>Мошеннические проекты:</strong> Rug pull — когда разработчики исчезают с деньгами</li> <li><strong>Высокие комиссии:</strong> Особенно в сети Ethereum</li> </ul> </div> </div> </div> <!-- Глава 7 --> <div class=&quot;chapter&quot; id=&quot;chapter7&quot;> <h2 class=&quot;chapter-title&quot;>Глава 7. NFT и цифровые активы</h2> <div class=&quot;chapter-content&quot;> <p>NFT (Non-Fungible Tokens) — это уникальные цифровые активы, подтверждающие право собственности на цифровые или физические объекты.</p> <h3 class=&quot;chapter-subtitle&quot;>Что можно делать с NFT</h3> <table class=&quot;luxury-table&quot;> <tr> <th>Применение</th> <th>Примеры</th> <th>Популярные платформы</th> </tr> <tr> <td>Цифровое искусство</td> <td>Коллекционные изображения, анимации</td> <td>OpenSea, Rarible, Foundation</td> </tr> <tr> <td>Игровые предметы</td> <td>Персонажи, оружие, земля в метавселенных</td> <td>Axie Infinity, The Sandbox, Decentraland</td> </tr> <tr> <td>Музыка и видео</td> <td>Эксклюзивные релизы, коллекционные клипы</td> <td>Audius, Catalog</td> </tr> </table> <div class=&quot;highlight-box&quot;> <div class=&quot;highlight-box-content&quot;> <h3 class=&quot;highlight-title&quot;><i class=&quot;fas fa-paint-brush&quot;></i> Как создать NFT</h3> <p>Процесс создания (минта) NFT достаточно прост:</p> <ol> <li>Выберите платформу (OpenSea, Rarible и др.)</li> <li>Подключите криптокошелек (MetaMask и др.)</li> <li>Загрузите цифровой файл (изображение, видео и т.д.)</li> <li>Укажите параметры (название, описание, роялти)</li> <li>Оплатите комиссию за минт (gas fee)</li> </ol> <p><strong>Совет:</strong> Изучите комиссии в разных сетях — минт в Ethereum дорогой, в Polygon или Solana дешевле.</p> </div> </div> <div class=&quot;highlight-box&quot;> <div class=&quot;highlight-box-content&quot;> <h3 class=&quot;highlight-title&quot;><i class=&quot;fas fa-chart-line&quot;></i> Инвестиции в NFT</h3> <p>NFT могут быть не только предметами коллекционирования, но и инвестиционными активами. Стратегии:</p> <ul> <li><strong>Покупка перспективных коллекций:</strong> Изучение roadmap и команды проекта</li> <li><strong>Флиппинг:</strong> Покупка и быстрая перепродажа</li> <li><strong>Whitelist:</strong> Участие в закрытых продажах</li> <li><strong>Генерирующие доход NFT:</strong> Например, играющие активы</li> </ul> </div> </div> <div class=&quot;warning-box&quot;> <h3 class=&quot;warning-title&quot;><i class=&quot;fas fa-exclamation-triangle&quot;></i> Риски NFT</h3> <p>Рынок NFT полон мошенничества и спекуляций:</p> <ul> <li><strong>Поддельные коллекции:</strong> Копии популярных проектов</li> <li><strong>Обвал цен:</strong> Большинство NFT теряют ценность со временем</li> <li><strong>Технические риски:</strong> Хранение NFT вне маркетплейса требует знаний</li> <li><strong>Ликвидность:</strong> Продать NFT может быть сложно</li> </ul> </div> </div> </div> <!-- Глава 8 --> <div class=&quot;chapter&quot; id=&quot;chapter8&quot;> <h2 class=&quot;chapter-title&quot;>Глава 8. Стейкинг и майнинг</h2> <div class=&quot;chapter-content&quot;> <p>Поддержание работы блокчейнов может приносить доход. Разные механизмы консенсуса предлагают разные способы заработка.</p> <h3 class=&quot;chapter-subtitle&quot;>Майнинг Proof-of-Work</h3> <p>Традиционный метод, используемый Bitcoin и некоторыми другими криптовалютами. Требует:</p> <ul> <li>Специализированного оборудования (ASIC, видеокарты)</li> <li>Доступа к дешевой электроэнергии</li> <li>Технических знаний для настройки</li> </ul> <div class=&quot;highlight-box&quot;> <div class=&quot;highlight-box-content&quot;> <h3 class=&quot;highlight-title&quot;><i class=&quot;fas fa-server&quot;></i> Облачный майнинг</h3> <p>Альтернатива самостоятельному майнингу — аренда мощностей. Преимущества:</p> <ul> <li>Не нужно покупать оборудование</li> <li>Нет затрат на электроэнергию</li> <li>Простота использования</li> </ul> <p><strong>Риски:</strong> Много мошеннических проектов, низкая доходность, зависимость от оператора.</p> </div> </div> <h3 class=&quot;chapter-subtitle&quot;>Стейкинг Proof-of-Stake</h3> <p>Современная альтернатива майнингу, требующая блокировки монет вместо вычислительных мощностей.</p> <table class=&quot;luxury-table&quot;> <tr> <th style=&quot;white-space: nowrap&quot;>Криптовалюта</th> <th>Годовая доходность</th> <th>Минимальная сумма</th> <th>Где стейкать</th> </tr> <tr> <td>Ethereum (ETH)</td> <td>4-6%</td> <td>0.01 ETH</td> <td>Lido, Kraken, Binance</td> </tr> <tr> <td>Cardano (ADA)</td> <td>4-5%</td> <td>10 ADA</td> <td>Daedalus, Yoroi, Binance</td> </tr> <tr> <td>Solana (SOL)</td> <td>6-8%</td> <td>0.01 SOL</td> <td>Phantom, Binance</td> </tr> </table> <div class=&quot;warning-box&quot;> <h3 class=&quot;warning-title&quot;><i class=&quot;fas fa-exclamation-triangle&quot;></i> Риски стейкинга</h3> <p>Несмотря на пассивный доход, стейкинг имеет свои риски:</p> <ul> <li><strong>Слэшинг:</strong> Штрафы за недобросовестное поведение валидатора</li> <li><strong>Волатильность:</strong> Цена монеты может упасть сильнее, чем доходность</li> <li><strong>Периоды блокировки:</strong> Не всегда можно быстро вывести средства</li> <li><strong>Технические риски:</strong> Сбои в работе ноды валидатора</li> </ul> </div> </div> </div> <!-- Глава 9 --> <div class=&quot;chapter&quot; id=&quot;chapter9&quot;> <h2 class=&quot;chapter-title&quot;>Глава 9. Безопасность и риски</h2> <div class=&quot;chapter-content&quot;> <p>Криптовалютный мир полон угроз. Понимание рисков — ключ к сохранению ваших активов.</p> <h3 class=&quot;chapter-subtitle&quot;>Основные угрозы</h3> <table class=&quot;luxury-table&quot;> <tr> <th>Тип угрозы</th> <th>Описание</th> <th>Как защититься</th> </tr> <tr> <td>Фишинг</td> <td>Поддельные сайты и письма</td> <td>Проверять URL, не переходить по подозрительным ссылкам</td> </tr> <tr> <td>Вредоносное ПО</td> <td>Кейлоггеры, трояны</td> <td>Антивирус, обновления ОС, аппаратные кошельки</td> </tr> <tr> <td>Сим-своппинг</td> <td>Перехват SMS для 2FA</td> <td>Использовать Google Authenticator вместо SMS</td> </tr> <tr> <td>Мошеннические проекты</td> <td>Скамы, Ponzi-схемы</td> <td>Исследовать проекты, избегать &quot;гарантированной&quot; доходности</td> </tr> </table> <div class=&quot;highlight-box&quot;> <div class=&quot;highlight-box-content&quot;> <h3 class=&quot;highlight-title&quot;><i class=&quot;fas fa-shield-alt&quot;></i> Многоуровневая защита</h3> <p>Эффективная безопасность требует комплексного подхода:</p> <ol> <li><strong>Аппаратные кошельки:</strong> Ledger, Trezor для хранения крупных сумм</li> <li><strong>Разделение активов:</strong> Разные кошельки для разных целей</li> <li><strong>Резервные копии:</strong> Seed-фразы на металлических носителях в безопасных местах</li> <li><strong>2FA везде:</strong> Google Authenticator, не SMS</li> <li><strong>Регулярные проверки:</strong> Revoke.cash для отзыва прав</li> </ol> </div> </div> <div class=&quot;warning-box&quot;> <h3 class=&quot;warning-title&quot;><i class=&quot;fas fa-skull-crossbones&quot;></i> Распространенные ошибки</h3> <p>Большинство взломов происходят из-за ошибок пользователей:</p> <ul> <li>Хранение seed-фразы в цифровом виде (скриншоты, заметки)</li> <li>Использование одного пароля на разных сервисах</li> <li>Клики по ссылкам в подозрительных письмах и сообщениях</li> <li>Участие в сомнительных airdrop и раздачах</li> <li>Доверие к &quot;гарантированным&quot; схемам заработка</li> </ul> </div> <div class=&quot;success-box&quot;> <h3 class=&quot;success-title&quot;><i class=&quot;fas fa-check-circle&quot;></i> Полезные инструменты</h3> <p>Используйте эти сервисы для повышения безопасности:</p> <ul> <li><strong>Revoke.cash:</strong> Отзыв прав у смарт-контрактов</li> <li><strong>Etherscan:</strong> Проверка транзакций и контрактов</li> <li><strong>WalletGuard:</strong> Блокировка фишинговых сайтов</li> <li><strong>HaveIBeenPwned:</strong> Проверка утечек паролей</li> </ul> </div> </div> </div> <!-- Глава 10 --> <div class=&quot;chapter&quot; id=&quot;chapter10&quot;> <h2 class=&quot;chapter-title&quot;>Глава 10. Анализ рынка</h2> <div class=&quot;chapter-content&quot;> <p>Успешные инвестиции требуют анализа. В криптоиндустрии используют два основных подхода.</p> <h3 class=&quot;chapter-subtitle&quot;>Фундаментальный анализ</h3> <p>Оценка внутренней стоимости актива на основе:</p> <table class=&quot;luxury-table&quot;> <tr> <th>Фактор</th> <th>Что анализировать</th> <th>Где смотреть</th> </tr> <tr> <td>Технология</td> <td>Уникальность, решаемые проблемы</td> <td>Whitepaper, GitHub</td> </tr> <tr> <td>Команда</td> <td>Опыт, репутация, открытость</td> <td>LinkedIn, Twitter</td> </tr> <tr> <td>Сообщество</td> <td>Активность, размер</td> <td>Twitter, Discord, Telegram</td> </tr> <tr> <td>Экономика</td> <td>Эмиссия, распределение токенов</td> <td>CoinMarketCap, CoinGecko</td> </tr> </table> <div class=&quot;highlight-box&quot;> <div class=&quot;highlight-box-content&quot;> <h3 class=&quot;highlight-title&quot;><i class=&quot;fas fa-chart-bar&quot;></i> Технический анализ</h3> <p>Прогнозирование цены на основе исторических данных и паттернов. Основные инструменты:</p> <ul> <li><strong>Уровни поддержки/сопротивления:</strong> Ключевые ценовые зоны</li> <li><strong>Индикаторы:</strong> RSI, MACD, Moving Averages</li> <li><strong>Волны Эллиотта:</strong> Цикличность рынка</li> <li><strong>Объемы торгов:</strong> Активность покупателей/продавцов</li> </ul> <p><strong>Популярные платформы:</strong> TradingView, Coinigy, Binance Trading Terminal.</p> </div> </div> <div class=&quot;highlight-box&quot;> <div class=&quot;highlight-box-content&quot;> <h3 class=&quot;highlight-title&quot;><i class=&quot;fas fa-brain&quot;></i> Психология рынка</h3> <p>Эмоции играют ключевую роль в крипторынке. Основные фазы:</p> <ol> <li><strong>Накопление:</strong> &quot;Скучные&quot; цены, мало внимания</li> <li><strong>Рост:</strong> FOMO (страх пропустить)</li> <li><strong>Пик:</strong> Эйфория, максимализм</li> <li><strong>Спад:</strong> Отрицание, паника, капитуляция</li> </ol> <p><strong>Совет:</strong> Покупайте, когда все продают, и продавайте, когда все покупают.</p> </div> </div> <div class=&quot;warning-box&quot;> <h3 class=&quot;warning-title&quot;><i class=&quot;fas fa-exclamation-triangle&quot;></i> Ошибки новичков</h3> <p>Избегайте этих распространенных ошибок:</p> <ul> <li>Торговля без стратегии</li> <li>Покупка на пиках из-за FOMO</li> <li>Продажа в панике на дне</li> <li>Чрезмерное доверие к &quot;гуру&quot;</li> <li>Игнорирование стоп-лоссов</li> </ul> </div> </div> </div> <!-- Глава 11 --> <div class=&quot;chapter&quot; id=&quot;chapter11&quot;> <h2 class=&quot;chapter-title&quot;>Глава 11. Web3 и будущее</h2> <div class=&quot;chapter-content&quot;> <p>Web3 — это новое поколение интернета, построенное на блокчейне, с фокусом на децентрализацию и владение пользователями своими данными.</p> <h3 class=&quot;chapter-subtitle&quot;>Ключевые компоненты Web3</h3> <table class=&quot;luxury-table&quot;> <tr> <th>Технология</th> <th>Описание</th> <th>Примеры</th> </tr> <tr> <td>Децентрализованные приложения (DApps)</td> <td>Приложения, работающие на блокчейне без центрального сервера</td> <td>Uniswap, Aave, OpenSea</td> </tr> <tr> <td>DAO</td> <td>Децентрализованные автономные организации</td> <td>MakerDAO, Uniswap DAO</td> </tr> <tr> <td>Метавселенные</td> <td>3D-виртуальные миры с цифровой экономикой</td> <td>Decentraland, The Sandbox</td> </tr> <tr> <td>Децентрализованное хранение</td> <td>Альтернатива централизованным облакам</td> <td>IPFS, Filecoin, Arweave</td> </tr> </table> <div class=&quot;highlight-box&quot;> <div class=&quot;highlight-box-content&quot;> <h3 class=&quot;highlight-title&quot;><i class=&quot;fas fa-cube&quot;></i> Метавселенные</h3> <p>Виртуальные миры, где пользователи могут взаимодействовать, работать и владеть цифровыми активами. Основные направления:</p> <ul> <li><strong>Виртуальная недвижимость:</strong> Покупка и аренда земельных участков</li> <li><strong>Цифровая идентичность:</strong> Аватары и персонажи как NFT</li> <li><strong>Игровая экономика:</strong> Заработок через play-to-earn игры</li> <li><strong>Виртуальные мероприятия:</strong> Концерты, выставки, конференции</li> </ul> </div> </div> <div class=&quot;highlight-box&quot;> <div class=&quot;highlight-box-content&quot;> <h3 class=&quot;highlight-title&quot;><i class=&quot;fas fa-users&quot;></i> DAO</h3> <p>Децентрализованные автономные организации — новый способ коллективного управления. Особенности:</p> <ul> <li>Решения принимаются голосованием держателей токенов</li> <li>Прозрачность всех операций в блокчейне</li> <li>Автоматическое исполнение решений через смарт-контракты</li> <li>Примеры: управление протоколами DeFi, инвестиционные фонды, креативные сообщества</li> </ul> </div> </div> <div class=&quot;warning-box&quot;> <h3 class=&quot;warning-title&quot;><i class=&quot;fas fa-exclamation-triangle&quot;></i> Проблемы Web3</h3> <p>Несмотря на потенциал, Web3 сталкивается с вызовами:</p> <ul> <li><strong>Масштабируемость:</strong> Высокие комиссии и низкая скорость транзакций</li> <li><strong>Пользовательский опыт:</strong> Сложность для обычных пользователей</li> <li><strong>Регуляция:</strong> Юридическая неопределенность</li> <li><strong>Концентрация богатства:</strong> Ранние инвесторы владеют большей частью токенов</li> </ul> </div> </div> </div> <!-- Глава 12 --> <div class=&quot;chapter&quot; id=&quot;chapter12&quot;> <h2 class=&quot;chapter-title&quot;>Глава 12. Стратегия для новичка</h2> <div class=&quot;chapter-content&quot;> <p>Пошаговый план действий для тех, кто только начинает свой путь в мире криптовалют.</p> <h3 class=&quot;chapter-subtitle&quot;>30-дневный план погружения</h3> <table class=&quot;luxury-table&quot;> <tr> <th>Неделя</th> <th>Действия</th> <th>Бюджет</th> </tr> <tr> <td>1 неделя</td> <td>Изучение основ, регистрация на бирже, покупка первых активов</td> <td>$50-100</td> </tr> <tr> <td>2 неделя</td> <td>Настройка кошельков, тестовые переводы, изучение DeFi</td> <td>$20-50</td> </tr> <tr> <td>3 неделя</td> <td>Пробный стейкинг, исследование NFT, подключение к DAO</td> <td>$30-100</td> </tr> <tr> <td>4 неделя</td> <td>Анализ портфеля, оптимизация стратегии, расширение знаний</td> <td>$0</td> </tr> </table> <div class=&quot;highlight-box&quot;> <div class=&quot;highlight-box-content&quot;> <h3 class=&quot;highlight-title&quot;><i class=&quot;fas fa-check-circle&quot;></i> Первые шаги</h3> <ol> <li><strong>Выбор биржи:</strong> Binance, Kraken или Coinbase для старта</li> <li><strong>Верификация:</strong> Прохождение KYC (подготовьте документы)</li> <li><strong>Первая покупка:</strong> Начните с BTC или ETH на небольшую сумму</li> <li><strong>Настройка кошелька:</strong> MetaMask для Ethereum, Trust Wallet для мультисетей</li> <li><strong>Тестовые переводы:</strong> Отправка небольших сумм для проверки</li> </ol> </div> </div> <div class=&quot;highlight-box&quot;> <div class=&quot;highlight-box-content&quot;> <h3 class=&quot;highlight-title&quot;><i class=&quot;fas fa-chart-line&quot;></i> Формирование портфеля</h3> <p>Сбалансированный портфель может включать:</p> <ul> <li><strong>50%</strong> - Биткоин и Эфириум (основа)</li> <li><strong>30%</strong> - Перспективные альткоины с сильной командой</li> <li><strong>10%</strong> - Стейблкоины для возможностей</li> <li><strong>10%</strong> - Экспериментальные активы (NFT, новые протоколы)</li> </ul> <p><strong>Совет:</strong> Ребалансируйте портфель каждые 3-6 месяцев.</p> </div> </div> <div class=&quot;success-box&quot;> <h3 class=&quot;success-title&quot;><i class=&quot;fas fa-graduation-cap&quot;></i> Ресурсы для обучения</h3> <p>Продолжайте развивать свои знания:</p> <ul> <li><strong>CoinMarketCap:</strong> Отслеживание цен и капитализации</li> <li><strong>CoinGecko:</strong> Анализ проектов и сообществ</li> <li><strong>DeFi Llama:</strong> Статистика по DeFi-протоколам</li> <li><strong>Bankless:</strong> Подкаст и newsletter о криптоиндустрии</li> <li><strong>Crypto Twitter:</strong> Следите за лидерами мнений</li> </ul> </div> <div class=&quot;highlight-box&quot;> <div class=&quot;highlight-box-content&quot;> <h3 class=&quot;highlight-title&quot;><i class=&quot;fas fa-flag-checkered&quot;></i> Заключение</h3> <p>Криптовалюты и блокчейн-технологии открывают новые финансовые и технологические возможности, но требуют ответственного подхода. Начните с малого, учитесь на практике, диверсифицируйте риски и никогда не инвестируйте больше, чем можете позволить себе потерять.</p> <p>Этот гайд — только начало вашего пути. Криптоиндустрия развивается стремительно, поэтому продолжайте учиться и адаптироваться к изменениям.</p> </div> </div> </div> </div> <div class=&quot;footer&quot;> <p>© 2025 CryptoElite Guide. Все права защищены.</p> <p>Эксклюзивное издание для премиальных клиентов</p> <p> <button class=&quot;donate-btn&quot; onclick=&quot;window.open(&#x27;https://www.tbank.ru/cf/4iUXpEmzrQs&#x27;, &#x27;_blank&#x27;)&quot;> Поддержать проект <i class=&quot;fas fa-gem&quot;></i> </button> </p> </div> </div> <script> // Создание золотых частиц function createParticles() { const container = document.getElementById(&#x27;goldParticles&#x27;); const particleCount = 30; for (let i = 0; i < particleCount; i++) { const particle = document.createElement(&#x27;div&#x27;); particle.classList.add(&#x27;particle&#x27;); // Случайные параметры const size = Math.random() * 4 + 2; const posX = Math.random() * 100; const posY = Math.random() * 100; const delay = Math.random() * 5; const duration = Math.random() * 5 + 3; particle.style.width = &#x60;${size}px&#x60;; particle.style.height = &#x60;${size}px&#x60;; particle.style.left = &#x60;${posX}%&#x60;; particle.style.top = &#x60;${posY}%&#x60;; particle.style.animationDelay = &#x60;${delay}s&#x60;; particle.style.animationDuration = &#x60;${duration}s&#x60;; container.appendChild(particle); } } // Прогресс чтения function updateProgressBar() { const winScroll = document.body.scrollTop || document.documentElement.scrollTop; const height = document.documentElement.scrollHeight - document.documentElement.clientHeight; const scrolled = (winScroll / height) * 100; document.getElementById(&quot;progressBar&quot;).style.width = scrolled + &quot;%&quot;; } // Плавное появление глав при скролле function checkChapterVisibility() { const chapters = document.querySelectorAll(&#x27;.chapter&#x27;); chapters.forEach(chapter => { const chapterTop = chapter.getBoundingClientRect().top; const windowHeight = window.innerHeight; if (chapterTop < windowHeight - 100) { chapter.classList.add(&#x27;visible&#x27;); } }); } // Прокрутка к главе function scrollToChapter(chapterId) { const chapter = document.getElementById(chapterId); chapter.scrollIntoView({ behavior: &#x27;smooth&#x27; }); } // Инициализация window.addEventListener(&#x27;load&#x27;, () => { createParticles(); checkChapterVisibility(); // Показать первую главу сразу document.getElementById(&#x27;chapter1&#x27;).classList.add(&#x27;visible&#x27;); }); window.addEventListener(&#x27;scroll&#x27;, () => { updateProgressBar(); checkChapterVisibility(); }); </script> </body> "></iframe> </figure> <p id="XQpF">Подробнее <a href="https://helgablue.blogspot.com/2025/05/import-urlhttpsfonts.html" target="_blank">здесь</a></p> helgablue:scam2025-05-10T14:15:43.459Z2025-05-10T14:15:43.459Z

🔹 Недооценка рисков – В криптопространстве риски высоки, но я не всегда уделяла им должное внимание. Многие проекты обещают стабильность и прибыль, но без реальной основы.

<p id="BZSq">🔹 <strong>Недооценка рисков</strong> – В криптопространстве риски высоки, но я не всегда уделяла им должное внимание. Многие проекты обещают стабильность и прибыль, но без реальной основы.</p> <p id="jA31">🔹 <strong>Неправильная оценка команды</strong> – Важно не только слушать обещания, но и изучать прошлый опыт разработчиков и их репутацию. Ошибкой было доверять словам без анализа их предыдущих проектов.</p> <hr /> <h3 id="SJUW">Выводы: Как важно правильно выбирать проекты</h3> <p id="oena">✅ <strong>Изучение команды</strong> – Проверяйте разработчиков, их прошлые проекты, отзывы сообщества. Если команда анонимна или её прошлый опыт вызывает вопросы – это красный флаг.</p> <p id="fPty">✅ <strong>Анализ платформы и её истории</strong> – Просматривайте дорожную карту, проверяйте, выполняются ли заявленные планы. Чем прозрачнее платформа, тем меньше рисков.</p> <p id="iLA4">✅ <strong>Реалистичность обещаний</strong> – Если проект обещает «1000% годовых» или гарантированную прибыль – скорее всего, это мошенничество.</p> <p id="PA5n">✅ <strong>Долгосрочные перспективы</strong> – Надёжные проекты развиваются постепенно, а не обещают мгновенное обогащение.</p> <hr /> <h3 id="8Kng">Какие шаги следует предпринять перед инвестированием в новый криптопроект</h3> <ol id="tYbK"> <li id="2NQi"><strong>Изучить белую книгу (Whitepaper)</strong> – Основной документ проекта должен объяснять технологию, цели и способы достижения успеха.</li> <li id="Vsp3"><strong>Оценить активность сообщества</strong> – Надёжные проекты имеют активное комьюнити в Twitter, Discord, Telegram. Многое можно понять по реакции участников.</li> <li id="lrmi"><strong>Проверить дорожную карту</strong> – Должны быть чёткие сроки реализации ключевых этапов.</li> <li id="Vj96"><strong>Анализировать токеномику</strong> – Убедитесь, что у токена есть продуманная экономика, а не схема «заработать на хайпе и уйти».</li> <li id="9kyA"><strong>Посмотреть аудит смарт-контрактов</strong> – Если код проверен сторонними аудиторами, это снижает вероятность мошенничества.</li> <li id="aeko"><strong>Оценить партнёрства</strong> – Надёжные проекты часто сотрудничают с крупными игроками рынка.</li> </ol> <hr /> <h3 id="yXPg">Как предотвратить манипуляции со стороны команды и держателей проекта</h3> <p id="TLz6">🔹 <strong>Остерегаться централизации</strong> – Если у разработчиков или небольшой группы инвесторов сконцентрирована большая часть токенов, они могут легко манипулировать рынком.</p> <p id="Htl9">🔹 <strong>Не вестись на FOMO (страх упущенной выгоды)</strong> – Если команда подталкивает к срочным инвестициям, создавая искусственный ажиотаж, это может быть признаком манипуляции.</p> <p id="5Z8l">🔹 <strong>Прозрачность управления</strong> – У проекта должны быть понятные механизмы принятия решений, желательно через децентрализованное голосование.</p> <p id="VjO3">🔹 <strong>Диверсификация рисков</strong> – Не вкладывайте всё в один проект. Лучше распределять инвестиции между несколькими надёжными платформами.</p> <p id="gBBk">🔹 <strong>Фиксация прибыли</strong> – Важно вовремя выходить из проекта, особенно если он начинает проявлять признаки нестабильности или манипуляции.</p> <hr /> <p id="zTIS">Следуя этим принципам, можно избежать большинства ошибок и минимизировать риски при работе с криптопроектами.</p> <p id="OavM"></p> <figure id="Vzx3" class="m_column"> <iframe srcdoc="<!DOCTYPE html> <html lang=&quot;ru&quot;> <head> <meta charset=&quot;UTF-8&quot;> <meta name=&quot;viewport&quot; content=&quot;width=device-width, initial-scale=1.0&quot;> <title>Гид по распознаванию манипуляций</title> <style> :root { --neon-pink: #ff00ff; --neon-blue: #00f0ff; --neon-purple: #b300ff; --dark-bg: #121212; --darker-bg: #0a0a0a; --text-color: #e0e0e0; } body { font-family: &#x27;Inter&#x27;, &#x27;Arial&#x27;, sans-serif; font-size: 18px; line-height: 1.7; color: var(--text-color); background-color: var(--dark-bg); margin: 0; padding: 0; 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border-radius: 0 8px 8px 0; box-shadow: 0 0 15px rgba(179, 0, 255, 0.1); backdrop-filter: blur(5px); } .warning { border-left: 3px solid #ff5555; box-shadow: 0 0 15px rgba(255, 85, 85, 0.2); } .tip { border-left: 3px solid var(--neon-blue); box-shadow: 0 0 15px rgba(0, 240, 255, 0.2); } ul { padding-left: 20px; } li { margin-bottom: 15px; position: relative; padding-left: 30px; } li::before { content: &quot;▹&quot;; position: absolute; left: 0; color: var(--neon-purple); text-shadow: 0 0 5px var(--neon-purple); } .neon-pink { color: var(--neon-pink); text-shadow: 0 0 5px var(--neon-pink); } .neon-blue { color: var(--neon-blue); text-shadow: 0 0 5px var(--neon-blue); } .emoji { font-size: 24px; margin-right: 10px; vertical-align: middle; } .divider { text-align: center; margin: 50px 0; color: var(--neon-purple); font-size: 24px; text-shadow: 0 0 10px var(--neon-purple); } @media (max-width: 768px) { .container { padding: 20px; } h1 { font-size: 32px; } h2 { font-size: 24px; } } </style> </head> <body> <div class=&quot;container&quot;> <h1><span class=&quot;emoji&quot;>⚠️</span> Как распознать манипуляции <span class=&quot;emoji&quot;>⚡</span></h1> <div class=&quot;section&quot;> <h2><span class=&quot;emoji neon-blue&quot;>1️⃣</span> Признаки манипуляций</h2> <h3>🔹 Игнорирование и обесценивание</h3> <p>Ваши усилия и вклад не признаются, на вопросы отвечают уклончиво или не реагируют.</p> <h3>🔹 Создание токсичной атмосферы</h3> <p>Используется давление, сарказм, высмеивание, чтобы подорвать уверенность.</p> <h3>🔹 Размытые обещания</h3> <p>Вам говорят, что «всё будет, просто подождите», но без чёткого плана и гарантий.</p> <h3>🔹 Разделение участников</h3> <p>Людей сталкивают лбами, чтобы не дать им объединиться и требовать справедливости.</p> <h3>🔹 Формирование чувства вины</h3> <p>Вам намекают, что вы должны быть благодарны за «шанс», даже если вас используют.</p> <h3>🔹 Зависимость от комьюнити</h3> <p>Проект создаёт иллюзию, что вне него вас ждёт только провал.</p> </div> <div class=&quot;section tip&quot;> <h2><span class=&quot;emoji neon-blue&quot;>2️⃣</span> Как действовать, если тебя подавляют эмоционально</h2> <ul> <li><strong class=&quot;neon-blue&quot;>✅ Не поддавайтесь на провокации</strong> – сохраняйте холодный ум, не вовлекайтесь в деструктивные споры.</li> <li><strong class=&quot;neon-blue&quot;>✅ Фиксируйте факты</strong> – сохраняйте переписки, скриншоты, чтобы при необходимости предъявить доказательства.</li> <li><strong class=&quot;neon-blue&quot;>✅ Ставьте границы</strong> – не позволяйте манипулировать вашим временем и ресурсами.</li> <li><strong class=&quot;neon-blue&quot;>✅ Объединяйтесь с другими</strong> – вместе легче противостоять токсичной системе.</li> <li><strong class=&quot;neon-blue&quot;>✅ Ищите альтернативы</strong> – если проект относится к вам как к расходному материалу, возможно, стоит уйти.</li> </ul> </div> <div class=&quot;divider&quot;>⚡ ⚡ ⚡</div> <div class=&quot;section warning&quot;> <h2><span class=&quot;emoji neon-pink&quot;>3️⃣</span> Схемы эксплуатации в проектах</h2> <ul> <li><strong class=&quot;neon-pink&quot;>⚠️ Работа за «будущее вознаграждение»</strong> – обещают выплату позже, но «позже» никогда не наступает.</li> <li><strong class=&quot;neon-pink&quot;>⚠️ Бесконечные тестовые задания</strong> – вам говорят, что нужно ещё немного «доказать себя».</li> <li><strong class=&quot;neon-pink&quot;>⚠️ Затягивание решений</strong> – обещания пересматриваются, вводятся новые условия.</li> <li><strong class=&quot;neon-pink&quot;>⚠️ Создание ложного дефицита</strong> – внушают, что «другие на ваше место стоят в очереди».</li> <li><strong class=&quot;neon-pink&quot;>⚠️ Культ личности</strong> – руководитель проекта превращается в «гуру», чья воля не обсуждается.</li> </ul> </div> <div class=&quot;section tip&quot;> <h2><span class=&quot;emoji neon-blue&quot;>4️⃣</span> Как защитить свои права</h2> <ul> <li><strong class=&quot;neon-blue&quot;>🔹 Трезво оценивайте ситуацию</strong> – не ведитесь на красивые слова, анализируйте реальные действия.</li> <li><strong class=&quot;neon-blue&quot;>🔹 Не бойтесь говорить открыто</strong> – выражайте свою позицию спокойно, но уверенно.</li> <li><strong class=&quot;neon-blue&quot;>🔹 Заранее договаривайтесь о конкретных условиях</strong> – если работа бесплатная, пусть это будет ваш осознанный выбор.</li> <li><strong class=&quot;neon-blue&quot;>🔹 Не играйте по их правилам</strong> – если вас пытаются «перевоспитать», значит, вы мешаете системе.</li> <li><strong class=&quot;neon-blue&quot;>🔹 Если нужно – уходите</strong> – не тратьте время на токсичные проекты, где вас не уважают.</li> </ul> </div> <div class=&quot;divider&quot;>✨ ✨ ✨</div> <div class=&quot;section&quot; style=&quot;text-align: center; border-left: 3px solid var(--neon-blue);&quot;> <p style=&quot;font-size: 20px;&quot;>Ваше время и навыки ценны. Не позволяйте манипуляторам обесценивать ваш вклад.</p> <p style=&quot;margin-top: 15px; color: var(--neon-pink); text-shadow: 0 0 5px var(--neon-pink);&quot;>Вы заслуживаете уважения и справедливого отношения!</p> </div> </div> </body> "></iframe> </figure>