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	<title>Agora Ministries &#187; Интернет заработок</title>
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		<title>Александр Элдер  Лучшие книги</title>
		<link>http://de.agoraministries.org/index.php/internet-zarabotok/aleksandr-jelder-luchshie-knigi/</link>
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		<pubDate>Thu, 10 Sep 2020 11:04:40 +0000</pubDate>
		<dc:creator><![CDATA[Bob]]></dc:creator>
				<category><![CDATA[Интернет заработок]]></category>

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		<description><![CDATA[Основные темы статьи Доктор Александр Элдер Книги А Элдера Книги Александра Элдера Элдер Александр Постановка целей в трейдинге: как формулировать процессные цели Интересное справочное пособие по трейдингу Как играть и выигрывать на бирже Александр Элдер трейдер и публицист Биография и книги автора Доктор Александр Элдер Доктор Александр Элдер относится к когорте лучших профессиональных трейдеров и [&#8230;]]]></description>
				<content:encoded><![CDATA[<div id="toc" style="background: #f9f9f9;border: 1px solid #aaa;display: table;margin-bottom: 1em;padding: 1em;width: 350px;">
<p class="toctitle" style="font-weight: 700;text-align: center;">Основные темы статьи</p>
<ul class="toc_list">
<li><a href="#toc-0">Доктор Александр Элдер</a></li>
<li><a href="#toc-1">Книги А Элдера</a></li>
<li><a href="#toc-2">Книги Александра Элдера</a></li>
<li><a href="#toc-3">Элдер Александр</a></li>
<li><a href="#toc-4">Постановка целей в трейдинге: как формулировать процессные цели</a></li>
<li><a href="#toc-5">Интересное справочное пособие по трейдингу</a></li>
<li><a href="#toc-6">Как играть и выигрывать на бирже</a></li>
<li><a href="#toc-8">Александр Элдер трейдер и публицист  Биография и книги автора</a></li>
</ul>
</div>
<h2 id="toc-0">Доктор Александр Элдер</h2>
<p>Доктор Александр Элдер относится к когорте лучших профессиональных трейдеров и является признанным экспертом биржевой торговли. Кроме того, он – великолепный лектор, автор множества книг и статей по обучению и исследованию трейдинга. В этой книге вы найдете набор правил и приемов успешной <a href="https://taxidermytrophiesforsale.com/brokery-zulutrade/">https://taxidermytrophiesforsale.com/brokery-zulutrade/</a> биржевой игры, позволяющих сохранить капитал во время периодов неудач и значительно преумножить его во время выигрышный серий. Вы не только научитесь эффективным приемам анализа рынка и торговым стратегиям, но и узнаете нечто, о чем не пишут в учебниках &#8211; о психологии успешного трейдинга.</p>
<h2 id="toc-1">Книги А Элдера</h2>
<p>Важный вклад, отображенный в «Основах биржевой торговли» Александра Элдера и «Торговле для выживания» — это акцент на психологию трейдера как предпосылку преуспевания. В первую очередь, автор бестселлеров объясняет, насколько важно контролировать эмоции, уметь идентифицировать и признавать собственные ошибки, <a href="https://www.google.com/search?q=элдер александр">элдер александр в поиске гугл</a> а также учиться на них. К тому же, он отмечает, что понимание психологических законов, руководящих действиями биржевых игроков, станет дополнительным источником информации о состоянии рынка. Фактически график и технические фигуры рассматриваются как отображение психологических паттернов трейдеров.</p>
<h2 id="toc-2">Книги Александра Элдера</h2>
<p>Параллельно он принимает решение обобщить имеющийся у него опыт и начинает свою литературную карьеру. Книга имела большой успех и стала учебником <a href="https://taxidermytrophiesforsale.com/brokery-zulutrade/">зулутрейд</a> для многих трейдеров. Позже, увидела свет и вторая книга автора — «Трейдинг с доктором Элдером», получившая признание в множества трейдеров.</p>
<h2 id="toc-3">Элдер Александр</h2>
<p>В книгах раскрываются такие важные моменты трейдинга, как совершение ошибки, эмоции, влияние настроя спекулянта на его результативность и так далее. свидетельствуют об их, прежде всего практической направленности. Книги Элдера особенно полезны для трейдеров, только начинающих свою торговлю. Профессиональный трейдер, признанный эксперт в области биржевой торговли, автор многочисленных статей по этой тематике. Владелец и директор собственной компании Financial Trading Inc. (США, Нью-Йорк), которая является одной из ведущих фирм по подготовке биржевиков.</p>
<p>Ни один дилинговый центр, организующий курсы обучения трейдеров, об этом не станет говорить. Их цель получить доход с учеников и аренды торговых мест в центре.</p>
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" width="504px" alt="элдер александр"/></p>
<h2 id="toc-4">Постановка целей в трейдинге: как формулировать процессные цели</h2>
<p>Бестселлер Александра Элдера &#8220;Как играть и выигрывать на бирже&#8221; был переведен на 12 языков и стал одной из самых популярных книг в истории биржи. Автор нескольких книг по биржевой торговле и психологии биржевого <a href="http://www.autoelektroczesci.pl/glava-1-kak-proveritь-nadezhnostь-brokera-s/">Как выбрать надежного брокера на форекс</a> дела. Другая книга, «Come into My Trading Room» («Трейдинг с доктором Элдером» в русском издании), была признана лучшей книгой по версии авторитетного американского журнала Barron’s за 2002 год.</p>
<h2 id="toc-5">Интересное справочное пособие по трейдингу</h2>
<p>Не стоит обольщаться, если вас уверяют, что можно зарабатывать, не будучи трейдером, что вы сохраните и даже приумножите своё состояние, что это наилучшая работа во время кризиса. Forex обладает огромным потенциалом, работающие на нём имеют большие возможности. Но ведь <a href="https://ru.wikipedia.org/wiki/элдер александр">элдер александр в википедии</a> потенциалом ребёнка не накормишь, а из возможностей пальто не сошьёшь. Если уж вы решились на эту работу, а не игру, то, прежде всего, распрощайтесь с надеждой на быстрый заработок. Распрощайтесь с иллюзиями, которые подсовывает воображение и амбициозными планами.</p>
<p>С другой стороны, знание психологии очень помогает разобраться в колебаниях цен, кажущихся на первый взгляд хаотическими. Многие фигуры технического анализа графиков, как полагает доктор Элдер, <a href="http://www.ptskfoods.com/?p=305469">forex украина</a> основаны на психологической привязанности массы игроков к ключевым уровням цен. Признанный мировой авторитет в области биржевой торговли, технического анализа и психологии фондового рынка.</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="data:image/jpeg;base64,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" width="503px" alt="элдер александр"/></p>
<h2 id="toc-6">Как играть и выигрывать на бирже</h2>
<p>Для того чтобы многие трейдеры достигли успеха и начали успешно торговать на Форекс, он написал множество книг о трейдинге. А книга &#8220;Как играть и выигрывать на бирже&#8221; подарила ему всемирную известность и была переведена на 12 языков. Помимо этого, Александр Элдер основал в Нью-Йорке компанию, под названием Financial Trading Seminars, которая успешно выполняет свою функцию &#8211; занимается подготовкой трейдеров. Александр Элдер, один из корифеев Forex, на встрече с учениками Академии биржевой торговли, сообщил, что он в течение трёх лет не мог зарабатывать на валютном рынке.</p>
<p>Вскоре его компания становится одним из лидеров в области трейдинга. Знаменитый трейдер стал автором нескольких книг, например, &#8220;Основы биржевой торговли&#8221; и &#8220;Торговля <a href="https://www.youtube.com/results?search_query=элдер александр">элдер александр в ютюбе</a> для выживания&#8221;, главной темой которых стало, как Вы думаете, что? Правильно, психология трейдера, которой Александр отвел очень важную роль в успехе спекулянта.</p>
<p><iframe width="500" height="281" src="https://www.youtube.com/embed/BHZhASSw_kU?feature=oembed" frameborder="0" allow="accelerometer; autoplay; clipboard-write; encrypted-media; gyroscope; picture-in-picture" allowfullscreen></iframe></p>
<p>Еще один ключевой момент, затрагиваемый Александром Элдером в «Как играть и выигрывать на бирже» — это управление рисками. В частности, сам финансовый эксперт никогда не допускает убытков более 2% от одной неудачной сделки или 6% за месяц — такие показатели он рассматривает как повод для переоценки своей работы. Читая книги Александра Элдера, можно почерпнуть массу действительно полезной информации, причем это в одинаковой мере актуально как для новичков, так и для состоявшихся специалистов. Александр Элдер – профессиональный трейдер, эксперт, консультант и один из мировых авторитетов в области биржевой торговли, технического анализа, психологии биржевого дела и финансов. Книга получила большое признание в профессиональной среде.</p>
<p>Книга «Как играть и выигрывать на бирже» занимала первые строки рейтинга российских экономических бестселлеров журнала Коммерсантъ-Деньги. Его книга, «Come into My Trading Room» («Трейдинг с доктором Элдером» в русском издании), была признана лучшей книгой по версии авторитетного американского журнала Barron’s за 2002 год. Обзор литературы свидетельствует о предпочтении автором технического анализа рынка. По его мнению, большинство новостей «оставляют свою тень» на графиках еще до того момента, когда становятся известными трейдерам.</p>
<p>Ключ к пониманию происходящего на рынке Элдер так же видел в психологии трейдера. Дело в том, что люди определенным образом реагируют на те или иные события и информацию, а это значит, что понимая собственную реакцию на происходящее, можно предугадать и реакцию всего рынка. Другими словами, даже фигуры технического анализа, по мнению психиатра, <a href="http://dynamod.my/?p=76671">http://dynamod.my/?p=76671</a> это есть ни что иное, как психологические паттерны трейдеров. Александр Элдер утверждает, что психология играет большую роль в биржевой игре. С одной стороны, успеха в ней может добиться только трейдер с устойчивой психикой, умеющий отказываться от убыточных сделок и стратегий, то есть признавать свои ошибки и учиться на них.</p>
<p>Иначе не избежать нервных срывов и связанных с ними неприятностями. Он консультирует частных трейдеров и финансовые <a href="http://dahz.daffyhazan.com/applique/craft/foreks-video-azart-na-foreks/">http://dahz.daffyhazan.com/applique/craft/foreks-video-azart-na-foreks/</a> структуры, проводит семинары для трейдеров. Его фирма выпускает видеопособия и литературу по биржевой торговле.</p>
<p>Также, автор соотносит личное поведение трейдера с поведением большинства и дает рекомендации, как торговать на финансовом рынке, чтобы ваши действия не расходились с действиями большинства. Иными словами – как не торговать против тренда.</p>
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" width="503px" alt="элдер александр"/></p>
<p>Опытный трейдер на основе технического анализа может сориентироваться в сигналах графика и отреагировать на них раньше. Не меньшее внимание Элдер уделял и показателям торговых объемов, полагая, что действия крупных <a href="http://vnh-mechanics.ru/otzyvy-o-instaforeks/">http://vnh-mechanics.ru/otzyvy-o-instaforeks/</a> игроков на рынке отражаются в показателях торговых объемов. Элдер объясняет трейдерам, какие у биржевых участников могут быть мотивы, что ими движет, и какой способ поведения можно от них ожидать в будущем.</p>
<p>Александр Элдер &#8211; профессиональный трейдер, эксперт, консультант и один из мировых авторитетов в области биржевой торговли, технического анализа, психологии биржевого дела и финансов. ) — профессиональный трейдер, эксперт, консультант и один из мировых авторитетов в области биржевой <a href="http://blogforever.eu/blog/2019/08/14/vse-boston-merchant-financial/">Boston Merchant Financial Group обзор и отзывы</a> торговли, технического анализа, психологии биржевого дела и финансов. Накопив значительный опыт в сфере обучения, он организует собственную компанию «FTS Inc.»(1998 год), основной деятельностью которой стали обучение и подготовка специалистов для биржевой торговли на.</p>
]]></content:encoded>
			<wfw:commentRss>http://de.agoraministries.org/index.php/internet-zarabotok/aleksandr-jelder-luchshie-knigi/feed/</wfw:commentRss>
		<slash:comments>0</slash:comments>
		</item>
		<item>
		<title>109 Полосы Боллинжера</title>
		<link>http://de.agoraministries.org/index.php/internet-zarabotok/109-polosy-bollinzhera/</link>
		<comments>http://de.agoraministries.org/index.php/internet-zarabotok/109-polosy-bollinzhera/#comments</comments>
		<pubDate>Wed, 02 Sep 2020 11:12:09 +0000</pubDate>
		<dc:creator><![CDATA[Bob]]></dc:creator>
				<category><![CDATA[Интернет заработок]]></category>

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		<description><![CDATA[Навигация по странице Лицензии брокеров: кому доверяют, а кому нет, трейдеры Masterforex Стратегия торговли по бинарным опционам на дивергенции Интерпретация полос Боллинджера Индикатор Полосы Боллинджера (Bollinger Bands) ОСНОВЫ ТОРГОВЛИ Forex ФОРЕКС ФОРУМ Индикатор СуперТренд Достоинства и недостатки полос ВВ Технические индикаторы Лицензии брокеров: кому доверяют, а кому нет, трейдеры Masterforex В частности, индикатор определяет, как [&#8230;]]]></description>
				<content:encoded><![CDATA[<div id="toc" style="background: #f9f9f9;border: 1px solid #aaa;display: table;margin-bottom: 1em;padding: 1em;width: 350px;">
<p class="toctitle" style="font-weight: 700;text-align: center;">Навигация по странице</p>
<ul class="toc_list">
<li><a href="#toc-0">Лицензии брокеров: кому доверяют, а кому нет, трейдеры Masterforex</a></li>
<li><a href="#toc-1">Стратегия торговли по бинарным опционам на дивергенции</a></li>
<li><a href="#toc-2">Интерпретация полос Боллинджера</a></li>
<li><a href="#toc-3">Индикатор Полосы Боллинджера (Bollinger Bands)</a></li>
<li><a href="#toc-4">ОСНОВЫ ТОРГОВЛИ Forex</a></li>
<li><a href="#toc-5">ФОРЕКС ФОРУМ</a></li>
<li><a href="#toc-6">Индикатор СуперТренд</a></li>
<li><a href="#toc-7">Достоинства и недостатки полос ВВ</a></li>
<li><a href="#toc-8">Технические индикаторы</a></li>
</ul>
</div>
<h2 id="toc-0">Лицензии брокеров: кому доверяют, а кому нет, трейдеры Masterforex</h2>
<p>В частности, индикатор определяет, как далеко цены разбрасываются от 20-дневной скользящей средней. Статистически около 95% значений попадает в диапазон двух стандартных отклонений от среднего значения, и в основном, <a href="https://www.sircompany.com.br/alpari/">https://www.sircompany.com.br/alpari/</a> график располагается между верхней и нижней лентами Боллинджера. Рекомендуется использовать 20-периодное простое скользящее среднее в качестве средней линии и 2 стандартных отклонения — для расчета границ полосы.</p>
<h2 id="toc-1">Стратегия торговли по бинарным опционам на дивергенции</h2>
<p>С этим фильтром вы должны продавать, если цена пробивает уровень выше верхней полосы, но только если RSI выше 70 (то есть указывает на рынок перекупленности). <a href="https://taxidermytrophiesforsale.com/obuchenie-foreksu-s-nulja/">https://taxidermytrophiesforsale.com/obuchenie-foreksu-s-nulja/</a> Вы покупаете, если цена пробивается ниже нижней полосы, но только если RSI ниже 30 (то есть указывает на перепроданность рынка).</p>
<p>По теории эффективности происходит быстрое реагирование рынка, и цена возвращается в зону, <a href="https://antiaginghelper.com/broker-770capital/">770capital отзывы</a> где она относительно справедлива. Индикатор боллинджера был придуман Дном Боллинджером.</p>
<p>Полоса Боллинджера строится, как полоса вокруг средней, но ширина полосы пропорциональна среднеквадратичному отклонению от скользящей средней за анализируемый период. Когда на рынке присутствует большая волатильность, например во время выпуска новостей, полоса расширяется, когда на рынке затишье – сужается. По тренду лучше всего входить в районе средней линии, чаще всего это конец коррекционного движения. На границах Боллинджера или же когда цена выходит далеко за пределы линии, в этих точках лучше всего фиксировать позиции, но никак не торговать в обратную сторону против тренда.</p>
<h2 id="toc-2">Интерпретация полос Боллинджера</h2>
<p>Свои идеи по данному индикатору он выложил в книге «О лентах боллинджера». С виду индикатор может напоминать ценовой канал, но в действительности в основе использование индикатора лежит теория о прорыве волатильности. Если просмотреть график цены, то можно выделить участки, где цена совершает резкие скачки, они всегда бросаются в глаза. Каждому трейдеру хочется поучаствовать в таких резких колебаниях, поскольку они позволяют заработать за короткий промежуток времени.</p>
<h2 id="toc-3">Индикатор Полосы Боллинджера (Bollinger Bands)</h2>
<p>Соответственно, полосы Боллиджера в этом случае дадут необходимую фильтрация, которая будет основана на текущем состоянии и динамике рынка. Есть довольно распространённый приём работы с индикатором Bollinger bands, когда на один график накладывается не один, а два индикатора. Это избавляет от необходимости выбирать одно конкретное значение <a href="http://nicogolfcoach.com/kak-torgovatь-na-foreks-gajd-dlja-nachinajushhih/">Чем торгуют на Форекс</a> каждого параметра, а также позволяет применять этот алгоритм в более гибком варианте. Здесь уже не будет одного точного ценового значения, на которое будет ориентироваться трейдер. Вместо этого, по аналогии с зонами поддержки и сопротивления в прайс экшен, мы получим ценовой диапазон, который и будет использоваться в торговле.</p>
<p>Для более уверенного входа в рынок в комплексе с полосами Боллинджера используют и другие индикаторы, определяющие дальнейшее направление <a href="https://www.google.com/search?q=ленты боллинджера">ленты боллинджера в гугле</a> тренда. Повышения текущей волатильности будут сменяться ее снижениями и наоборот, независимо от глобального рыночного тренда.</p>
<p>Кроме того резкий скачок уменьшает шанс возвращения цены в первоначальную точку, что уменьшает психологическое давление на трейдера. После того, как цена пересекла нижнюю линию, ждем ее возврата и формирования свечи с уровнем закрытия выше средней линии. Отличительная особенность торговли валютой от акций заключается в том, что на рынке Форекс нет такого индикатора как объем. Есть только котировка цены, а потому крайне важно, чтобы цена подтвердила свое последующее движение при выходе из раннего ценового коридора. Данная техника полностью основывается на волатильности рынка.</p>
<p>Так, например, «доджи», соударяющиеся с сужающимися полосами, дают эффективный сигнал на краткосрочный разворот цены. Уникальность <a href="https://www.youtube.com/results?search_query=ленты боллинджера">ленты боллинджера в ютюбе</a> диапазонов Боллинджера состоит в том, что их ширина изменяется в ответ на изменение неустойчивости рынка.</p>
<h2 id="toc-4">ОСНОВЫ ТОРГОВЛИ Forex</h2>
<p>Средний Истинный Диапазон будет колебаться в пределах своих исторических экстремальных значений, лишь иногда выходя за их уровни (см.рис.). На трендовых участках волатильность будет нарастать, достигая апогея вблизи экстремумов цены, и снижаться при замедлениях тренда в периоды консолидации. Этот эффект можно использовать для распознавания приближающихся <a href="http://evalom.com/obuchenie-foreks-torgovle-s-nulja-uroki-torgovli-00056677.html">http://evalom.com/obuchenie-foreks-torgovle-s-nulja-uroki-torgovli-00056677.html</a> важных разворотов тренда. Если цена пересекла свою центральную скользящую снизу вверх, то происходит покупка, целью которой является уровень немного ниже верхней полосы. Если цена пересекла свою центральную скользящую среднюю сверху вниз, то происходит продажа, целью которой является уровень немного выше нижней полосы Боллинджера.</p>
<h2 id="toc-5">ФОРЕКС ФОРУМ</h2>
<p>Так при спокойном рынке, когда волатильность существенно снижается, образуется сужение диапазона цены акции. Хотел добавить, что в случае выхода цены за верхнюю (нижнюю) ленту индикатора, необходимо дождаться подтверждения, т.е. разворотного бара, чтобы делать покупки или продажи с уровней отклонения цены от линии баланса для этого периода.</p>
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" width="503px" alt="ленты боллинджера"/></p>
<h2 id="toc-6">Индикатор СуперТренд</h2>
<p>На рисунке четко наблюдается нисходящий тренд, подтверждающийся периодическими пробоями и касаниями нижней полосы инструмента. Некоторые опытные трейдеры заключают сделки (в данном случае на продажу), используя коррекцию тенденции.</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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" width="504px" alt="ленты боллинджера"/></p>
<p>Таким образом, самая простая трактовка индикатора — покупка актива при выходе цен за пределы нижнего канала и продажа в случае пробоя верхней полосы. Но для торговой стратегии этого недостаточно, в чём убедился уже не один начинающий трейдер. Данный индикатор оказывает помощь в оценке того, как цена расположена относительно нормального диапазона торговли. Другими словами ленты Боллинджера создают некие рамки, в пределах которых цены считаются нормальными.</p>
<p>Трейдеры на рынке Forex используют различные инструменты для осуществления технического анализа. Одним из наиболее популярных индикаторов считаются полосы Боллинджера. В этой статье мы расскажем вам о том, что это такое. Вы также узнаете некоторые популярные стратегии на основе данного индикатора. Материал будет интересен прежде всего начинающим трейдерам.</p>
<p>При этом полосы Боллинджера продолжают расширяться, поскольку увеличивается волатильность. Поскольку мы имеем дело с трендовым индикатором, то это логично.</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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" width="507px" alt="ленты боллинджера"/></p>
<p>Кроме того, скользящие средние длиной менее 10 периодов малоэффективны. Такая комбинация может быть особенно удобной при торговле в горизонтальной коррекции <a href="https://ru.wikipedia.org/wiki/ленты боллинджера">ленты боллинджера в википедии</a> – консолидации. Точной точки разворота не знает никто, а границы очень условны, так как цена редко разворачивается на одном уровне по нескольку раз.</p>
<p>В сочетании с другими инструментами анализа индикатор даёт трейдеру возможность использовать широкий набор торговых стратегий. Полосы Боллинжера (Bollinger Bands, иногда встречается транскрипция &#8220;Боллингера&#8221;) &#8211; можно определить как индикатор, схожий с конвертами <a href="http://vnh-mechanics.ru/otzyvy-o-finam/">Брокерская компания Just2Trade</a> скользящих средних, но основанный на текущей волатильности рынка. В отличие от конвертов скользящих средних, полосы Боллинжера изменяются не только в зависимости от направления движения цены, но и от характера этого движения (скорости движения цены).</p>
<h2 id="toc-9">Книга Джона Боллинджера, ставшая рыночным бестселлером</h2>
<p>Когда цена движется между верхней и средней полосами, то тренд восходящий, средней и нижней – нисходящий, верхней и нижней – боковой (флэт). Сужение и расширение полос говорит об изменении волатильности цены. Полосы сужаются с уменьшением волатильности и расширяются с её увеличением. Кроме этого цене присуща особенность после долгого движения в узком коридоре (с малой волатильностью) резко выходить из него с лавинообразным ростом волатильности.</p>
<p><iframe width="500" height="281" src="https://www.youtube.com/embed/oalhlo4d8WY?feature=oembed" frameborder="0" allow="accelerometer; autoplay; clipboard-write; encrypted-media; gyroscope; picture-in-picture" allowfullscreen></iframe></p>
]]></content:encoded>
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		<title>Дивиденды «Газпрома» в 2020 году</title>
		<link>http://de.agoraministries.org/index.php/internet-zarabotok/dividendy-gazproma-v-2020-godu/</link>
		<comments>http://de.agoraministries.org/index.php/internet-zarabotok/dividendy-gazproma-v-2020-godu/#comments</comments>
		<pubDate>Mon, 31 Aug 2020 13:58:29 +0000</pubDate>
		<dc:creator><![CDATA[Bob]]></dc:creator>
				<category><![CDATA[Интернет заработок]]></category>

		<guid isPermaLink="false">http://de.agoraministries.org/?p=15065</guid>
		<description><![CDATA[Содержание Дивиденды по акциям Сбербанка в 2020 году: как получить, доходность › США отбирают у Газпрома европейский рынок нефти и газа Газпром акции что делать с ними сегодня Как купить акции: Полное детальное руководство Самые прибыльные активы для торговли бинарными опционами › Американские санкции снизили капитализацию «Газпрома» на 1% Российский фондовый рынок оправляется от потерь Акции ОАО [&#8230;]]]></description>
				<content:encoded><![CDATA[<div id="toc" style="background: #f9f9f9;border: 1px solid #aaa;display: table;margin-bottom: 1em;padding: 1em;width: 350px;">
<p class="toctitle" style="font-weight: 700;text-align: center;">Содержание</p>
<ul class="toc_list">
<li><a href="#toc-0">Дивиденды по акциям Сбербанка в 2020 году: как получить, доходность</a></li>
<li><a href="#toc-1">› США отбирают у Газпрома европейский рынок нефти и газа</a></li>
<li><a href="#toc-2">Газпром акции что делать с ними сегодня</a></li>
<li><a href="#toc-3">Как купить акции: Полное детальное руководство</a></li>
<li><a href="#toc-4">Самые прибыльные активы для торговли бинарными опционами</a></li>
<li><a href="#toc-5">› Американские санкции снизили капитализацию «Газпрома» на 1%</a></li>
<li><a href="#toc-6">Российский фондовый рынок оправляется от потерь</a></li>
</ul>
</div>
<p>Акции ОАО «Газпром» относятся к категории обыкновенных – по ним не гарантированы дивидендные выплаты, однако они позволяют владельцу принимать участие в жизни компании, присутствовать на собраниях акционеров и т.п. Впрочем, чтобы реально влиять на деятельность компании и входить в число сколько-нибудь значимых миноритарных акционеров, нужно обладать очень большим капиталом.</p>
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" width="508px" alt="цены на акции газпрома"/></p>
<p>Кроме того, бумаги компании получили листинг на Лондонской бирже и торгуются на ней под тиккером OGZD. АДР холдинга также представлены на внебиржевых рынках США, Берлинской и Франкфуртской биржах. Правительство РФ вместе сруководством «Газпрома» вело целенаправленную работу, направленную на либерализацию рынка акций компании.</p>
<h2 id="toc-0">Дивиденды по акциям Сбербанка в 2020 году: как получить, доходность</h2>
<p>Видимо, логика заключается в том, что в случае нарушения условий со стороны Газпрома европейские партнеры станут акционерами проекта, и тем самым запрет 2016 г. UOKiK настаивает на том, что Северный поток-2 негативно отражается на рынке газа ЕС и приводит к завышению цен для польских потребителей. Это утверждение трудно оценить, <a href="http://tipvandeaankoopmakelaar.nl/vidy-birzh-i-birzhevyh-sdelok-ih-osobennosti-i/">http://tipvandeaankoopmakelaar.nl/vidy-birzh-i-birzhevyh-sdelok-ih-osobennosti-i/</a> так как в последние годы цены на газ в Европе существенно снизились, более того, их падение произошло еще до обвала цен на нефть и распространения COVID-19. Сумма штрафа может быть покрыта из денежных потоков 2021 – 2023 гг. В противном же случае максимальная сумма штрафа может быть уплачена из накопленных средств.</p>
<p>В 2005 году государство получило контроль над акциями «Газпрома», тем самым выполнив главное условие для снятия ограничений на приобретение и обращение акций Общества. В апреле 2006 года была запущена новая программа ADR — «первого <a href="https://www.google.com/search?q=цены на акции газпрома">найти цены на акции газпрома в гугл поиске</a> уровня». Она предусматривает возможность обращения расписок эмитента в США только на внебиржевом рынке, а также разрешает владеть расписками частным инвесторам. ПАО Газпром управляет системами магистральных газопроводов.</p>
<p>Таким образом вы можете составить инвестиционный портфель и распределить риски. На сегодня, как видно из графика выше, цена на природный газ падает, а это неизбежно скажется на прибыли компании, что, в свою очередь, скажется на цене акции. Более «быстрый» индикатор, позволяющий оценить состояние бизнеса Газпрома на сегодня и стоимость его акций — это цена на природный газ — основной продукт, который продаёт компания. Дивиденды можно реинвестировать — покупать на них эти же акции, тем самым увеличивая количество акций во владении. Если сложить оба этих вида доходности, то в этом случае речь идёт о ПОЛНОЙ ДОХОДНОСТИ ЦЕННОЙ БУМАГИ (цена + реинвестированные дивиденды).</p>
<p>По мнению руководства, мировые рынки газа прошли низшую точку цикла и настроены на восстановление во 2п20, исходя из чего компания повысила план по объему экспорта в текущем году со 167 млрд куб. м, причем последние прогнозы метеорологов дают основание ожидать холодную зиму. Мы считаем это позитивной новостью с точки зрения корпоративного <a href="https://fernandapascale.adv.br/wp/2020/09/10/otzyvy-o-shkola-trejdera-na-alabinskoj-rossija/">школа трейдера отзывы</a> управления. По информации из деловых кругов, заключённый польской госкомпанией PGNiG контракт с американской Venture Global LNG на ежегодную поставку в течение 20 лет 2 млн. тонн сжиженного природного газа на условиях Free on Board может быть экономически рентабельным только в случае доставки СПГ потребителям Западного полушария.</p>
<p><iframe width="500" height="281" src="https://www.youtube.com/embed/fHvc6AKCkdE?feature=oembed" frameborder="0" allow="accelerometer; autoplay; clipboard-write; encrypted-media; gyroscope; picture-in-picture" allowfullscreen></iframe></p>
<p>По отношению к среднему уровню прошлой пятницы падение составило около 20%. На хабе в австрийском Баумгартене (наиболее приближенный к России газовый узел) цена газа на данный момент составляет $63 за тысячу кубометров. Ситуация на европейском рынке газа аналогична ситуации на рынке нефти.</p>
<h2 id="toc-1">› США отбирают у Газпрома европейский рынок нефти и газа</h2>
<p>Обычно такие услуги предлагают коммерческие банки и инвестиционные компании. Второй– покупка акций в отделении Газпромбанка.</p>
<h2 id="toc-2">Газпром акции что делать с ними сегодня</h2>
<p>Третий– приобретение у частного лица по индивидуальной договоренности. В процессе частной сделки заключается договор купли-продажи. Доля дивидендов в прибыли показывает, какую часть чистой прибыли компания направляет на выплату дивидендов держателям акций. Капитализация &#8211; это суммарная стоимость всех акций компании. (1000 акций по 10 рублей дают капитализацию 10 тыс. рублей).</p>
<p>Подразделения компании включают добычу газа, транспортировку, газоснабжение, хранение газа, добычу нефти и газоконденсата, переработку, производство и продажу электроэнергии и тепловой энергии и другое. Сегмент добычи газа занимается разведкой и добычей газа. Транспортировка занимается транспортировкой газа. Газоснабжение занимается продажей газа в РФ и за границей.</p>
<h2 id="toc-3">Как купить акции: Полное детальное руководство</h2>
<p>Только к несчастью для «Газпрома» и в отличие от рынка нефти газового ОПЕК не существует. Попытка создать газовый ОПЕК была предпринята Москвой в 2009 году, но оказалась безуспешной. <a href="http://www.4isfge.org/kak-obmanyvajut-nachinajushhego-trejdera/">http://www.4isfge.org/kak-obmanyvajut-nachinajushhego-trejdera/</a> &#8220;Газпром&#8221; поднял цены на своих газовых заправках на 8% FINMARKET.RU &#8211; &#8220;Газпром газомоторное топливо&#8221; подняла цены на метан на своих заправках на 1,5 рубля &#8211; в среднем до 19,48 руб.</p>
<h2 id="toc-4">Самые прибыльные активы для торговли бинарными опционами</h2>
<ul>
<li>дивидендная доходность акций компании составит порядка 4,3% (что соответствует дивиденду на акцию в размере 7,9 руб.), а в 2021 г.</li>
<li>С учетом чувствительности Газпрома к изменениям экспортных цен и объемов продаж мы ожидаем, что по итогам 2020 г.</li>
<li>м в начале мая, когда цены на газ обвалились до исторического минимума.</li>
<li>м и теперь торгуются в районе 172 долл./тыс.</li>
</ul>
<p>Выплаты дивидендов на следующий год хоть и были произведены, но весьма скромные — 0,46 руб. С практической точки зрения, этот способ дает больше контроля, больше возможностей. Вы можете купить не только бумаги Газпрома, но и выйти на мировой рынок, прикупив заодно акции Microsoft, Nike и других.</p>
<p>Чтобы претендовать на дивиденды, акции Газпрома следует приобрести минимум за три дня до даты, когда совет директоров объявляет о сумме выплат на дивиденды. Три дня — это тот срок, который уходит на внесения ваших данных в реестр акционеров в Национальном расчетном депозитарии. Если на момент фиксации дивидендов вашей записи <a href="http://blog.wafa.in/ispolьzovanie-parabolicheskih-zakruglenij-na/">параболические закругления на графике</a> там не будет, вы не получите дивиденды. В последующие десять лет дивиденды исключительно увеличивались — с 0,1 руб до 2,66 , пока не грянул очередной кризис, на сей раз всемирный. Незадолго до этого, в мае 2008 года рыночная цена акции «Газпрома» достигла непревзойденного и сейчас исторического максимума — 365,26 руб.</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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width="504px" alt="цены на акции газпрома"/></p>
<h2 id="toc-5">› Американские санкции снизили капитализацию «Газпрома» на 1%</h2>
<p>Однако он подчёркивает «исключительные отношения» между Варшавой и Вашингтоном, направленные одновременно, как против России, так и против Германии. <a href="https://www.mahelia.fr/samye-poleznye-knigi-pro-forex.html">Диверсификация торговли</a> Для «Газпрома» экспорт газа в Европу не уступает по рентабельности экспорту нефти. Цены на газ следуют за ценами на нефть с лагом в 6-9 месяцев.</p>
<p>21 мая состоялось заседание Совета директоров, на котором было принято решение рекомендовать собранию акционеров утвердить предложение о выплате годовых дивидендов по результатам деятельности ПАО «Газпром» в 2018 году в размере 16,61 руб. Совет директоров утвердил новую дивидендную политику, <a href="http://aviabiletinternet.ru/forex-kursy-valjut-onlajn-kotirovki-valjut-po-2/">форекс курс валют</a> согласно которой на выплату дивидендов акционерам пойдет 50% чистой прибыли. Владеть акциями газового гиганта станет еще более выгодно. По итогам деятельности компании в 2019 года в виде дивидендов будет выплачено 30% чистой прибыли. Размер дивидендов на одну акцию составит 15 руб.</p>
<p>Это касается не только европейских, но и китайских контрактов. Котировки спотового рынка газа в Европе каждый день приучают сектор к новым <a href="https://www.youtube.com/results?search_query=цены на акции газпрома">найти цены на акции газпрома в ютюбе</a> минимумам. Цены с поставкой в четверг достигли отметки $45 за тысячу кубометров (как на британской NBP, так и голландской TTF).</p>
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<h3>Как физическое лицо может купить акции?</h3>
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<p>Купить акции физическому лицу означает получить запись в реестре самой компании, на бирже и депозитарии. Именно такой подход делает из брокера посредника, не позволяя стать ему мошеннической компанией, то есть, даже если, брокер закроется, вы все равно останетесь владельцем акций.</p>
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<p>минимумом цены за период 14 лет (с 2006 года) является 84 рубля за акцию в разгар кризиса 2008 года (24 октября 2008 года). По мнению UOKiK, “квази-акционеры” проекта намеренно нарушили законодательство <a href="https://ru.wikipedia.org/wiki/цены на акции газпрома">найти цены на акции газпрома в википедии</a> Польши. Хрустного, партнеры по проекту намеренно нарушили законодательство. Несмотря на то, что СП не было создано, они имеют в залоге акции и являются “квази-акционерами”.</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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" width="506px" alt="цены на акции газпрома"/></p>
<p>9 декабря 2005 года Госдума приняла поправки к закону «О газоснабжении в РФ», направленные на либерализацию рынка акций «Газпрома». Согласно принятым поправкам, доля акций, принадлежащих госкомпаниям, в сумме не может быть ниже 50 % <a href="http://www.mcgrathsskirentals.com/obuchajushhee-video-motivacija-v-trejdinge-vebinar/">http://www.mcgrathsskirentals.com/obuchajushhee-video-motivacija-v-trejdinge-vebinar/</a> плюс одной акции, а иностранные граждане и компании смогут совместно владеть более чем 20 % акций «Газпрома». Желающие приобрести акции Газпрома могут сделать это несколькими способами. Первый – приобретение ценных бумаг у брокера.</p>
<p>Акции Газпрома входят в состав «голубых фишек» российского фондового рынка, являясь одними из наиболее ликвидных бумаг на Московской бирже. Их ежедневный оборот составляет 1/5 от всего объема торгов.</p>
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<div itemProp="name">
<h3>Когда выплата дивидендов Лукойл?</h3>
</div>
<div itemScope itemProp="acceptedAnswer" itemType="https://schema.org/Answer">
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<p>Выплата дивидендов по результатам 2019 года<br/>Дивиденд на 1 акцию, руб. Размер объявленных дивидендов, руб. 20 декабря 2019 г. 10 июля 2020 г.</p>
</div>
</div>
</div>
<p>Например, рыночная капитализация Газпрома оценивается в 3,19 трлн. В 2008 году котировки Газпрома достигли исторического максимума в 365 рублей, но 2008 год запомнился не этим, а мировым кризисом, и в этом же году бумаги компании обесценились до 109 рублей. В 2001 году ценные бумаги Российского гиганта стоили 34 рубля, а в 2004 уже 85 рублей и конечно такой актив был привлекательный. Те кто оценил такой подъем и вложил деньги даже на пике в 2004, уже в 2006 году были хорошо вознаграждены, так как бумаги уже стоили 337 рублей. Но в этом же году стоимость начала падать.</p>
<p>на балансе Газпрома находилось более 16 млрд долл. в дивидендной политике предусмотрена такая возможность при росте долговой нагрузки выше 2,5х Чистый долг/EBITDA (по нашим оценкам, она может превысить 3х по итогам 2020 г.).</p>
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		<item>
		<title>Точки пивот в трейдинге</title>
		<link>http://de.agoraministries.org/index.php/internet-zarabotok/tochki-pivot-v-trejdinge/</link>
		<comments>http://de.agoraministries.org/index.php/internet-zarabotok/tochki-pivot-v-trejdinge/#comments</comments>
		<pubDate>Tue, 18 Aug 2020 11:04:25 +0000</pubDate>
		<dc:creator><![CDATA[Bob]]></dc:creator>
				<category><![CDATA[Интернет заработок]]></category>

		<guid isPermaLink="false">http://de.agoraministries.org/?p=15549</guid>
		<description><![CDATA[Основные темы статьи Что такое Pivot Points? Камарилья точки Пивот Индикатор Rsi Индикатор Пивотных уровней (Pivot Point) Что такое уровни Пивот? Индикатор точки Пивот (Pivot Point): что это такое и как его использовать? Pivot Points: как использовать точки Пивот в трейдинге Каждый трейдер пытается найти свой подход к прибыльной торговле наФорекс– одни полагаются на интуицию, [&#8230;]]]></description>
				<content:encoded><![CDATA[<div id="toc" style="background: #f9f9f9;border: 1px solid #aaa;display: table;margin-bottom: 1em;padding: 1em;width: 350px;">
<p class="toctitle" style="font-weight: 700;text-align: center;">Основные темы статьи</p>
<ul class="toc_list">
<li><a href="#toc-0">Что такое Pivot Points?</a></li>
<li><a href="#toc-1">Камарилья точки Пивот</a></li>
<li><a href="#toc-2">Индикатор Rsi</a></li>
<li><a href="#toc-3">Индикатор Пивотных уровней (Pivot Point)</a></li>
<li><a href="#toc-4">Что такое уровни Пивот?</a></li>
<li><a href="#toc-5">Индикатор точки Пивот (Pivot Point): что это такое и как его использовать?</a></li>
<li><a href="#toc-7">Pivot Points: как использовать точки Пивот в трейдинге</a></li>
</ul>
</div>
<p>Каждый трейдер пытается найти свой подход к прибыльной торговле наФорекс– одни полагаются на интуицию, другие четко следуют правилам своей торговой системы. Произведя несложные расчеты, можно получить уровни, от которых можно ожидать пробития или отскока цены. Точки Пивот – это уровни поддержки или отражения на графике финансовых инструментов, при столкновении с которыми тренд меняет направление и разворачивается в противоположную сторону. Стратегия с использованием точек пивота, используется в техническом анализе, и имеет схожую структуру с канальной стратегией.</p>
<p>Мы будем полагаться на поиск точек пробоя при выходе на рынок. Когда мы войдем в рынок на пробое, мы поставим стоп-лосс <a href="http://teryaem-nahodim.ru/passivnyj-dohod-s-akcij/">Пассивный доход от акций</a> ниже предыдущей точки разворота. Прибуль будем фиксировать на следующей разворотной точки после пробоя.</p>
<p>При этом есть ресурсы, которые предоставляют трейдерам уже окончательные расчеты. Торговля от пивот уровней ничем не отличается от торговли по обычным классическим уровням поддержки и сопротивления. Поэтому стоит обращать внимание на поведение цены рядом с этими уровнями и не забывать про основные свечные сетапы. Таким образом, мы можем отложить 80 пунктов от цены открытия дня и в нашем примере он совпадает с уровнем R2. Также достижение ценой такого расстояния от уровня открытия дня можно использовать в качестве сигнала для перевода в безубыток, например, или закрытия части позиции.</p>
<p>Расчеты основываются только на ценах предыдущих торговых периодов, и устраняют субъективность при определении значимых уровней. Алгоритмы работают на всех рынках и доказали эффективность в торговле ценными бумагами, драгметаллами и валютами, сырьем и товарами, производными финансовыми инструментами. Основные преимущества методики – простота расчетов даже вручную, удобство использования для трейдеров и аналитиков, отсутствие проблем при интеграции в коды торговых роботов.</p>
<p>https://www.youtube.com/watch?v=XZ5lCZ2ljkU</p>
<p>Уровни пивот зачастую рассчитываются при помощи специальных индикаторов, позволяющих наносить на график вероятные линии поддержки и сопротивления. На основании этих линий можно выстраивать разные стратегии торговли, базирующиеся на работе по тренду, против него или в рамках ценового канала.</p>
<p>Помимо нее на график наносят дополнительные линии, выступающие в роли уровней сопротивления и поддержки. Расположение этих линий напрямую зависит от положения экстремумов предыдущей сессии и цены открытия и закрытия. Расчетные точки пивот-индикатор месячных уровней отображает на рисунке. Дневной таймфрейм позволяет увидеть линии, у которых глобальный тренд с большой вероятностью может совершить разворот в противоположную сторону. Однако индикатор не дает точной информации о таком событии.Поэтому его можно использовать в качестве дополнения к долгосрочной торговой стратегии.</p>
<h2 id="toc-0">Что такое Pivot Points?</h2>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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" width="505px" alt="точка пивот это"/></p>
<h2 id="toc-1">Камарилья точки Пивот</h2>
<p>При пробитии точек Пивота графиком, расчет новых уровней должен быть произведен заново. Обратите внимание, что через несколько часов после бычьего пересечения MACD, мы получаем два совпадающих сигнала, поступающих от точек Пивот и MACD. Это похоже на хорошую возможность для входа в лонг. В этом случае стоп-лосс должен быть расположен прямо ниже точки разворота S1.</p>
<h2 id="toc-2">Индикатор Rsi</h2>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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" width="508px" alt="точка пивот это"/></p>
<p>Главной предпосылкой для создания индикатора уровней Пивот является предположение о том, что вчерашнее поведение цены оказывает значимое влияние <a href="https://www.sagetl.com/foreks-dlja-nachinajushhih-otzyvy-o-forex-club-kak/">https://www.sagetl.com/foreks-dlja-nachinajushhih-otzyvy-o-forex-club-kak/</a> на её сегодняшнее движение. Поэтому изначально уровни Пивот строились по ценам прошедшего дня для прогнозирования движения цен в текущий день.</p>
<p>Цена начинает расти, а MACD также растет в бычьем направлении. В середине следующего торгового дня линии MACD показывает медвежье направление. Это следует воспринимать как сигнал закрытия. Длинная <a href="http://www.allforfilms.cz/?p=25728">Обзор Калита Финанс</a> сделка принесла бы прибыль в 57 пунктов. Давайте посмотрим, как можно использовать точки Пивот как часть торговой стратегии с прайс экшен без применения каких-либо торговых индикаторов.</p>
<h2 id="toc-3">Индикатор Пивотных уровней (Pivot Point)</h2>
<p>Суть использования Pivot Point такая же самая, как и в случае с обычными линиями поддержки и сопротивления. Их можно использовать как для диапазонной торговли (между уровнями), так и для торговли на пробой уровня. Уровни Пивот представляют собой потенциальные , рассчитываемые <a href="http://tuoitudongmee.com/kak-rabotajut-kriptovaljutnye-hedzh/">заработок на ставках на гандбол</a> по значениям предыдущей свечи на ценовом графике (максимальная и минимальные цены свечи (High и Low) и цена её закрытия ). Предполагается, что с высокой степенью вероятности цена будет реагировать на эти уровни также как и на всем известные уровни поддержки и сопротивления.</p>
<h2 id="toc-4">Что такое уровни Пивот?</h2>
<p>Обратите внимание, что разница в результатах, приведенных в таблице выше, несущественна. Так называемые «точки Пивот» – это потенциальные точки разворота трендовых позиций, которые выявляют поддерживающие и сопротивляющие уровни. <a href="https://www.youtube.com/results?search_query=точка пивот это">точка пивот это в ютюбе</a> Все расчеты по значениям потенциального разворота осуществляются посредствам исторического анализа. На многочисленных ресурсах, которые присутствуют на просторах Всемирной Паутины, есть специальные калькуляторы расчета.</p>
<p>В зависимости от времени года, это 12 часов ночи по Москве или 11 часов вечера. Если хотите узнать, как использовать точки пивот на пробой, тогда читайте дальше. Это также один из хороших методов, который позволяет зарабатывать на падении базового актива. Для этого вам необходимо дождаться, когда цена дойдет до линии сопротивления и отскочит от нее.</p>
<h2 id="toc-5">Индикатор точки Пивот (Pivot Point): что это такое и как его использовать?</h2>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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" width="502px" alt="точка пивот это"/></p>
<p>В этой статье мы поговорим как раз о правильной торговли по точкам пивот, так как эти уровни являются очень существенными на рынке бинарных опционов. Основой данного технического инструмента является осевая линия .</p>
<p>По поводу определения тренда существует следующее правило. Если рынок текущего дня торговли открывается выше центрального уровня Пивот, то в течение торгового дня предпочтение <a href="http://karta102.ru/2020/07/23/maksimarkets-2/">http://karta102.ru/2020/07/23/maksimarkets-2/</a> следует отдавать сделкам на покупку актива. Если цена на рынке при его открытии ниже центрального уровня, то предпочтение следует отдавать коротким сделкам.</p>
<p>Прежде чем мы начнем использовать индикатор в торговле, неплохо было бы разобраться, что он представляет собой, согласны? В техническом анализе <a href="https://t.me/investarena_analytics">Форекс телеграмм</a> Pivot Point для многих трейдеров является одним из основных индикаторов, который с высокой точностью показывает точки разворота тренда.</p>
<p>Они откладываются на графике выше центрального уровня Pivot Point, вычисление которого проводится по результатам предыдущей торговой сессии (дневной график). В случае другого периода учитываются значения предыдущего бара — High, Low, Close (максимальная цена, минимальная цена и цена закрытия). Правило гласит, что описываемый индикатор определяет уровень, к которому стремится цена актива. А линии поддержки и сопротивления определяют уровни, от которых график может отскочить. Удачной попыткой адаптировать торговлю от уровней к современным автоматическим торговым системам (ТС) стало использование точек пивот .</p>
<p>Если рынок открывается выше уровня, но потом пробивает его вниз, скорее всего стоит рассчитывать на работу в канале. Пивоты и связанные с ними уровни поддержки и сопротивления вычисляются с помощью значений последней торговой сессии. Несмотря на давность открытия и изменение поведения валютного рынка за последующие годы, уровни Пивот на Forex продолжают работать, а торговля по ним приносит прибыль. Более того, были разработаны многочисленные индикаторы Пивот уровней, которые существенно упрощают работу трейдера. Теперь не нужно проводить сложные математические расчеты, все за вас сделает компьютер.</p>
<p>При помощи этих уровней на бинарных опционах с большим успехом торгуют, как новички, так и профессиональные <a href="http://xn--lck0cd0byimbydc7722rjlva.com/konsalting-chto-jeto-takoe-prostymi-slovami-i-chem/">http://xn--lck0cd0byimbydc7722rjlva.com/konsalting-chto-jeto-takoe-prostymi-slovami-i-chem/</a> трейдеры. Одна из лучших тактик торговли – это торговля от точек вращения, в сторону основной тенденции.</p>
<p><iframe width="500" height="281" src="https://www.youtube.com/embed/t4bu2nbvBjQ?feature=oembed" frameborder="0" allow="accelerometer; autoplay; clipboard-write; encrypted-media; gyroscope; picture-in-picture" allowfullscreen></iframe></p>
<p>Сегодня эти уровни строятся на любых (хотя считается, что наилучшие результаты они дают на графиках с периодом от D1 и выше). Пивоты и связанные с ними уровни <a href="https://www.google.com/search?q=точка пивот это">точка пивот это в поиске гугл</a> поддержки и сопротивления вычисляются с помощью значений последней торговой сессии . Используются значение открытия, закрытия, минимум и максимум.</p>
]]></content:encoded>
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		</item>
		<item>
		<title>Индикаторы уровней пивота</title>
		<link>http://de.agoraministries.org/index.php/internet-zarabotok/indikatory-urovnej-pivota/</link>
		<comments>http://de.agoraministries.org/index.php/internet-zarabotok/indikatory-urovnej-pivota/#comments</comments>
		<pubDate>Tue, 18 Aug 2020 10:17:16 +0000</pubDate>
		<dc:creator><![CDATA[Bob]]></dc:creator>
				<category><![CDATA[Интернет заработок]]></category>

		<guid isPermaLink="false">http://de.agoraministries.org/?p=15547</guid>
		<description><![CDATA[Основные темы статьи Что такое Pivot Points? Камарилья точки Пивот Индикатор Rsi Индикатор Пивотных уровней (Pivot Point) Что такое уровни Пивот? Индикатор точки Пивот (Pivot Point): что это такое и как его использовать? Pivot Points: как использовать точки Пивот в трейдинге Если вспомнить историю появления этих Пивотных точек, то она как описывают источники уходит “корнями” [&#8230;]]]></description>
				<content:encoded><![CDATA[<div id="toc" style="background: #f9f9f9;border: 1px solid #aaa;display: table;margin-bottom: 1em;padding: 1em;width: 350px;">
<p class="toctitle" style="font-weight: 700;text-align: center;">Основные темы статьи</p>
<ul class="toc_list">
<li><a href="#toc-0">Что такое Pivot Points?</a></li>
<li><a href="#toc-1">Камарилья точки Пивот</a></li>
<li><a href="#toc-2">Индикатор Rsi</a></li>
<li><a href="#toc-3">Индикатор Пивотных уровней (Pivot Point)</a></li>
<li><a href="#toc-4">Что такое уровни Пивот?</a></li>
<li><a href="#toc-5">Индикатор точки Пивот (Pivot Point): что это такое и как его использовать?</a></li>
<li><a href="#toc-7">Pivot Points: как использовать точки Пивот в трейдинге</a></li>
</ul>
</div>
<p>Если вспомнить историю появления этих Пивотных точек, то она как описывают источники уходит “корнями” аж в 1934 год! Изначально под точками пивот в трейдинге понимались места на графике, где тренд менял направление с медвежьего на бычий. Но со временем точками пивот стали называть любые места излома тренда, так как в практике работы на бирже все большее значение начала набирать торговля в шорт.</p>
<p>Применим для любого типа биржи, но большой популярностью пользуется у трейдеров, которые работают на рынке Форекс. Подобным образом его часто применяют трейдеры, которые выбрали для себя безиндикаторную торговую систему.</p>
<p>Внутридневные трейдеры, как правило, полагаются на дневные уровни разворота, которые рассчитываются на основе максимума, минимума и закрытия предыдущего дня. Эти трейдеры обычно торгуют на краткосрочных таймфреймах, таких, как 5, 10 или 15 минутные интервалы.</p>
<p>Кроме того, опорные точки помогают трейдерам оценить настроение рынка в течение определенного промежутка времени. Наша цель была достигнута и мы закрылись с прибылью, это в случае если своей целью вы выбрали бы уровень PP, а если вашей целью был уровень R1, то вы бы всё ещё находились в сделке.</p>
<p><iframe width="500" height="281" src="https://www.youtube.com/embed/YnB5wpWvaK0?feature=oembed" frameborder="0" allow="accelerometer; autoplay; clipboard-write; encrypted-media; gyroscope; picture-in-picture" allowfullscreen></iframe></p>
<p>В дословном переводе слово «pivot» означает разворот. На рынках именно так называют разворотную точку Pivot Points.</p>
<p>В современном понимании точки пивот – это ценовые уровни, у которых происходит изменение текущей тенденции или как минимум её остановка. В случае диапазонной торговли делается ставка на то, что уровень не будет пробит <a href="https://t.me/investarena_analytics">Форекс телеграмм</a> и цена от него отскочит. В торговле на пробой уровня, напротив ожидается сильное ценовое движение после того как рассматриваемый уровень будет пробит. Алгоритм расчета и построение графика поймет даже школьник!</p>
<p>Главное при работает с точками пивот понимать, что это производные от цены, поэтому раз в день эти уровни будут меняться. Старайтесь торговать бинарными опционами только внутри дня. Индикатор точки пивот отлично помогает находить точки разворота трендов и коррекций, например можно сочетать его с уровнями Фибоначчи и более очно узнать окончание коррекции. Пробуйте, торгуйте, индикатор крайне легок в применении и понимании.</p>
<p>Тем не менее, индикатор является очень точным и универсальным. <a href="http://ebimourao.drealentejo.pt/?p=22097">http://ebimourao.drealentejo.pt/?p=22097</a> Наилучшие результаты показывает при торговле внутри дня!</p>
<p>Но чтобы вам избежать убытка во время резкого разворота цены, пока вы ждёте достижения своей цели R1, стоит перенести ваш ордер Стоп Лосс в зону прибыли (чуть выше уровня S1). В этом случае, если цена пойдёт вниз, то вы заработаете меньше, чем рассчитывали, но главное, что ничего не потеряете.</p>
<h2 id="toc-0">Что такое Pivot Points?</h2>
<p><iframe width="500" height="281" src="https://www.youtube.com/embed/7dS97abSfN0?feature=oembed" frameborder="0" allow="accelerometer; autoplay; clipboard-write; encrypted-media; gyroscope; picture-in-picture" allowfullscreen></iframe></p>
<p>Ниже постараемся максимально просто объяснить, как торговать по Pivot Points, чтобы получить максимум от этого просто и в тоже время эффективного инструмента. Похожая ситуация и с работой на пробой линии сопротивления.</p>
<h2 id="toc-1">Камарилья точки Пивот</h2>
<p>Специфика данного примера в торговле на тайм-фрейме M15, используя дневной индикатор пивот-уровней, позволяющий эффективно <a href="https://www.google.com/search?q=точка пивот это">точка пивот это в поиске гугл</a> анализировать рынок. Открытие произошло у №1 ниже pivot, следовательно, торговля будет вестись на продажу.</p>
<h2 id="toc-2">Индикатор Rsi</h2>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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sq/hrJOMHSVxjVN1Of8ANvJfyutnFOLbtZZ5ORRV3Sb691/Y+UUKkwCDMgAER+mw29/XrGkj8O/hA5HiPgPlz1+hF3/kvskXXMTtNk3t4qaSiepmq2kpKyzN1r/o6k6dfftvNIdSV6jKWxpCkJMyFKxi/wD8l/fXWl0/Z3215fzBcqd4orWa6hNE1TAagQpbTlQsL1CAgtgEBZKgRpXYsocrOHgkAiCAABBjoDyNvZ+sjBpIidoA6cDxP10+HTmZf5PD7Rlnq/QsvUmW83vMrKK1NmuyUCiWUoWlDpqwwNSkLCglGohMFQSFoK9PZw7C+2fIDNxrc49leabVR2l8s1de/a3vQ0L7wNg+khJZUkr0pSpKylRUnSSCDgYME0nrt47cDx+vDp0AgkwBB9Xpx4Hj3fUYcIVtCfCNuu3l9flGhWwCSNhvx1MezbnwnAEQCAQdjvx0J25+A6c+OAJOwn8RAJAP1In8zzwwCpkJOyttun1t88QEEAeqYgA7dAYPyj2x7sAQlJME9SP3THgfcQcQlOw3HABJHhMk7e72c4bQo8pMmBMb7Awf0nBpKpEc9N9pkn3Hx8fkAukn4kERwYmPP2/RAmd9uJ48T+vt4+OHKVHcpUZ523IPT5AfWwEqkKgkzM6eTH5ce8YAQiN1K4O53PB3+v4Tg0lPJAIAPB6HfpxxhglQAgEQB49AfzG0/wCmJKVD9zaZiNvD8vywAhQZKdXMo469D+c+34q4gLSYUlMqnfYcRHHTFUpWAYSokSJ8+h+HJ/64R5uUFOlQGoRpTOwEYAqCDBEbe/2e3ffzwbAcDYeI+umKulJmRM+ODSBHO3ngCmBEbeHT2eW2IA49Xw6ezy+vyqBCB+7x44NCBwkfD68BgCmBx6vh09nl9fkAADoIAkxxx5c7fWwxU0IHCR8PrwGLhl/Ld+zVdqewZWsVwvFzqdfo9FQUy6h93SkrVpbQCpUJSpRgbAE8TgC2AdYiNoI8eNzzvvtiNgOBsPEfXTHQdj+xD2x1zfe3+pyxlttxCV0i6y6empq06lBRbNvTUgBKkx+00STCdWlWnNrV/Jx9qKq5pWYM2Wxq3yrvlWu23KqqhsdOhp9inbV6xE6nUQmSNRASccyJPCn7GcjAJAggaRztG3hHtjbBHAOx2BMDnnp7f1x3G3/JooVTIqldrF1YPeFtTdTlenYWj1ZCyHLimQqFAESZSriMIn+TZpA4Wk9slRKUhX/cdDMEn/8A056YxzIz4GR9jh4wQSQOCennPTz+uvZv2OMt5O7LsrHtzzwxUv3G5VTTdnNBSrcctFGiq0CuqalpaxSU1S+zUUagtkvOJbeSzrSp1J9Z/k6LSjZzttdQsHToVaaDVrCdRR/3p+ICCfIz44xftPXm7K3bw5V0Ve/l82K30dqsDdrv3pSrfbKalFK33S2nnVUyXQhbxYW4VJ9IVqLhV3i8OSrY3hglzesjsu5Va86Ui88ZeVZKxC1OOVtXUE1Gim7xpdOxSu1brlGysqWtKu+Q06hDmoUyTCFeTMlFf80tvu3GirKWjudYXu5zdWV1KLa84k6u4UXEUy2myVaBp72NQ7spTONaU2dUZZTbLDW2RVFdqZlNdd6rL9Qi0vpuC0qAZIbbLSQ1TuJaW2GUKQ8Kj1vWWXM5y52mOtOmtos5XyjrHkd0FXK309wU0mdkLrFQ6WtQCyEterJhKzuqNtF6GOa3RdrW1e8i0i3LlQv1tuo1tlK7TaE0dNUpCNDbguSUoeCh3iwFgK1gkailwnEUtRRZoNJcaq319KihLjTl8u74uurkhoofU20YStStCELcMJKUzJxln86EW2polUf81HrwaVDrz6g+mrV3oKkqbqqpJA/YLbjvVGDKYOyTc28xUlWdVyy3Q3Er9Yprc009S3q/phpSi2lXP4EiASBAMYxt0s2V9eXf4pfZ7Gu8zZ6cyTlevvtjz5UV1TSSlhNUisapaRPeaEu+iU6VJ7lv1XSAogMhSe5KgE41zdO1nL1hvTNyvOYkVybfVGtfudTYKlD1TdlpV3JeU7RoLnct/tQ0oJS2oUJaBQyUJ6VprTZbq5NbkqtohoWpTFPY2Gm9KUlWjvFJLhUfwhSSiTpgJO+NA/aL7OuxrKVoyjcl5Tulhs9XnW2ova6+41TNEKDunA8Icf7tkBptICkhGhCIBSkRj0no6tJqMq0uoU05N04Vb29jXVb113fRVZU1MpQXNBJ/Gv7V1Nddi/2uMuXbtY7RsuXK+Nu2iqu9GigqU2hTxl2jaYW01TinKkpZqaYuhsAJcccWYJUVqzjsr7QrvkPNLGQXre83lyrWldgN5tnoDdC6ppkpZZeqWm0pdX3bjiSRClHWovuvKI+dX2WlDM+f80Wy9pS+m4Zcu11U7JbW3V0rK6ltxGkRupCm1JUkpKHVxpVocR9gqvsN7MruhLtQzcXQwlpa6d/Md7e3bWnutLhqREaW9PqEpIBEwMe49OuBcK9FNWtGnPlyQimvVf8AJGMVPt61pt+25LZOinodTm1kfEcVs/Y+97f2+h7aiozLfWltVmZrXWU1QgoFCivV6YhKhC0hNECh0x1UhYgaihIKk48VDfbJSOejozOhqmAL6aenpn6VoL2BQXaUMFSlBKTqUwoJGwmDqyNvLGTEb1GWaXu+VBiuqVqPhAUlIO/iR+mLjVWPLNY4mtay1WtvFIBfTRtulwTMqDgWlSiTJWRrP9LnHyL5nYcUtnFpfJfqa3uDyUWpNlrLa9SZZcaNPVU1Mtispa1ZZDZQ8unLBUVIClLSpxWqRKdMY8lFlbMVHT111sGdL7lKprrK8xaWbVWPVVIw849TuNdzbLoV06u7S33aEUpQkNOvISApbCkbRVaqe292/Q2ivcLiZUG6VNK7Ekae8pwgpG2opUFA+rxzjwVTNsNQ9XJsdpSp5anXRU1NPUtqWoypRBSXOv4UKAkbJO4Obce5h445VVfdfrZoPNf2Wuz/ALXHbhXZxyjlwFVKusbzjlsVdmqKr14DLzNUp1hVU7Ueka6lxVSotpGtLanWlj529sPZde+x7tBvORb22+tNBVPt0Va5Tdym4UyXXG0VDafWGlRQoQFK0qStJJKVY+wN7uYpgzXJu1QttTaW2/Q1LS9IH7RCqhwFwJCyVBJ17ESEyk45E+31lL+e3Z1Ye0q30NKw9kx0Weu0oaS8uifIFOpx5S0rdKXE6UtNoVBcfcOgGMbxnboq59K4Q8RLz7zgYjn1fHp7fL6/MI59Xx6e3y+vzqaEf0Rg0IPKR8PrxOJSiIUgzI6xwOpI6jz+usSCQZBJ8YO+3nxwcVdKegj2Yr262V13r6a0Wqhqa6trXkU9NS07anXX3VkJQ2hCZKlKJACQCSSOuAL12ddnWZu0/M9NlXKlEHalzSt55YJapWtaUd44UJUqNSkJCUpUta1obbStxaEHt7sv/kxsp3Npuuz/ANp1/qB6E2X6K22JdsLNWrSTofrEKLzadK0/7lCjKVHR+E+DsI7JLZl6iTlpVW1V2izXI1V6vFMtJRc6qA2BTqAhxpCUOppdepR72oePdJeW211FYWwxRG+3NKaajpkhplloaQkHUUtoBmP3iVGT+JR1KO8MstOkdDDofEhzSdGq/wD2XP2f4j+d/aB/z9D8P/hPLGDZ8+xT9i3sxshv3aF2u55sFMpammkVz9O3U1JSUJWWKc0PfPhJeRqU2hQSFSSADi7/AGle3ykyDRIqryx39wrWddmsiitv0lszpfdghaKQGZWCFvKlDage9eZ4P7Tu07Nva5m1/OGcKttdQtCaelpadHdUtBSonuqWmakhtlAJhO5JJUoqUpSjJGTlvRWz4oYXyqVsx/MYy8MxXP8Amp6eLJ6a992/ePd+l+id4otF7R6neaAnVp21ao2jFsUCUQnUNxOnbeNxIH6YraEgACQAI5OAoSZJnfwJGNiAbBgwYAMGDBgDNOyLItH2g5zbtF3qKmmtFJSVNxuNQxCSlllpSkNd4oFDSn3e5pkOKCgHKhv1XCQhX05yB2I5RytRv5eyLaqBbQVpuFppmlUDba21k6atSnXH64ocUsoKqhaWlSEHQoJxx19jbK2U7tQOXKvzHTU1e1mqjfrqWppVhl+gorfXVqaFxxGouoq1srdLXdqbR9094vU56O2vtYWyspsq0i6IsZxrqoruq7Y28pty8vpWptlnXUN6Ut95qLq1iQhbqikhAJim3dF7SxSi591587r6FyqO1HKmRBbaO+3yhtdHdnWS3U1NXS2GjW0SCuop1PraNSEIUnWlttR9ZEn8E6ir/tq9hlBW1bluzbll+1MIecZ7u2Xh65VAShRbQltVMwxrWoJTCnkJTq3WYk/N3MOY8wZuvNTmHNN7r7vdKwpL9ZXVK333dKQlOpayVGEpSkSdgkDgYt2MrGu5pLWZLbjsfQ5X8op2WlD7TNJmanQ+ytuW8q06lAkSnZ26LQU6gnUCmSnUAUkhQsrn8oDlhQJbzRmZKyISs5AtpKdxIH/vHgx9RjgvFwy9YLtmu/2zK9gpPSrneKxmgomO8SjvX3VhDaNSyEplSgJUQBO5AxnkiR/icvVv8j6LWz7Q9BmHJtuzB/2iCyHNtTV0tlob1kCgpFXcUIYFQ6l92tTRhpHfoTLr7ZUttxtuVgIxpzJ1Fma69qtfnbtcy2zRV9l032829+0JpGyhAaDVOacpBSH3HKdonQT+2LigsBROi88XO05y7Z7tT5VNOcpZJCcmZYdp3ad1L1voVuIVV96w2hDyqmoXU1SlwZVUEaiADjp3KGY73k7sxs1odcauDN9cqF+gXJPpLLVqQ6kBDE7sJeqm6kuaFJc1UrCwUQlStJUuhbxOc1cu54beupqKpdbXVTz79W8t51x5RWtx1RKlKUsySSdRJPJPONj5JtLF1vtvttUpaKV6pbTUrTALbAMuuSQQAlGpRJEAAk7Ti02m75PrkoNxyKKJSACkWe5PMgk7kL9J9I1RAjToiTOqRp2HlO15Vp7ddLpbsx1bbiacUTVRX23umm3KiQR+yceUSphFQn8ECZlJ04iq2X1Ko9DwVFweu9yrbtUpbS9WVDlQ4luQkKWoqMAk7SdsXWkEKSCevM/9cLS5badQlu35ks1a5MlAecp4T46qhLaT02B1b8bEi802V7xMMppalz/+KkrmX3FeMIbWpR2k7AwAT0nGjTbLEZwW10XaxS1bbo+uQhbLVOk+LinULA96Wlnw28wDzj9vy4Gi+z7UFtr0h0VyFLaSr1kMrbXTqePPqJXUsgnjU4hMgqGOn7fl+/NWF9lyy3BK3qxlSEejLkpQhzUSI2EuJ55kxMGNQdvuQ6PNb9mylnSwVL9ou1OmnrKd3vWe9ZN8sgUNSClSeQJSQdxvj0nohnhpOOaXUZU3GEk3XWlbddN696KeurJpssItW+n2PmD9mG9U1j7XGX627NW9ipsOYaJS3Xw0h1b1nq22miSQFFbqm0pT+8spABJGPvLS1dUth1SqlxUI2VqP9JO/ljhntb+xn9mzIlhob9lXs3FDcGHK95L33xXuwtm011U0dLj6k+q8wyrjfRBkEg9xUZ1NOo31FBAnyUCep6A49R+0P0v4d6b/AIPi/DYzjGUZqpqKbSltJcspbS6rfpXe0udwzQz0UZ4stPdPb/VIldXV6TpqXQTsDrO2LLWKUvWtZJKjJJ6+eLutCh6qgpJIB8D4g4t7tM6+pSGGFLJSTpQkmPdHsx8zds7uNRjuti31YLtqSE/8F86gRzrSNMf4ap9o91idE7Rxx7cZQ1bLgtmppl0FSO8aJRqZVpCkkKnjnSFAf2o64szlnrwR3jTbBj8L7qGVe2FkGPPjY4NM3jkgrVotqmxVWWrpgDNKpNU2VGIQohC/eSWueiTuOuNChtVzRX5cvzBdtN/pHLZXNCrXSh1hwjU2p1HrNtqKQhahuG1LjeMZpSUlNQ17L9bdaJtGopfbBW4VNqkLSFISUmUE8KkTyDix3tizWSseovQjcnWnVNKVUBTbQgkGEtq1cjZRXG8aZg4yrW5HNxncKu/P+vzPkr2hZGvvZnni95BzKwWrlYq1yjePdrQl0JPquoC0pUW3E6VoUQNSFpPBxj2Osvt85CCL9l/tko0VDiszsqob0pNM8tpmupwEtqcqFKU33jzYUUspCAhunEJIOrHJuLidqzzM4PHJxfYMb2+zPYn7cLp2jNMNqrm328v2dNTTpcaUqobcNc8EOBTdQG6YCncaUhSQLm2slKg3r1DlDKGZs/Zmt2TsnWaout5urwYpKRgDU4qCSSTASlKQVKWohKUpUpRABI717HOy612e4ZTt1qbprhZcpUlQ3cHWn01NPcLsyp6oq3SA2hOio7pLbLpCyulYp9SippbTeJukS6eHPPfojfWVMr2R0t2GooE242kd/VeioR3Iqyy36YS2AAn9o2ofsyGwltIQjfUdXfac+0fZOxVq1oZtlDmSvuDVQq1Wrv1N0zAQNIqaxKkpccbLsAJQAl0tPJ7xvutJ3AwpywZLrLnVuqXV3A92XFrOtZV6y1SdzIEH/wATfnf5m/a4ze9mntyvluC3fRcp6ct07biEp7tdMVCq0kbqQusVVOJUo6tLiRCQAhMGNcztnR1c3gxqMX7v1fn3ms835vzNn7M1xzjnG81F1vN1eL9XVvkanFQAAAICUpSAlKEgJSlKUpAAAFnwYMWTjhgwYMASAIknE6QOSYB5/P24ZMQDMgc7x4kjBEeUAGYj9eYwAmnbnp7vqMEDmZHPQbYqAA76PYAJIB/PywcCeSZkjeSBvv798AdF/YseuFzzTdMo0paTTu1Vkub6tP7RbZuLVqqGZJ9VC6G9V6SUgLSvulJUnSQrurserq6+ZIsOYKGpapnaVmtoGapxSUttKU3qaWrXsSF1CiRvKUbJMGflp2W5/uPZX2g2XPttQ64u1VBLzTT5YcfploLT7KHYKmlLaccQHEjWjUFJhQBH0fyd2hVF3rbRfrhmaoumW8709N6PW1TgKqWsDGpKnFpWptlKnV1GppKtDbjdcyhBFMlwxZF3L2jmrcH3PnL2v5FX2a9p2YskpZq26e217qaJNW6hyoNKs62C8W/V70tKQFpEaV6kkJIIGHAnaVEcEHcfUY+g323uwi456yOx2wWZpRu+WUGhudEWqhx+pYEuLU2BKR3PrvKlKZLtUpSpShJ+fcCD6sAieD/Hp+uN4vmVlXNj8KbiLvwQdzEb+PAxsvsczJQdmNBm7tsvLN6W1lq0O2y2m03UW6pVdbm05TIDdQWnlNLTSC4voc7vSlylQCqVJSvWwT0KN9gQBPu+X1vjJe14JsPYXkPK1KQTm6qqcyVzrQ0d8DWLt7DC0j/edyKKqcQo/h9PdSlKfWU5lujWKtmzux3sNqbxTW1vsjq6nN1C+W2EpXTM0dzYcJAUqqow86WW9RSe/C1sQ42FOpc1No3NmSut93zZWOWioL9spe6t1ufKFJU7R0zaKancWCAdammkKVsn1iqEp4GtPs40wtjV5zShILmXLK7V06Rsr0h5xqjadQrltbK6tD6VATqYAGkkKTtqz9pOaq7SMwVNPmAKhC13mlbrH1N7y2mocBfbRzAbcSQVKUnSok4gkdXCmuh6rWgACAIj4Y2QEi25Ut1CmA5dXF3F0jcLabUphkb8KSpNUTAghxEkmAnH7Zeco10en5JFJpI0fdVwdZ1Tzr9I7+eBGnTyZ1SIzzMVHlNN5es384Lgy7akItaULtqRTpcZAQtcpeKkoW4FuEpQVStRhSiZ0otqXrJNefkWWkBCUAkjzmNsXqkMLB93OIpbDQnSmnzdZnXOEIAqUaj0GpbSUj2qUAOpAxdqbLVzSR+3tm3hdaU7f4mI6ZYjkj3ZeEFSbBb21ylSqqqcCTsSgpaAVHhqSsT4pI6HGve0VxxGb8oONrUlSVslKkmCD9+WTj342jU2C+mktCRZa8lukWhYFMuUq794wdtjBB9hGNbdpVquqc8ZLtyrbVCsrFE0zBZV3j3dXa0PO6ExKtDTbjioBhCFKMBJOOxwJNcQxv4/4WVdROL08lfmy9faFrauqsWVrIuqdi+5iFi1lZPcm4W6spC9pn1tHpBXp21QU6hMje9HV1LhOqpcVCF/vnkJMH9caG7f6aqZT2bLep3UI/7RLIkKUggagHQRv12+WN425YUtQ1z+zcO5k/hPmcczhrf+znDP+X/lNXGDyZWku35FdVTUgwKtw7A7LOLfX1FQ7CHX3FpBJAUTE+/Hqx56mhrVKOmjeMHo2r+H1ONHbRYioQe9Fso3A3Xs94tKULcDbhUYGhWyt+mxPh7sWOpQtpxba0FKknSoKEEEcz54vj9ruW8W6qO87NKP6b4oXm11jte88UtNF8h7S88hsjWAogBZBIBJTMcpPsGKdE3iQUuq3X5f/TG6kCZgAzPHOKGZGU1LNFXK9fv6ZLawIKUraJQAPPSltRH/AMwO0jF2qLY0kRUXeiZWOUanFx720KSenB+e2IcZsdRZqphx2sqkUhFUEKaQx6qiltaQrUvkqbO6T+AgRJOCRiU1s15vyjQ3b7kVntB7E852h0UHptjozme2vVi1J7g0iSupQzpP+8dY7wbgpOhMgEBxHDOX/s/9tOZWqKst3ZnmBq33FlNRT3OvozQ29bSka0uGrqNDCUqBGglYCypITJUAfplVZucslzp68PO2y2MKIrWLeos98wqQoKcJ1qUAV6SpwaCuQUwIsyeyu/emVKcwU7DdSmodNVU1FSn/AGs6lEupSuXnEKURuEyoqIAJxLDJyxpHN1Gk8bLzSdWc+9mHYHeexyxttVdyp3sy50tq0XF621yX6Zm2LUiLeHEnStanmXPSFJ1phppCF6VPd51H2dZGby9TCgTSsB98By498kFSEIUoCnIHSFJWreQrRshbcm95Ryfa6PXZ3D6Y4hwvsIRS6WG6jQsA/tFatCiEFQ7sBRS3JUlMm+V9a3Yad51yo7xumSX6nvQFF51X4EE9ZVuoEyUpWRuCcayk5OyfDhjijy10+5h3bjnNns2yVU50ZW23TZaoH7nTqqEFxHp4DYpGnEt+sptb7lEhRTBh9RKkAEo+QHO23h+IbTxjsT7avbBXfdFJ2W0F0e769ut3u/oQ6qQwjV6Gw7pWDqWVO1CkOJIKTROJUN8cfRBEiI55EDeR84+t58apWcrWZOfJXsKemYKevHmfDBp5OoQDE74cAASoDgSY6fxxOnxG8dem0b/p9RIVCnoMkE8c7HbEERE9ROKpgQSnjcA7eJ4J4P15osAARwCRxgCoEqgTAMHZU9OZ23AjjEhJnZXJlJ33Mjf64xKUkJB0kCAY8gJPx236YNKx+6SoHjxIG498++MALpGx2gjYEf8Aze/6ODRsNxBgcETzHSSPrzw+kjYAkcc8jePjx/rg0L3hKiY8OT/oY+MYAQjTJ1RAKvwwfD5Gcb4+zZ245cyQpXZl2rMPu5AuleqvVU0aB6VZrgUJaFa3CSpYAS3qEFYSmE6kqeZf0VpI8dIkyBHq7H/TzxGlfBBCvIfvbfpx74w6mU3F2j66Ze7QK+rr7VYr8mzs3BdE0i0vWiqddtl3pkpQoCndX+0UtOtC0kwpQU0tBAW0p3lL7U32Nrm0472q9jlhNRb7hVIbuFio0hx1qpd5cpGkgFaSowpltPqkhTYCFKaptH9j3bfV5IfRljPH3re8j1SO5doWash+0kOKcRW24q9Rl9tTrigmO7dDrqFiHCpP0My12p5dosg267XjPFJmaz17y0vZqo6VxVG2ptthLYuLKe+TSvuqq/VadJUVJaKkJdU5oipwdovLJDUwUJbPz587fJrRrGniSekx16fX6bp+0Zmmy2bN1tyD2k5ORmWgyi1aMtek0te5RV1BUUNKzS1HoNTpW2addSwpYbqKd0aFuKQindecXjtHtr+zP2ddujT+aKmpTaL9VNocbvrLwqlOoZG6CouIp6loJ1gqW4HUaWgXilIYHF/26OznOVozHm7Nl2sikU1TeX31VdIHXaRmrcWp8U3fLbbUHAmVBK0IUtGl1CS2tC1Z5uboReC8TfN8jb2VMgJZ7J6CiyJmK2X4Zkuv3l3L7qKCuUxStqao0tUr6krddW5U1zbiac1KC4ylDbilJVqrHL9/y3VtUGY7HcLVUrQl1LNdTLYWpGogKCVgGCUkAxGx8MazXc+6yX2XULpDdSzlELfp1GFsh6519QyVpO6dbDzLqSR6zbraxKVAnYmSM/5psVGaC0Zir6eiddLr1El9RpXlEAK7xknu3AQlIUFJIUNiCNsRy6l3C3Vo2N2eUVLcsz2mjr2Q5ROVbRrJJSlNOlcuqUoEFKQ2FqUqRABMiMXhVwqbncam4Vz5dqax1b7ytISFLUSpSoEASSdgIxW7Ps5N11RcLnd8r2J0UVqrC9VNUyqQoQ40plDfd0ym21BTryEFWgrhwnUAkFNejueRNlJy/fhHIN6aMe3/AGbGjRahJ8z2K9IvUkEng787YvNK5+EzHv8A1xRpWMmfu5gu5nibS1/+Ti601ptoE/zxtJPM6Kv/ANHEbRYWReUy/wB4cKbiyZ29Bouv/wDWaxrrOCye2zsq9bg3yCOn+yJxsO4IYuV1CrbebJUU7rQ9AUi8UpNRStJQhDqf2kkFPdkkCJUOJAxo/tDypndz7SmUL/lV61CrttrDCfS7i16G+p1u4rDDhQslGtFM6A8EqLSglRSsK7p3q8FnH8bytpKUMytvZXhyV9dl8zm6vWQhjxRhUuaUVs+n9X5L72bK7WXlLzfkppa9TTT9JWoQTKW6hF5syEugdFht55AVyEurEwozvi23KrcqWmV1S1JcVpkrJ2O3M+e3njlLtd7SbXSZ6yrQXLL2baeuZYoVVFM1luure7Wu52R7u0vUjTrD6khBQSw44nvIQFFSkhW3LZ215cpqxhT+VO0wNocSon/s0zGYhQk//A414XwvXz9HOGeHhm14faLa3UadpVT7PuSTzYPFy88le3Vr2G0jdKn92oc3BIJcPx/P4YttQ9qlZJIHEn6jpjX6+23K6EKcXlXtMAA1KKuzXMQj2n0HFve7fskqH/cnaCAPHs7zB/8AhYw+EcS76ef/AGS/QtY82n/plH6ozypdUN9RBPJjFK6KJYoFqnWungk8mHHAJPkEge4Y81oq6XNNkt+ZLJW0lRbrrSs1tI8ahDZcZdQFoUULIUmUqBhQBG4IBx76ygKLPTJqK6jYCal46lPBwE6W9h3eozsem208iebHdWizlahNRls06a799qMefVMcyfmPqMPaz31W7byJFayunSn+m4RLSZ6ftA319u04rrp7O0YqLutZJ2NNS6kx0B1lBn3Rxv4eZu52WgqWqujo6xx+mWHGnHH0BClpMgqQESBIEpCuNtXXGUqe5rOXNGop+fiYTeLbV3F8W2129Vc/WK0qYDXegoA9clIgq9UAdfHocZK5c7dRLtiapxt6quVtp6o1HetvMio0KZWUvoWe+U4pp1RKZ2KlKCSTr8ueroujq7hY6RSaOhaqlM90ySgOaHISFqnU4ZEjUTBJAgbYwe/do9+yvl6wLp6lmlplIraQvoYbTWIqG3VPFKXtlJb7qrZSNBkkOgwN1ZS6ognKVxmjcNTc66i1pq22LLToWorFZIcVqmHEpH7VQOqCoJUJB3ASo4wPto7QrJbrP/OS7PVjGXKSjVeri4yAalTSqoU6+7RuA4453bTaSSkFSFLUkd4pOpcw5ppMo1VOx2l5kpck0rq0pi8U7prShSp7xuhaQqoWj1HdLpbS0VIUjvUq2POHbz9oRjtLyxa+z7K1PdTZbXcV3J6tubbKH653uwGEhpGs07bPe1YCUvuJWX1LOkkJTJDG316FPUauMF6ruRqjPGbbv2gZuuucb8tv0y61S31IaC+5YQdkMMhZUUNNoCW0IJOhCEgbDFi0TBgAnn1dgfePLf6GHCVD8CSY3TtzG4J90jBojbTI3G/UD/UDyjy2snGEKZBJ8zG/hvMjnbnx+QUeJEAyYBAnfy8jhtKhBUkyIUdvKPcSY+E4CkgHUmedW3IBH/QeUYAXQQDyB19Uj6MdPP24V0bSTJn8+CfPFUpVO4JIJmByraflv7PkrqHCNOlRIUeJMePz4wA0DTGnaIPkIn48+8e3DbzMAmSeNp+HB+Z4xMAAEDgRHuHnPP5ezEkJ3J6yZAPHOofXXzwAgEdCIjnnbjpyOuAgRwAQDG3B592/w384eE/0QnqY/dA5H11M4ggAEFPCTIHQTuPcIAwApCTO20nYeG2w28SCMTuDJAkEk7bSPxdOD+eG/eMwTJ3AJkyN+fL5YgJREECIA2jjY/mf9dsAV7dRora1mjW4tvvSEJKWwpRXEoABgSTA3IAnc4zPI2Ysydmt/ZzNkHPldY7k2oJD1HUUyQ4gOJX3bifSNLrZU2gltYUhUbpI2GCkAjhMxJ6jeNX5/QxlLV1VV0wr6q81rK1uaHQK5xtOvciEpQvTI3G43CgAAMDJ0p2fdvuW1UDNvvFwsuTbsvu3VVbFuaXl67IapghKamjafUuhf71nSKm3oTBqHiGhGvF37eGM0VlDbO1C22qw0rt6payyP+iVdFmGzXpujcSgPNJUlbDlLoTShtp9tLiHaVRWgrQl9zlunuFNVN+hov8AWLcUdbX+3valE8pnuRMgEgbmRtGoztjsA7YLHlyqquz3N9S1d8vZkqWtCLndKhVNQ1oBS29CgyhtCtSUuOhba0oSlWsoStl3WUfYT48tNKXQ8uc80djS73lE3+25jyc9e8pWt+jctzjdzpQ3QNm1LpkUb6mnGgHbc6UuLrahZaDalDU6oNZhlrLNnuiUOZR7RcuXUqGtNNVvrtdQ214umrSin7wSlKkNPumVHSVpSV4yPt0+y3Q9o+T7a3lipb+9cpVFVT1DF5qGLdUUFC66HGG0uOLS04lupdqwp0926V1KAUBOgJ5kuOV+1bsQfY/7RMp3eks1TUikoL8qlV931rhBUhCKgfslqUlKlJKFFK0pKkEiY0a5tyeE3jlytnZeV7FmHLdgzWq+2eqpGqmyIVSvuIliqSLjQytl0Sh5EKSQtClJIUCCQQT4rdWzpg7gbefljBewntOu9NY85s5ev1bR1bliRUMN0lSptx1bNbTKWpIQQVFFP6SokfhbDp2TqxlFs7ac21IH3rexeIjR97stXEtzz3fpCV6J2nTGqBPAiJou45vcyz0pKqB9EylTS48jHGPan7ptwT6dQU5ZKtKXe5SrTsSAocnjY7z18TakdoVPdqR5m4Zbsj1U+0ppFS1TmlU0CIEIp1NtEgkkFSFEzBJAAF4TmHLF0uVuVcrG5Q29txbda1bH1kuNqQQFI74uEKBJn1oUCAAggqPI10YqTltzVGrW27d37kt38PacLjEoLJLLyrnSgouSTirlLmbuvVS3l06bO6PPS2a1UWdcyBu1s0NC5damjtSay2KaU1TB5xYQltaQEHUtQTq30ttjRizP1tJY+3bL2XqKjDYrqZqvce1wAtli5II0xHrd+DtAGmAN9uM6L7R3bPlHNzlNequ6OWiw3hIudhr2mm6pLSF927TLW+246wopSptRghta/wAMkA9U110oLpnKx5zo/vtiopbxZLc2qttwbqqe2VFOV1AqWi6tCHgurS2fWiQIKDOp6MxwS12LHlik5eJFduWUsOTlT/6n27KqeyfluD6rS45ae4KM1kW9bxuEpOPVq3ulVOkk+xtftMqvT+0/L1jpR+1ploZWpRhDYTW01U2VdSVtWmrA0g+ulIVpCgcbfy5c1OXq3NlwkKqmhsf/AJxjR9FXWHMPbreLuu6Vop7ZQejOt+goIQ8sNvU74SXoClJqa9oQSUpbMq/baRtvK9TlpeYbWmnvFwW76YxoSqhbSFK1iASHjAnrBjzx3Fp56Dh2h0E+uPFC/wDikk38ule6n3s+lQmpLJP2tro+2x7/AL3c3giMIq4qVvM+04tQq8s9b5cwBvvbkf8ArYn0nK55vVwPP/7cj/1sVaLiyR9/0ZjfY7Vkdj+RkqdgDLVsAHspW8Zx6QldgfURq9GrGg30094hev2z3SPhtyca77Hq/LdN2R5IL71dVOjLlsStlKUMBKvRW5IcleoDiNAmZkRBzw3jLbOXHXl2+vS1U1iEtp9ORqWptCtZB7qAEh1GxG+sQfVOI9Ov4cfgvyLnFpv8bmpf1y/xMtr1RtLi8eGoqhyZCRwPHA/nOiZlyky/a2XgYS4Q67H911akH3pPiN4OPPbM6Xu63y32ahuwtiq+qZplOULKKc+usJBUGgjXEyAeJMEScSpWUpZGldefuevPFreqLzdK+rr6G30L9U883UVNRpK2lLOlxDaZdWhUiFoQodZgEjmL7VPa9c8gW3KOUuzK/XK2VNe1XX2pujdOwxVd068inbDD6ZepVTQVCVhtwBaFI1KUFltvambbxmbtBvF6u9lt7zzTZerat96oSimoGAlawXqlwpaaQlttQCllIhEDwxxH275opc49rWY7xb3kP21t9u32yoShaDU0FM03TUjxCoha2WGlq2AKlKISkGBPiju2cjW5GoKF7mEXG5XG8V1RdrvX1NdW1jqqmoqahxTjrzq16luLUrdS1KJMncySTigUyobQZInw9YcT4ThoGrUQPxFR29gP+n0RKRAkbeqCY6dPbPHv+M5yxBpInSnxiBtO8b8QN/bgHnBI593PTqOes4cdDHIB56ztv5mBPliCBBETyABudjvyeZHywAsAEDgyJnkckdNvy/Q0yIKYkAER4nccdORhzG8gRCiYnr7+DziCAJlI2O+3BiYG/Hj/AA4AU/0iATuem54+BG/uOFWhJATIEEiduntPn9c4qEATwIPTpzxvxt8vLaHdKUnWnYEDxg77Dfz+ugDgAaYJ2AjjjoOfb7/hghKf3uI8N4JPj9fHDQT02IkiDG/1v8cSArgz0HJ8539mAF0gcGdPs5n2+Xx8MATBAEmDI29/1PUYkhUEkHiDO/10464NJmADzz5/Xu6YAXSNPJIiOORztvyf0xJSYJ1E6ZMjYA/Hp+vtwwBJ2SQOPAx9e/EaVeHrHaY8pO/MfrgCCEyZO0nqOJJI58vrfFysVzXbKlSO+UlmoSGnDrUAj1jC/UUCYPSZIkTuTi3wo77wT5/x88ELkTM8g/D6I+GALivMueULU2ezy/ylRTs/qE+0VUEeY2x6KvMmcVUzVe1kS/an1rS4wHSHGykJOqBUgBKtR0xuClQjYFT0CBdGERR0zlQwlKF9736lKSAQkgNHgABJlO2xJJVA99NbHEamXbXTdw6RrCWa0nkwoAjke7YkSAZwBursA+1RnWnvNsyF2v5Ruz2Tzb3bSxWVlKl5VvSVa2g6tDq33WAsJTpham0wWQgoTHRGbuxq95aqk5g7P86t2lV5pS7QVNJe/QnnaFZCgFVQLbDnDRKW3VSSlQBT62OCHLG+2pTZtVESmUyEVxHxA36b46V7C/tPVmRcvNdnfaBlynuOTxSvsLdore+a9lxbyn0DSvSmoa7zWTqKXUKfcUh1JCUnVr2EsMnZ9C2V9b2i9i+bGr1n/shslZYq6mrbe02nKybHV0rD9M5T1C6cUXojdX6ryCWnzPIbepysrGNXbtK7JMpZvuOTsxZKzAxdqB5SXPu7NTbdBUIJlFRRB+gU6qkdSQ4yta1lTS21a1zqPZDuUMs32grb92R5krjY7gwmpqn7ZX6qJqmSjX3dbS1iUNLKUL0uU79SFAOqWpoJJbGp+0vsbPaBlgXfNPZ1kDMV1tOpFtN5tb9iRW29lKwl1NXSOU1GpxumaSpKRVPN+itam+6LTqn9avqTRk4bpmAZezP2PVD7Apu0bMQUtadK6zLbLbKTI3cU3WOLSkdSlC1ATCVGAc1omMr1CwKDtayzVPLMNMhiuYC1H8KAt5hLaATA1LWlI5KgJI0W92Rvsuem2bsDvt7cYT3Zo+zLPTdypGk7lK6lK2rq+06olQClPNoWluEN6kOKVjlzzb2f5Bu9Pae1Ol7W+zG51bKX2rNesr09bpaKlIS4iscqaIvpWW1GfRWgk6kevoK1VsmkWSXOnTqu3T5pkWTHHLk8RycW1yvaLtezeLOic8fZ3yhde1PMeZ6uhstNmVVzerH7gzmumplpqVuuAuQHmm+9JQpS090kyZWhOqDZswNZrt1HmG3eirfu6q6krKWpt1OuupnFMt06kKQ80lxon9mQU6lBKpSomCceXN19yZdrhZs5UnbJlpq0ZrsdDXsi6UdzaratTTfotVUPJp6V9tDyqymqySHXJVqVqWlcqqVlR2cKs9Ouu7WLGlFRan2WWmqK4Ou1bSnnJUy6qkSEytJRDiEbtk/h0rPPx6R6HW4tfC3LHJSVrmi0n/VFU5NW37+l7nm9Zwl6fLHW4uaU4dNrUk04+sopNzjzScZfWW7L1lK/1dFc8wXq65fu7FZc64ALbtNWQ5TNNpQyYCCAfxk8GSekAbayvcMw0Fy9Krsi51aDVLVFpf8ANS5KKX+4cDJEMEghwoIV0MGRE45s7N8yMVV2tVrVeadgqqELcXUKcV3jpOop2CiVrXKQfw6ljUUpkjIMmZhv9xrKtNuzVTWmuNvebpE1JYQzVlyGnWlPPqDbUsOPKClKAJQEp9dScXuIarLPUO5qVVFeq1ailFVc/YlVN+49/oOBcYlp1GWaFcqbfJKfW7beOUq3TttLfqkbl9JzSNxkLOwMyf8A9LXH/wBHGP5ozg81kHMt8tN9tVDcbVQ3CKatuFNT19NVMIc9RdG+pLwWFpBCFNyoFJAIUJ01m65XDLNc3bq7VeF9yl177vrqetpmFlSgEFxbim1L0hKpbUpIDgSSFhaE4fmXMtdebZVs0NrutPV1FGqi1l2nS24yUqAacSh0ApGtRSYlJJ5SVJVz5ZdRyyVX8E/ztnp+EcKhi1GOXENRBxbi+ihSvfmU5ybT+C+fbrG10tustro7LbMw5Tao6Cnbpads5qt6tDSEhKEyXyTAAEkk+M4vN3vmWaex2q21PaLlSkKQ/VOzck1ZD616FIHogd0pDbTChqiStUFUEJ5tyxnKnp6q3ZmznljMv81W7imnq1U9cwXakpT3i2Wkqq2yrbQFqSr9mHWyd1oSrJbkSmlazNcezvtjvlDd1su/fFyFPYaNBfWkNvLq3nKtpaXFOJ/aLW2lOxJVqlNqM5pUl9pfoVsun0+SfNObb634mK2/i5mwqvOPZlT7PZzuVc43IWiloWkNPkchDy3tSUqiAtTRIBBLc+riGe0vJtrpG6jKmXU1+YbwxU0tFSXbMbAo2WChaHnKhwJp0sqUgLbbQp0E6iqB+x7zCKtuoyrbb2vMH2cTWU9LZG7lb6t3MyLgWkVVPWroquqqKStaZdYXUURaQ2002paVgJcLwaRU6G7Se0q85ru1FbqGw3+55ay6l2jsn85T6ZXoplOAnVpAYZJShpGhltKEoZaCu9UhTq94zyez/wBZfoVcmm0bVcz/APLh/wA5du2Hte7Vbo5WWC2Vd0zJaUhnvW7Ta1W6hJKisoo0qNO53MhlTyVMsa30pXodDKX8adW7mu9OM0tx7NsxUsqCRVqbCy0SAJVLy1FA3JABIkkAmUq9GYq+5j0fvLRT20a1ONLZpEsOL0mASRJBHMT1B32OLdTXuupWUsNIo1JTMFyiZcVuZ3UpBJ95xztRx5aTK8M47r3fPu0z2fBv2UZPSDQQ4jp8yUZ3Sck+jcesIyj1XZv377F/aob7lyxXNNXbHG23ailD6XWZbW1pckauANWj1gQQSIIMYW4ZTYrCp7LTgec7hNQ9b/8AiU6HEJWAFGO9AmNvWGpPJM49VuzTmZ23VLFBlZr0eqQUhdFQwnWTEkaVJWCAUkEe8Riy396rRd01P3a/a1BlhVO0XFKU2hLaQn1+ZhI8wdjvibS69avI/DtP4Ouiq9vo7+3Xl8e9FJ+j+kh+NUZwjtTyY1JVLI5cnrW2tuaPLW+1y3jaRCyrfw5jk7YkRIIVyQeR4jz8DH1vk9DbXrrTKN8pTRIQ0hxFycGgpYQmAO7274H1Egp9YFSZJBAOMgKgfi46TM/Hy+uvW085SjyzdyXWunn3dfzfgeL6XFhyrLpouOKf8qltJVV2m39U3F9t04xXSmBHHHQ9NuvQE4CBpgK/d8vMg8+W31DEK8DPG07/AF8vZiRM7TBM9R+nnic5IsCTJME6juI2Pt+vhCqGlM6iDMHePdyP9D1w8GOFcAnbcezxwEL/ABCZ4Onnnz6YAq4MGDABgwYMAGDBgwAYMGDAHpt9S3S1SVvt94wr1Hm/6SDyORv1HgQD0xcXWaBhQQ6m0JJSlYE1Z2UAQfgRiy49LNyuNO2GWK+pbbTwlDqgB7gcAXdX3dVU4WPutblOk94T6VAalKUeZMqI9mkDYYSletTTw7xVrDK/UeCBVElBO4AO09RPBAPTFu++Lv8A1rWf46v44Pvi7/1rWf46v44Au9HViw3KluVBVW+irqRbVXTVDDta26y4IW24haSClQOkggyD543Bk/7Wna5lWpZu1NmCwXWrpU/7U/cqF5ypqmQtstperUhNY6kOBEpU8UlKEIIKAU40R98Xf+taz/HV/HB98Xf+taz/AB1fxwM20dFVH2juzO901J9+di2SbbWIbLdUvL1ptbNM6daiHEs11nq3EqCFJSR3xSSiQEyRj3WntI+zllFhug7Pbxn3s9s1xLNXW22y3TMT7jbq2m0VC2Kn79ap1uyghDztGQNCA40vSUHmf74u/wDWtZ/jq/jg++Lv/WtZ/jq/jjFGeZnZN77Tewq5W6gtzefrRnKptFRXNIvGb1LuF1XbCpC6dKqiryxVOLha6pZZBhoLMOupIDPts1F2dZ7t7N1y1239iVgpqUKpFUV7sdpW6hYJWS2au20h7shwGG6dDerX+JetR4q++7z/AFvW/wDML/jifvy9/wBcV3/ML/jhRlTa6HVNsutUzX0q7xSZCdpG1pfSG1ZFoCsoVKVtv0lxQ8gpWkKEK0kp0rC0FSFZ7WudgFryhbrMw1ksoqKtVwqm2sxW9sJeJDLDburNCStxMLUg966gJqoQELU8FcM/fl7/AK4rv+YX/HFKpudyraZ2jrLhUv076FNOtOuqUhxChCkqSTBBBIIOMcqN1mknaZ2Lc6PsovpW9mrtWtOUbRZqdTlK9TW7L1WYW422mnSi2XSqr6lYBB1upcIShaluSSVXRPap2B5dpaa00/aDlO9MsU6EtXCoy8KNdQgJgFTasvVSgRBSVKfcUopKiQSUp4r+/L3/AFxXf8wv+OI++7z/AFvW/wDML/jiJ6bE9+Uvw41rsceVZW17HuvudR9p+f8A7O+Z7gVZVz7e6Grog80qppMpUz9FU04WVMuIZaNtUHAgkuBTaiDKQtSGw4vGar7RuXbfZqK0ZKypabepioBeqL3T0F5WtglRWkFVqacK5UCFKcUAE6dMRp0CbzdyZN1rP8dX8cH3xd/61rP8dX8cY/C4vYbfv3X1XifZfoZnmLPt6vt1dvN0q7Iy/VpQspoGqmip4CQkFDNPoaR+HfSkSrUT6048gzJU1LUtXGlLyApSwKqvCe7SEgEAKkn8RPlv4nGL/fF3/rWs/wAdX8cH3xd/61rP8dX8cZ/DYvZ+Zr++9f8A7z7R/QvT90obk8x98Lt1S02v996vWpKSRq06lQCQPkMKxV01qcD1Ii0Uq3W9lsu1ySpB6SlW4kbjxEHcYs/3xd/61rP8dX8cH3xd/wCtaz/HV/HGv4PBfNy7kz9I+KOCxPM+VdFtW/XajO7TmFmvQf8AbKd6sbcVUrp5qXUPBG6dAWr1CJJgJXwlQT6u1vraimS8v0dy30lKhimV35Q64+zqZRoKFKTp1wBGkJUQmSQU6k4oL1eEkKTdqwEbgh9X8cemvzRfLi6l124Ot6UJQEsqLadhEwnaT1Pu2AAGi0ihO49H5+fzLE+P5NRpVjzP1otVSSvre63j2vlq17LbIvT4Usoo1rXROOKcS6pZWt9fVTiiASoTwQIBkTqKlWvFd+vrqpAbqq195AOoJccKgD4wTihi3GKiqRwMuWeaXPN2wwYMGMkYYMGDABgwwSYHqjcEjnfbEhO49Ucp6HqPr9MAJgw2n1Zgfhnr44kp3PqjlXQ9B9frgBMGHCdx6o5T0PUfX6YjT6swPwz18cALgw5TufVHKuh6D6/XAE7j1Rynoeo+v0wAmDDafVmB+GevjiSnc+qOVdD0H1+uAEwYcJ3HqjlPQ9R9fpiNPqzA/DPXxwAuDDlO59Ucq6HoPr9cATuPVHKeh6j6/TACYMNp9WYH4Z6+OJKdz6o5V0PQfX64ATBhwnceqOU9D1H1+mI0+rMD8M9fHAC4MOU7n1Ryroeg+v1wBO49Ucp6HqPr9MAJgw2n1Zgfhnr44kp3PqjlXQ9B9frgBMGHCdx6o5T0PUfX6YjT6swPwz18cALgw5QZI09VcSOB5/64A2SQNB3KR+IdRgBMGG0HTOk/hmZ84xJbIJGg7FQ/EOgwAmDDhskgaDuUj8Q6jEaDpnSfwzM+cYAXBhy2QSNB2Kh+IdBgDZJA0HcpH4h1GAEwYbQdM6T+GZnzjElsgkaDsVD8Q6DACYMOGySBoO5SPxDqMKQQAdJAPU9cAOk7bAEkbj2ePHTf3fCYjrCgPxHoNiD5bfww0S3EDcHmegB/I/XSVJSoKAAiVKT0EGIPI8MAIYA/DA3kbjw2n54kQFJBgiRAg9AOnWfnhgQSNAEzsAY54H4vHEAJgR+8Igb7STtv4j66gKnwChqgetPHG/lHGIlOmQABvI4njafnh+diQNzJmdzHWfr4xIIBSvjdJG/MAAdY+vbACiApIMESIEHoB06z88QnwChqgetPHG/lHGGAA9WN4AI8BIJ6/Xxg2P7wiTKp6mPP8/f1gBJTpkAAbyOJ42n54YQFJBgiRAg9AOnWfnhgQClfG6SN+YAA6x9e2IAA9WN4AI8BIJ6/XxgBU+AUNUD1p4438o4xEp0yAAN5HE8bT88Psf3hEmVT1Mef5+/rEggFK+N0kb8wAB1j69sAKICkgwRIgQegHTrPzxCfAKGqB608cb+UcYYAD1Y3gAjwEgnr9fGDY/vCJMqnqY8/z9/WAElOmQABvI4njafnhhAUkGCJECD0A6dZ+eGBAKV8bpI35gADrH17YgAD1Y3gAjwEgnr9fGAFT4BQ1QPWnjjfyjjESnTIAA3kcTxtPzw+x/eESZVPUx5/n7+sSCAUr43SRvzAAHWPr2wAogKSDBEiBB6AdOs/PEJ8AoaoHrTxxv5RxhgAPVjeACPASCev18YNj+8Ikyqepjz/AD9/WAElOmQABvI4njafnhhAUkGCJECD0A6dZ+eGBAKV8bpI35gADrH17YgJAgERHqmfLdXX66YAUTEz60ABW58D7oGAwJEAbEkT8vHnp/rhiEgSUgCOOCdgR7frqRiY3geOxHSN5HrR19mAFgyAU7cQQR5fHbfEECCduu8D2+Ps9k+OGCQdgEgK2P69d4ifoYNokIjaY9pgDz4nzwAp0gkjTsZ4HnHXy/12kISNvVMezpPn5fXWpsSRMiYJk7jffkcmcLII3VyP6Xif7XST8d8AKY3/AA9eg8/Py+uodIJI07GeB5x18v8AXaWKhuZB/EY1fL8Xmf8AridpgqneJ1eUz+LzOAEISNvVMezpPn5fXUMb/h69B5+fl9dWkEbq5H9LxP8Aa6SfjvgKhuZB/EY1fL8Xmf8ArgBTpBJGnYzwPOOvl/rtIQkbeqY9nSfPy+ur7ExqneOZJ2n+l1k4NjBUdjOrc8devnA8ZOAEOmSNuu+kbb87H2YVzbaAN+Nttht9fxxUIJBCgZg6tiY6n4bc9TiHQnhXqgLUNhMcbezABT9P/FR+uHT+JP8Aaa/LBgwA737v/m/rhBwr+yn/AO2cGDADo/c/u/5MCP3P7v8AkwYMACP3P7v+TAj9z+7/AJMGDAAj9z+7/kwI/c/u/wCTBgwAI/c/u/5MCP3P7v8AkwYMACP3P7v+TAj9z+7/AJMGDAAj9z+7/kwI/c/u/wCTBgwAI/c/u/5MCP3P7v8AkwYMACP3P7v+TAj9z+7/AJMGDACL/wByf7I/JGBP4k/2mvywYMAPTf8AC+v6eKP/AAv/ACv8+DBgB3uXP7J/+5gV+JX9p38sGDADj/eN/wDhI/8AqGHV+FX9l388GDAD/wDF/wDN/wAmET+FP9lr88GDAAr8Kv7Lv54f/i/+b/kwYMAUVf7tP/hD/wClWET+JP8Aaa/LBgwBRc/C3/Z/U4eo6/8Air/TBgwB/9k=" width="500px" alt="точка пивот это"/></p>
<h2 id="toc-3">Индикатор Пивотных уровней (Pivot Point)</h2>
<p>Как только цена закрепляется хотя бы одной свечой выше этого пивота, необходимо покупать опцион CALL. Таким образом <a href="http://viethealthy.vn/birzha-bitkoina-i-kriptovaljut/">Криптовалютная биржа что это</a> вы заработаете на стремительном росте базового актива, который сопровождается пробоем уровня сопротивления.</p>
<h2 id="toc-4">Что такое уровни Пивот?</h2>
<p>Надобность в сложных математических расчетах, проводимых ранее вручную, отпала. Однако для более полного понимания сути разворотных <a href="http://stonebrookacademy.com/broker-mill-trade-priznan-glavnym-otkrytiem-2013/">Mill Trade обзор</a> уровней следует подробнее рассмотреть, каким образом производятся их вычисления и отображение на графике актива.</p>
<h2 id="toc-5">Индикатор точки Пивот (Pivot Point): что это такое и как его использовать?</h2>
<p>Но торговля по точкам Пивот не является исключительной сферой краткосрочных трейдеров. Многие свинг-трейдеры и позиционные трейдеры также используют точки Пивот, однако больше полагаются на недельные <a href="http://sombokjob.com/kak-statь-professionalьnym-investorom/">http://sombokjob.com/kak-statь-professionalьnym-investorom/</a> или месячные уровни. Точки Пивот используются трейдерами для определения областей потенциальной поддержки и сопротивления. Это уровни, на которых цена реагирует определенным образом.</p>
<h2 id="toc-6">Pivot Point (Пивот Поинт)</h2>
<p>Многие торговые стратегии основываются на ее расчете. Известно, что крупнейшие маркетмейкеры уже более полувека пользуются такой системой вычислений. Обычным трейдерам, торгующим на дневных и внутридневных таймфреймах, пивоты также оказывают колоссальную <a href="http://luckystar.com.pl/?p=9740">Как заработать в кризисной ситуации</a> помощь, указывая возможные точки входа в сделку. Торговля с использованием рассчитанных уровней приносит неплохую прибыль. Вы изучили индикатор уровней Pivot Points, узнали его характеристики, настройки, рабочие моменты, плюсы и минусы.</p>
<h2 id="toc-7">Pivot Points: как использовать точки Пивот в трейдинге</h2>
<p>По открытию дня относительно PP судят о вероятности развития восходящего или нисходящего тренда, движения цены в границах канала. DailyPivotPoints – технический инструмент, который в автоматическом режиме наносит на график пивот-уровни, основываясь на ключевых точках предыдущего торгового дня. D1 используется <a href="https://www.youtube.com/results?search_query=точка пивот это">точка пивот это в ютюбе</a> в качестве основного таймфрейма для расчета уровней разворота, вне зависимости от того, какой временной период трейдер используется для анализа и торговли. Уровни перестраиваются в начале следующих суток. Когда уровни построены, дальнейший анализ не представляет собой ничего сложного, и под силу даже новичку.</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="data:image/jpeg;base64,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" width="508px" alt="точка пивот это"/></p>
<p>Пробой уровня состоялся у №2, а уже у №3 можно было фиксировать прибыль. Даже изменения, постоянно происходящие на Forex, не влияют на эффективность применения пивотов <a href="http://www.arsbau.com/2020/03/27/polnyj-obzor-brokera-lexatrade/">http://www.arsbau.com/2020/03/27/polnyj-obzor-brokera-lexatrade/</a> в трейдинге (несмотря на давность их открытия). Многочисленные индикаторы Pivot, разработанные с развитием компьютерной техники, намного упрощают работу трейдеров.</p>
<p>Хотелось бы добавить, что Pivot Points давно уже не является неким новшеством. Помните, что использовать его стали в 1934 году прошлого века. И хоть довольно часто создаются все новые и новые индикаторы, точнее, разновидности Pivot Points, все они работают по одному и тому же принципу нахождения уровней сопротивления/поддержки. Принятие решений зависит от расположения текущей цены относительно рассчитанных уровней. При нахождении в районе уровней поддержки/сопротивления используются классические методики торговли на пробоях и отскоках.</p>
]]></content:encoded>
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		<item>
		<title>Почему углы Ганна не приносят прибыль?</title>
		<link>http://de.agoraministries.org/index.php/internet-zarabotok/pochemu-ugly-ganna-ne-prinosjat-pribyl%d1%8c/</link>
		<comments>http://de.agoraministries.org/index.php/internet-zarabotok/pochemu-ugly-ganna-ne-prinosjat-pribyl%d1%8c/#comments</comments>
		<pubDate>Mon, 13 Jul 2020 08:59:44 +0000</pubDate>
		<dc:creator><![CDATA[Bob]]></dc:creator>
				<category><![CDATA[Интернет заработок]]></category>

		<guid isPermaLink="false">http://de.agoraministries.org/?p=15209</guid>
		<description><![CDATA[Основные темы статьи Метод Ганна: индикаторы форекс для МТ4 (углы, зигзаг, сетка, уровни) Углы Ганна: как построить, анализировать и торговать по ним Что лучше форекс или фондовые рынки Специфика анализа по Ганну Форекс Статьи Углы Ганна Методы Ганна Метод Ганна: индикаторы форекс для МТ4 (углы, зигзаг, сетка, уровни) Самые простые – коробка 144 и коробка [&#8230;]]]></description>
				<content:encoded><![CDATA[<div id="toc" style="background: #f9f9f9;border: 1px solid #aaa;display: table;margin-bottom: 1em;padding: 1em;width: 350px;">
<p class="toctitle" style="font-weight: 700;text-align: center;">Основные темы статьи</p>
<ul class="toc_list">
<li><a href="#toc-0">Метод Ганна: индикаторы форекс для МТ4 (углы, зигзаг, сетка, уровни)</a></li>
<li><a href="#toc-1">Углы Ганна: как построить, анализировать и торговать по ним</a></li>
<li><a href="#toc-2">Что лучше форекс или фондовые рынки</a></li>
<li><a href="#toc-3">Специфика анализа по Ганну</a></li>
<li><a href="#toc-4">Форекс Статьи</a></li>
<li><a href="#toc-5">Углы Ганна</a></li>
<li><a href="#toc-7">Методы Ганна</a></li>
</ul>
</div>
<h2 id="toc-0">Метод Ганна: индикаторы форекс для МТ4 (углы, зигзаг, сетка, уровни)</h2>
<p>Самые простые – коробка 144 и коробка 52, применяются для недельном графике. Коробка 52 имеет 52 единицы цены и 52 единицы времени (по количеству недель в году) и таким образом показывает годовой цикл. Коробку 90 применяют на дневном графике, поскольку она соответствует 90 дням, т.е. Коробка 144 наиболее популярна, строится она в месяцах (по количеству месяцев в году), а 144 – это квадрат 12ти. Коробка 360 универсальна и используются для любого таймфрейма, ее размер зависит только от цены актива.</p>
<p>По словам опытных инвесторов, в основном, колебания цены происходят между тремя центральными уровнями – 1х1, 1х2, 2х1. Сам Ганн говорил, что веер не сможет абсолютно точно предсказать изменение рынка. Однако он покажет те точки, где есть наибольшая вероятность разворота или консолидации.</p>
<h2 id="toc-1">Углы Ганна: как построить, анализировать и торговать по ним</h2>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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" width="503px" alt="метод ганна"/></p>
<p>Соответственно, если цены прорывают линию на подъеме, то следует ожидать дальнейшего оживления рынка до уровня линии, расположенной <a href="http://www.ptskfoods.com/?p=305469">http://www.ptskfoods.com/?p=305469</a> выше. Также используется для расчета уровней поддержки и сопротивления. Коробок несколько, основные – коробка 52, 90, 144 и 360.</p>
<p><iframe width="500" height="281" src="https://www.youtube.com/embed/EE1uEIQa2bk?feature=oembed" frameborder="0" allow="accelerometer; autoplay; clipboard-write; encrypted-media; gyroscope; picture-in-picture" allowfullscreen></iframe></p>
<p>На графике ее строят между двумя экстремумами под углом 45 градусов к текущей цене. В данном инструменте каждый луч имеет свой угол и своё предназначение. Она обозначена подписью 1х1 (имеет <a href="http://kitty-nails.com/polnyj-cpisok-brokerov-foreks-2020/">все брокеры форекс</a> угол 45 градусов). От этой линии чаще всего происходят ценовые отскоки с продолжением движения за трендом. Если она будет пробита ценой, то преимущественно стоит ожидать смены тенденции.</p>
<h2 id="toc-2">Что лучше форекс или фондовые рынки</h2>
<p>При нисходящей — вправо вниз от максимума рынка (так же, как и сорокапятиградусные линии, о которых мы говорили в главе 12, когда рассматривали модифицированные пункто–цифровые графики). Данная линия основана на полностью симметричном соотношении времени и цены (1х1). Другими словами, цены <a href="https://www.youtube.com/results?search_query=метод ганна">метод ганна в ютюбе</a> поднимаются или опускаются со скоростью одной ценовой единицы (клетка на графике) в одну единицу времени (обычно неделю — на дневном столбиковом графике). Для того чтобы провести такую линию от основания рынка, перейдите на одну клетку (неделю) вправо и на одну ценовую клетку вверх.</p>
<p>Изучение времени связано с выбором времени колебания, выбором времени цикла и исторических дат. Комбинация этих трех факторов времени помогает трейдеру решить, когда и где покупать или продавать. В данной статье описаны методы, которые помогут трейдеру решить, как обнаружить эти элементы через соответствующее построение графиков, и как они связаны с торговой активностью.</p>
<p>В результате должна получится картина, как на представленном скриншоте. Смысл всех трех тенденций <a href="http://www.ilnegoziologgia.it/vidy-sdelok-na-valjutnom-rynke-foreks/">Как совершаются сделки на Форекс</a> заключается в том, что по Ганну самой важной для торговли является промежуточная тенденция.</p>
<p>Линия 1х1 должна соединить два экстремума (максимума или минимума). Таким образом, мы получаем совокупность девяти линий, расположенных под различными углами и выходящими из одной точки. Если цена пересекает линию Ганна в веере, то это означает, что тенденция вероятно замедляет свой темп. Здесь возможна коррекция и дальнейшее стремление к линии 1х2 и далее при пересечении линии 1х2 – уже стремление к линии 1х3.</p>
<h2 id="toc-3">Специфика анализа по Ганну</h2>
<p>Повторяя подобные действия для каждой недели, вы получите сорокапятиградусную линию. Согласно концепции Ганна, сорокапятиградусная линия представляет долгосрочную линию тренда (восходящую или нисходящую). Пока цены находятся над поднимающейся линией, рынок придерживается бычьего направления. Если цены держатся под опускающейся линией, рынок характеризуется как медвежий. Пересечение сорокапятиградусной линии обычно сигнализирует о переломе основной тенденции.</p>
<h2 id="toc-4">Форекс Статьи</h2>
<p>Через нее проводим горизонталь, а через второй максимум – вертикаль. Веер Ганна можно применять к любому <a href="https://www.google.com/search?q=метод ганна">метод ганна в поиске гугл</a> активу на Форекс. Строится он от выбранного ценового экстремума (максимума или минимума), т.е.</p>
<p>Центральная линия веера совпадает с линией Ганна, т.е. От нее выстраиваются еще по 4 линии в обе стороны, это так называемые вспомогательные <a href="http://lerecit.llbquebec.ca/mbuchanan/20-luchshih-brokerov-moskovskoj-birzhi/">топ брокеров</a> линии. Они обозначаются 1х2, 1х3, 1х4, 1х8, 2х1, 3х1, 4х1, 8х1 и указывают уровни поддержки или сопротивления.</p>
<h2 id="toc-5">Углы Ганна</h2>
<p>Но давайте вкратце для понимания посмотрим, как же она строится вручную. Через максимальный экстремум проводим вертикаль <a href="http://baltika-doors.ru/otzyvy-o-forex-club/">форекс клуб отзывы</a> и горизонталь. Далее берем ещё один экстремум с ценовым максимум, но меньшим значением, нежели первый.</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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" width="509px" alt="метод ганна"/></p>
<p>Согласно теории Ганна, на движение цены влияет соотношение ее же ко времени. Первое число здесь означает единицу цены, вторая – единицу времени. Все другие подобные линии – это также соотношения <a href="https://phillyapartmentsdirect.com/torgi-na-moskovskoj-birzhe-nachalisь-s-obvala/">https://phillyapartmentsdirect.com/torgi-na-moskovskoj-birzhe-nachalisь-s-obvala/</a> цены и времени. Таким образом Уильям Ганн описывал динамику движения цены. Линия 1х1 и есть линия Ганна – это разновидность линии тренда, среди методов Ганна она самая простая.</p>
<p>Линии канала также могут быть нанесены под углом сорок пять градусов параллельно основной линии тренда от значительных максимумов и минимумов рынка. Изучение модели состоит из надлежащего <a href="https://ru.wikipedia.org/wiki/метод ганна">метод ганна в википедии</a> построения меньшего, среднего и основного трендового индикатора и разворотных моделей по ценам закрытия. Изучение цены состоит из анализа углов Ганна и процентного восстановления.</p>
<h2 id="toc-8">11 2013 состоялось открытие международного клуба трейдеров «Картель»</h2>
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" width="504px" alt="метод ганна"/></p>
<p>Остальные линии из пучка необходимы для того, чтобы выступать потенциальными уровнями поддержки и сопротивления. К примеру, цена пробивает сверху вниз уровень 1х1, тогда следующей поддержкой можно считать уровень 1х2. Вот по каким принципам <a href="https://www.rotaconcursos.com.br/jekspertnyj-obzor-770capital-com/">https://www.rotaconcursos.com.br/jekspertnyj-obzor-770capital-com/</a> работает стратегия Ганна на Форекс. Геометрическими углами Ганна называют линии тренда, проведенные от значимых вершин или оснований рынка под определенными углами. При восходящей тенденции проводят линию вправо вверх от минимума рынка.</p>
<p>Нетрудно заметить, что сорокапятиградусная линия отражает идеальное равновесие между ценой и временем. Когда цены во время восходящей тенденции опускаются к этой линии, время и цена полностью уравновешиваются. Пересечение линии тренда свидетельствует о нарушении этого равновесия и возможном изменении тенденции.</p>
<p>Коробку Ганна, как и другие фигуры технического анализа Ганна, все торговые программы строят автоматически. <a href="http://myorangesun.com/2020/05/12/19-luchshih-trejderov-mira/">http://myorangesun.com/2020/05/12/19-luchshih-trejderov-mira/</a> То есть, сегодня мы лишены необходимости разбираться в тонкостях построения этой фигуры.</p>
]]></content:encoded>
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		<slash:comments>0</slash:comments>
		</item>
		<item>
		<title>психология трейдинга</title>
		<link>http://de.agoraministries.org/index.php/internet-zarabotok/psihologija-trejdinga/</link>
		<comments>http://de.agoraministries.org/index.php/internet-zarabotok/psihologija-trejdinga/#comments</comments>
		<pubDate>Wed, 01 Jul 2020 14:03:39 +0000</pubDate>
		<dc:creator><![CDATA[Bob]]></dc:creator>
				<category><![CDATA[Интернет заработок]]></category>

		<guid isPermaLink="false">http://de.agoraministries.org/?p=14513</guid>
		<description><![CDATA[Навигация по странице Медитация для трейдинга Как избавиться от мыслей, которые мешают достичь успеха на бирже Применение правил трейдинга Психология трейдинга: Инструменты и методы принятия решении Ловушка 27 Рынок обязательно вернется Глава 11 В авангарде трейдинга Как не потерять больше после суперприбыльной сделки? За 20 минут поможем разобраться с факторами успеха и причинами неудач на [&#8230;]]]></description>
				<content:encoded><![CDATA[<div id="toc" style="background: #f9f9f9;border: 1px solid #aaa;display: table;margin-bottom: 1em;padding: 1em;width: 350px;">
<p class="toctitle" style="font-weight: 700;text-align: center;">Навигация по странице</p>
<ul class="toc_list">
<li><a href="#toc-0">Медитация для трейдинга  Как избавиться от мыслей, которые мешают достичь успеха на бирже</a></li>
<li><a href="#toc-1">Применение правил трейдинга</a></li>
<li><a href="#toc-2">Психология трейдинга: Инструменты и методы принятия решении</a></li>
<li><a href="#toc-3">Ловушка 27  Рынок обязательно вернется</a></li>
<li><a href="#toc-4">Глава 11 В авангарде трейдинга</a></li>
<li><a href="#toc-5">Как не потерять больше после суперприбыльной сделки?</a></li>
<li><a href="#toc-7">За 20 минут поможем разобраться с факторами успеха и причинами неудач на финансовых рынках</a></li>
</ul>
</div>
<p>Ваша цель состоит в том, чтобы превратить себя в точно откалиброванный инструмент, способный находить стереотипы поведения как трейдера, так и торговли, – и действовать соответственно. В сегодняшней небольшой статье мы разберемся с вами в психологии трейдинга, а именно в том, какие эмоции влияют на трейдера во время торговли. Наша диаграмма представляет собой визуализацию 14 этапов эмоционального состояния трейдера. Распечатайте ее и положите на стол перед началом торговли. Если Вы будете отдавать себе отчет в том, что переживаете в текущий момент и на какой стадии цикла находитесь, то будете лучше понимать, как Ваши эмоции влияют на принятие торговых решений.</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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" width="509px" alt="психология трейдинга"/></p>
<p>Торговля с кушетки влечет за собой значимый отход от традиционного мышления. Вместо того чтобы пытаться <a href="https://www.suryatapatravels.com/etoro-ᐈ-otzyvy-klientov-dolzhnikov-i-sotrudnikov/">etoro развод</a> преодолеть или устранить эмоции, такая осознанная торговля побуждает учиться на собственных реакциях.</p>
<p>Одна из важных целей этой книги состоит в том, чтобы помочь вам подойти к трейдингу так, как психолог подходит к своим пациентам. Я называю это «торговлей с кушетки», что означает умение использовать ваши мысли, чувства, импульсы и поведенческие стереотипы как рыночные данные.</p>
<p>Мы уже говорили, что рынок – это, по сути, люди и их решения. А решения людей далеко не всегда взвешены и рациональны. Они поддаются панике, теряют контроль, склонны идти за основной массой и принимать поспешные решения. Понимая, как именно то или иное событие в мире финансов повлияет на толпу, трейдер сможет спрогнозировать поведение рынка и заработать на этом, выделившись из общей массы. Так что понимание психологии даёт немалое преимущество в торговле.</p>
<p>Пусть СМИ и социальные медиа будут лишь одним из возможных источников данных. Не забывайте, что цели аналитиков и трейдеров разнятся. Первые обязаны давать прогнозы <a href="https://www.youtube.com/results?search_query=психология трейдинга">психология трейдинга в ютюбе</a> вне зависимости от состояния рынка, поскольку это их работа. Вторые заинтересованы в максимизации прибыли на инвестированный капитал при ограниченных рисках.</p>
<h2 id="toc-0">Медитация для трейдинга  Как избавиться от мыслей, которые мешают достичь успеха на бирже</h2>
<p>Затем, в попытке увеличить прибыль, они начинают отклоняться от своего опыта. Это происходит подсознательно, и трейдеры часто не подозревают о своих ошибках, пока не столкнуться со снижением прибыли. Опыт не обязательно измеряется используемыми методами, но также и структурой мышления при принятии решения. <a href="https://ru.wikipedia.org/wiki/психология трейдинга">психология трейдинга в википедии</a> В разгаре рыночных движений наше интеллектуальное и эмоциональное состояние делает реальный вклад в торговые результаты на форекс. Когда человек нарабатывает определённый опыт, как правило, это происходит через 2-3 года трейдинга, то у него уже возникают психологические проблемы совершенно иного рода.</p>
<p>Так и в трейдинге — без Stop Loss очень глупо торговать, и в данном случае риск не оправдан. Эта книга о трейдинге и о том, как трейдеры могут определять и нейтрализовать психологические проблемы, мешающие успешной торговле. Во-вторых, понимание человеческой психологии в торговле – это ключ к пониманию самого рынка.</p>
<h2 id="toc-1">Применение правил трейдинга</h2>
<p>Он будет торговать, потому что помнит свой мощный успех, при этом совершенно забивая на оценку шансов, на риски. Оценка математического ожидания торговли у такого трейдера будет совершенно неадекватной. Отсюда будет слишком сильное опирание <a href="http://berma-marking.ru/foreks/otkrytie-demo/">http://berma-marking.ru/foreks/otkrytie-demo/</a> на старый метод, переоценка шансов прибыльной сделки, и как следствие неадекватный риск в каждой сделке. Индивидуальность Форекс трейдераТрейдеры часто развивают определенный набор навыков, которые помогают им достигнуть успеха.</p>
<p>Практикую свою стратегию вы увидите, когда действительно есть шансы для заработка, а если вы не видите тех самых признаков входа в сделку, то лучше воздержаться. Если вы будете вести себя импульсивно и отступать от стратегии совершая много сделок, то очень скоро это закончится для обнуления депозита. Попробуйте связать свою психологию торговли и реальное движение рынка.</p>
<p>В своем фундаментальном труде Бретт Стинбарджер выступает в качестве своеобразного психотерапевта для трейдеров, при этом он сам является не только ведущим специалистом в сфере психотерапии, но и трейдинга. В результате <a href="https://fxrating.com.ua/">форекс стратегии для начинающих</a> получился интересный сплав научных знаний в таких разных областях человеческой деятельности. При этом доктор Стинбарджер ведёт свое повествование простым языком, приводя примеры из собственной медицинской практики.</p>
<h2 id="toc-2">Психология трейдинга: Инструменты и методы принятия решении</h2>
<p>Если аналитик будет много писать или говорить о рынках, его ждет повышение. Если трейдер будет торговать абсолютно всегда без оглядки на состояние рынка и потенциал сделок, его ждет дефолт. Если <a href="http://terrastore.ru/foreks-kalendarь/">http://terrastore.ru/foreks-kalendarь/</a> одному трейдеру, который станцевал с бубном, посчастливилось заработать много денег, он рискует до конца своей жизни танцевать с бубном у монитора, пока не спустит все своё состояние взад.</p>
<h2 id="toc-3">Ловушка 27  Рынок обязательно вернется</h2>
<ul>
<li>Парень с самого детства не хотел работать, но хотел заниматься каким-то любимым делом, и хорошо за это получать.</li>
<li>Алекс насмотрелся видео Александра Резвякова, взял основную идею, а стратегию придумал сам.</li>
<li>Но даже после такого опыта, Алекс понял, что трейдинг – это дело его жизни и от него он не откажется.</li>
<li>Из-за трейдинга, Алекс не пошел устраиваться на работу по специальности и продвигаться по карьерной лестнице.</li>
</ul>
<p>Вы готовы из-за своей уверенности потерять, если не весь, то основную долю депозита? Не нужно далеко ходить, статистика <a href="https://www.google.com/search?q=психология трейдинга">психология трейдинга в гугле</a> говорит сама за себя. Вы когда-нибудь сядете за руль автомобиля, зная наперед, что тормоза отсутствуют?</p>
<h2 id="toc-4">Глава 11 В авангарде трейдинга</h2>
<p>В большинстве случаев трейдер начинает свой путь на начальной стадии без понимания психологии трейдинга и без принципа самодисциплины. И скорее всего, получает психологическую травму (психологическое <a href="https://firrf.ru/novosti/strelochnye-indikatory/">индикатор Chaos Signal</a> состояние, способное вызвать у человека чувство страха) той или иной степени тяжести. Тогда и страхов будет меньше, и как следствие, вы получите новые знания о природе рынка.</p>
<h2 id="toc-5">Как не потерять больше после суперприбыльной сделки?</h2>
<p>А непонимание – ставит трейдера в заведомо проигрышное положение. Бесспорно — участники торгов заинтересованы в получении прибыли, на рынке существует «проскальзывание», а брокеры на нерегулируемых рынках иногда и в самом деле действуют против своих клиентов. И несмотря на это именно трейдер несет ответственность за все свои решения, и только его собственные навыки и личные качества являются доминирующим фактором успеха или поражения в торговле.</p>
<p>Успешная <a href="https://qualityforum.ca/qf2015/vnutridnevnaja-strategija-foreks-igann/">индикатор Gann Hilo</a> советует отбросить все эмоции, жадность или страх, руководствуясь только здравым смыслом – цифрами, анализом и прямой информацией. Если вы совершаете слишком много сделок — по аналогии с проблемой выше это означает то что вы плохо соблюдайте свою торговую стратегию. Профессиональный трейдер знает, когда у него есть шансы заработать, а когда их нет и рынок этого не позволяет.</p>
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" width="501px" alt="психология трейдинга"/></p>
<p>Образно говоря, его книгу можно назвать справочником по нервным расстройствам для трейдеров. Прочтя её, представители этой профессии смогут научиться контролировать свои эмоции в процессе торговли на бирже и тем самым увеличить объем своих продаж. Не позволяйте информационному шуму влиять на ваши решения.</p>
<p>Если этот факт сложно принять, лучше вовсе не начинать торговать на финансовых рынках. Как выдерживать рыночное давление на Форекс? Начинающие трейдеры часто сталкиваются с <a href="http://www.maq.ae/esli-dvuh-skolьzjashhih-malo-ispolьzuj-tri-2/">http://www.maq.ae/esli-dvuh-skolьzjashhih-malo-ispolьzuj-tri-2/</a> проблемой уверенности в торговле. Даже делая приличную прибыль на рынке, многие трейдеры не могут оставаться спокойными и расслабленными в круговороте рыночных перипетий.</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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4WT4bGzDUpD9TmH/AA94cSCiqmqt0MwGojRIB5HkxVCu8Ff/APwLjrBGbkRyPAnD52GTcw3kWMbJakoQLtANBv2wmqGTte+Q5hbkxkdf5hA1EKiOSX/P0QV+rnMo54EM1od2JlsaBoHVCzM8i2almTtd1GGw5kFJsr/RWGNxtaoZO174Dm6adkHVxOE1UVE3Lv8A0EV+pnMAh5MDdi11rIDX1obXBCsqXwaDjVujSBjZM43FDbm42tUDB2vfAc3lBC+agwYKgaib2/QRX6icwV5aAT/EHrwJhqMXpo70ViVgzVvCYCZLbgVbWNra1TI7XvgOb6YmSbyAMKKiNRJQRVP8TmCtPQDSb5CF5WtIuNCpaq+IW7SM0jr+tiXRuthsKZkK37Uf7KP9XPt02PXx/p4zT71P6vFRfXSibF58Bz0Mv+da4iDPQC2rL90aMq7fNKREJ5pR5PhKO/O6sfK1yernCWXAgTDYgDILEHMlDZOAnASnYlOxOAnATgJxIimRKNi98hzfq/F/8eUNatDvErRoIvDFxES5QcEXkYyEdVyQd5urtP7UpPqTeVdvxdNFTa2FEy9bokxEdVSZfg+Q5vVvi3+PKGvWh3tocBCK69SaP/ZuZmHZgGqAboa0K/vKfvKPtPnWOgJoYKbOxHNXTZsi5Ef6UZDRzQjXeylqZHeTmxmMTZg21RDZyqKrlC2r3yHN2tvilOUNeWh362xXOSNAj4SiBEakMVEGQjN7SPDstjY3OqGTte+A5uVNi3+EElWh3yE6NNjYQUAk0mnaL/2m4O0ciPLpguQsyBxuYQmYzKqyiMEy3jlnxwVtb0zQydr3wHNusn/w5Q9paHfpdJUG3fGUsVVVW+rmDFM5P3GO0+to3dh9iAaIZL0OgqpqmlbMtBYqHJw52tjcmaGTte+A5sqLFv8AHlDHlod/su6ukSu4fkGxdeIeCPaXxT2eE1nDSboGcfEOQOdxujNDJ2vor/Fv8OUMOtDv1PSnoRK8RNk/63c+wBKRb/awQQKhN+lWqWroTinabxLiVRm2ARvu6OLi4PcZrNZv0Rmhk7Xqx1yutOYQ9606G1jGBewyaF7QRKjUbC6p0Qc6oCH3gZt29oE4de98119BowZUnMFWtxvDPDJ261BujTYdAEEWQtEmXU3SdjmHogam77NwCeRVegvUBQNyCJUtrGxuDPMjt1a70PY749FKq1V6wLkLdy/wI99TtMzgJ+70a+42NyZ5kdupSGC7/LsR2iMUyODYmA4nE06ldqAVkQMaBEIOiZkMKiUbjSurzMmEY52qQbN9YSOEL0AWCZ3m5M0yO3TpTBd3l2IwjPP6Ni3O2GzFuCECgJudLlAWq20egD1WSxtKEWMt2wP2xCC7gCgXlYtplMcDR26VK4Lu8uxEEPxf0bF2nherDDZSM5VcwCqG+Q7abkqVtgsSVk1lAiqqtV6WV0PnPLMwoNiYrLSPYEPYBraiOpGitqt/FhSNETLJXDoM/wD2mqhzRwmjf/1GHy7EUAzF/RsXUCqYxVVxuCqoozdneaIYnME0ZDIN2eioZoRDP1pqC9ia+e8RlSM+G7UuvWr2jdttSHCB0nLd8yhYM1h2Oyax7aCr6Tdwdp3eXiKSzz+jYu+0TxJGnBFuiI9EUyYDl6kP6ULSovu4tmnoUszM7wDHyCei0S3vhLwmwmQWGwUe7C7iP3n+TKIoZmC7JZQOB3OXYjMGYv6NgvD7XNodAJNeQHORmweDBWgLNpd5/KmWCu7a89MzQdRlYgGJqtRv0lJSBeyOGRICk6fDpFAOxf0bF7PsjFZthSl/MxF5CdmJ09RHRVEoQkln6E4G2jOdB8vSgmqL0DuzRhBZiaGe8AyAXyqtcR1E2ygkqN5DwCUjF94FA+/wQsrw4QDDngsg6vgPad1Z8fhDrYDFQzLjHV8CWbHbnoMyJ0YRvIehuaj/ACFqOpv4MlTuYynlN7yorBivBXiZ9kYrNsKU6BtMaV7nO0wRCiM56Q8CbZx64HIGQFCwQwaP8MRolEwS69YrQPZgW4KoGokOulIx/cCgffRPIxC4HFPph4ERNi93FuCXJR6r3+wPgJOF506WFqmd7WomJdjli1at7UEZrAI/BxyekgwRzOiQcwfcuHks0eV7jp5GlIbVf6nZevVVSvIzT9c2xO50RztgVlFAiespzVqt5xMz9TBFBoFgSqVdHf1H70Tt4Gp5R4INVoQNYuCcjteEH1MHybwbg3HO8tvBY4PaMy07Q0y7nX4M/QxEgVRLKGNX0wrMrdUSiNA8qSAQAGAHhXalHeYuZ2ZlQ8+thO7sSind847RFVeqQXclr0JjFz/bJT8O+gZeLyXBzNkQfWPM/wBPDZOMHUNclPflnAnAiGPwAhwXvBWZXmGPE+kOY7MFcnmQyA7Hpj5CzjYLDdBqs0QgUENmlj8O01Y1f3RqFVjGS0VqK6kAL26/6gPok9iZkBsT6yfXT6yaI9II0B5eB//Z" width="501px" alt="психология трейдинга"/></p>
<p>Поэтому для трейдера очень важно понять, действительно ли он может оставаться спокойным и расслабленным, когда торгует. Удается ли ему выдержать рыночное давление и продолжать следовать своей торговой стратегии.</p>
<h2 id="toc-9">Как торговать ночью максимально прибыльно</h2>
]]></content:encoded>
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		<slash:comments>0</slash:comments>
		</item>
		<item>
		<title>Быки и медведи на бирже в Нью</title>
		<link>http://de.agoraministries.org/index.php/internet-zarabotok/byki-i-medvedi-na-birzhe-v-n%d1%8cju/</link>
		<comments>http://de.agoraministries.org/index.php/internet-zarabotok/byki-i-medvedi-na-birzhe-v-n%d1%8cju/#comments</comments>
		<pubDate>Thu, 11 Jun 2020 16:13:43 +0000</pubDate>
		<dc:creator><![CDATA[Bob]]></dc:creator>
				<category><![CDATA[Интернет заработок]]></category>

		<guid isPermaLink="false">http://de.agoraministries.org/?p=15149</guid>
		<description><![CDATA[Основные темы статьи Бык: активно покупающий трейдер Способ заработка быков Что такое бычий и медвежий тренд на рынке? В чем разница между Быками и Медведями Другие биржевые термины Что такое медвежий рынок? И кто такие медведи? Быки и медведи на Форекс в массовой культуре Быки и медведи на бирже: что означают понятия и в чем [&#8230;]]]></description>
				<content:encoded><![CDATA[<div id="toc" style="background: #f9f9f9;border: 1px solid #aaa;display: table;margin-bottom: 1em;padding: 1em;width: 350px;">
<p class="toctitle" style="font-weight: 700;text-align: center;">Основные темы статьи</p>
<ul class="toc_list">
<li><a href="#toc-0">Бык: активно покупающий трейдер</a></li>
<li><a href="#toc-1">Способ заработка быков</a></li>
<li><a href="#toc-2">Что такое бычий и медвежий тренд на рынке?</a></li>
<li><a href="#toc-3">В чем разница между Быками и Медведями</a></li>
<li><a href="#toc-4">Другие биржевые термины</a></li>
<li><a href="#toc-5">Что такое медвежий рынок? И кто такие медведи?</a></li>
<li><a href="#toc-6">Быки и медведи на Форекс в массовой культуре</a></li>
<li><a href="#toc-8">Быки и медведи на бирже: что означают понятия и в чем различие</a></li>
</ul>
</div>
<h2 id="toc-0">Бык: активно покупающий трейдер</h2>
<p>Быкам намного проще выбирать активы для вложений, так как практически все активы растут в цене. Нужно только не забывать, что рост не может продолжаться вечно и когда-нибудь наступит спад.</p>
<p>При преобладании продавцов и падающем курсе, рынок считается медвежьим. Кроме этого, на рынках производных ценных бумаг продающих контракты называют медведями, а покупающих – быками. Быками называются трейдеры, покупающие или находящиеся в позиции лонг (длинной позиции), и зарабатывающие на росте стоимости активов. Медведи – игроки, продающие или находящиеся в позиции шорт (короткой позиции) и зарабатывающие на падении рынка. Быки на бирже – это участники рынка, которые покупают ценные бумаги в надежде на их будущий рост.</p>
<p>В трейдинге могут участвовать одновременно активы и на повышение, и на понижение. При бычьем рынке <a href="https://www.youtube.com/results?search_query=медведи на бирже">медведи на бирже в ютюбе</a> наблюдается рост экономики, уменьшение безработицы, увеличение ВВП и рост стоимости акций.</p>
<h2 id="toc-1">Способ заработка быков</h2>
<p>Быкам следует проявлять осторожность, так как может наступить перенасыщение рынка и ценные бумаги окажутся переоценёнными. Медведи, напротив, хотели бы «заломать» цену вниз и зарабатывают именно на этом. <a href="https://centralpropertiesaustin.com/fondovaja-birzha-kolumbii/">Колумбийская фондовая биржа</a> – это участники рынка, которые продают ценные бумаги в надежде, что в будущем их цена снизится, например, из-за того, что у компании ожидается негативная отчетность. Основная задача медведей – продать дорого, а откупить дёшево. Как говорят участники рынка, они «словно медвежьей лапой бьют по ценам, тем самым заставляя их двигаться вниз».</p>
<h2 id="toc-2">Что такое бычий и медвежий тренд на рынке?</h2>
<p><iframe width="500" height="281" src="https://www.youtube.com/embed/ZeUcpTTG_N8?feature=oembed" frameborder="0" allow="accelerometer; autoplay; clipboard-write; encrypted-media; gyroscope; picture-in-picture" allowfullscreen></iframe></p>
<h2 id="toc-3">В чем разница между Быками и Медведями</h2>
<p>Предположим, ваш прогноз оказался верным и перед закрытием биржи данные акции подешевели и стоят 80 центов. У вас на руках то же количество акций (1 тыс.) плюс чистая прибыль в 200 долл. Вы возвращаете акции их владельцу и оставляете себе прибыль (с вычетом комиссионных за осуществленную сделку и за предоставление акций в долг).</p>
<p>Как бы там ни было, вы смотрите на ближайшее будущее этих акций с пессимизмом. акций этой компании под залог (у своего брокера или <a href="https://ru.wikipedia.org/wiki/медведи на бирже">медведи на бирже в википедии</a> просто у знакомого) и сразу продаете их по текущей цене. Приказ моментально исполняется, и на ваш биржевой счет ложится 1 тыс.</p>
<p>Их настроенность на покупку берет верх над стремлением медведей продавать. Следовательно, волна покупок быков создает увеличение спроса, быки в этот момент активнее медведей, их больше, они вкладывают большие капиталы. Сейчас они покупают не торгуясь, решительно отдавая приказы своим брокерам покупать по цене рынка. У вас есть основания предполагать, что до закрытия торгового дня акции компании «Туды-ее-в-качель» упадут в цене. То ли вам шепнули, что до закрытия рынка компания объявит об убытках, то ли вы считаете, что ее акции переоценены и вот-вот цены на них станут снижаться.</p>
<p>Быки форекс – это трейдеры, играющие на подъем рынка или, по крайней мере, рассчитывающие на повышение цены конкретного финансового инструмента. Дикий медведь <a href="https://www.google.com/search?q=медведи на бирже">медведи на бирже в поиске гугл</a> наваливается на врага или жертву, придавливая к земле своим весом. Точно так же трейдер-медведь стремится снизить цены и увеличить предложение.</p>
<h2 id="toc-4">Другие биржевые термины</h2>
<p>Итак, за изменением цен на бирже стоит единоборство быков и медведей. Когда цены увеличиваются, это означает, что быки сильней медведей. Их оптимизм в данный момент времени сильней, чем пессимизм медведей.</p>
<p>Согласно словарю финансовой грамотности основная задача медведей – продать дорого, а откупить дёшево. Первые печатные сведения о «медведях» и «быках» в контексте <a href="http://drugaddictioncenters.net/2020/04/10/foreks-s-freshforex/">Брокеры Форекс</a> биржевой торговли относятся к 1714 году и к настоящему времени используются как одно из определений любого восходящего или нисходящего движения.</p>
<p>Действия спекулянтов на рынке могут быть как стабилизирующими, так и дестабилизирующими, в зависимости от того, будет ли наблюдаться у спекулянтов единство мнений относительно будущих изменений цен. Усилия тех и других будут взаимно компенсироваться, в результате общее изменение цен акций окажется незначительным.</p>
<p><a href="https://antiaginghelper.com/12-podvigov-gerakla/">https://antiaginghelper.com/12-podvigov-gerakla/</a>Данный класс трейдеров, в свою очередь, наоборот, продает активы в надежде, что они упадут в цене, чтобы затем приобрести их по меньшей стоимости. Соответственно, главная задача медведей – продать дороже и купить дешевле. Чаще всего распродажа активов происходит на общей волне, чтобы курс криптовалюты (или любого актива на рынке), сильнее упал. Под напором продаж быков и медведей предложение сильно возрастает, и цена начинает снижаться. А еще может быть, что за это время цены упадут так низко, что последующие подъемы в течение нескольких лет не будут дотягивать до данной отметки.</p>
<h2 id="toc-5">Что такое медвежий рынок? И кто такие медведи?</h2>
<p>Однако если большинство спекулянтов рассчитывает на рост цен акций в будущем, то все они будут стремиться скупить эти акции, тем самым искусственно поднимая спрос на них и соответственно цены. Если же большинство спекулянтов ожидает падения цен акций в будущем, то все они будут стремиться продать эти акции, искусственно увеличивая их предложение и соответственно снижая цены. Цена акции напрямую зависит от того, кто сильнее в данный момент — быки или медведи.</p>
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" width="509px" alt="медведи на бирже"/></p>
<p>И наоборот, чем агрессивнее настроены медведи, тем ниже они могут опустить стоимость акции. На бирже это называется “открыть длинную позицию”, или «встать в лонг» (от английского long, <a href="https://www.henrimarimoveis.com.br/foreks-2/">https://www.henrimarimoveis.com.br/foreks-2/</a> то есть «длинный»). Когда (и если) их ожидания оправдаются, они закроют позицию, то есть продадут акции. На практике в биржевых торгах отсутствует чёткое разделение быков и медведей.</p>
<h2 id="toc-6">Быки и медведи на Форекс в массовой культуре</h2>
<h2 id="toc-7">Кто такие быки и медведи на бирже</h2>
<p>Основная задача быка заключается в том, чтобы купить дёшево, а продать дорого. Они отыскивают недооцененные компании, которые в будущем должны вырасти, с целью последующей выгодной продажи. По мнению участников рынка, быки «насаживают жертву на рога и подбрасывают ее вверх». <a href="http://festivaldellapprendimento.it/chto-takoe-stop-loss-i-kak-ego-ispolьzovatь/">http://festivaldellapprendimento.it/chto-takoe-stop-loss-i-kak-ego-ispolьzovatь/</a> В отличие от персонажа Арбетнота, быки на бирже – это участники рынка, которые покупают ценные бумаги в надежде на их будущий рост. Тот факт, что на фондовом рынке быков больше, чем медведей легко объясняется психологией – согласитесь, ждать роста приятнее, чем падения.</p>
<p>Что касается краткосрочных перспектив, то тут нельзя однозначно сказать, чья стратегия более правильная или более прибыльная, и кто на рынке сильнее – быки или медведи. ✅ Медведь &#8211; участник биржевой торговли, который продает ценные бумаги в надежде, что в будущем их цена снизится, например, из-за того, что у компании ожидается негативная отчетность.</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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" width="509px" alt="медведи на бирже"/></p>
<h2 id="toc-8">Быки и медведи на бирже: что означают понятия и в чем различие</h2>
<p>Для этого он открывает короткие позиции и продает, продает, пока цены не упадут до нужного уровня. «Быками» называют трейдеров, которые играют на повышение. Основная задача данных участников рынка &#8211; отыскать недооцененные активы, которые в будущем могут вырасти, и открыть длинную позицию (встать в лонг).</p>
<p>Цена стремительно «проваливается» вниз, возвещая о начале нисходящей тенденции, или медвежьего рынка. Например, если цена акций растёт и большинство спекулянтов полагает, что этот рост продолжится в будущем, то они будут стремиться к покупке акций в надежде на их перепродажу по более высокой цене. Такие коллективные действия спекулянтов ускорят повышение цены акций. В этом случае коллективные действия спекулянтов замедлят повышение цены акций.</p>
<p>Самые известные располагаются в Нью-Йорке (бык неподалеку от биржи на Уолл-стрит), во Франкфурт-на-Майне (бык и медведь) и в здании Шанхайской биржи (бык). Что интересно, воротилы с Уолл-стрит обогащаются в то время, <a href="http://baltika-doors.ru/aktiv-raven-passivu-balansa/">Копенгагенская фондовая биржа</a> когда на финансовых рынках найти бык и медведь биржевые символы в youtube господствуют медведи. Бычьим рынок считается, когда на бирже наблюдается преобладание массированных заявок на покупку при росте курса.</p>
]]></content:encoded>
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		</item>
		<item>
		<title>Как провести анализ рынка и получить требуемый результат</title>
		<link>http://de.agoraministries.org/index.php/internet-zarabotok/kak-provesti-analiz-rynka-i-poluchit%d1%8c-trebuemyj/</link>
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		<pubDate>Mon, 01 Jun 2020 14:50:42 +0000</pubDate>
		<dc:creator><![CDATA[Bob]]></dc:creator>
				<category><![CDATA[Интернет заработок]]></category>

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		<description><![CDATA[Основные темы статьи Анализ рынка: обзор лучших практик Сигналы для торговли на биржах: фондовый, товарный рынок, Форекс Так ли плохи индикаторные стратегии? Глава 4 Рынок и фирма Структурируем и обрабатываем данные Прямой вторичный рынок: продажа части акций за деньги до наступления события ликвидности Фундаментальный анализ рынка Анализ рынка недвижимости и Аналитические статьи от Irn Ru [&#8230;]]]></description>
				<content:encoded><![CDATA[<div id="toc" style="background: #f9f9f9;border: 1px solid #aaa;display: table;margin-bottom: 1em;padding: 1em;width: 350px;">
<p class="toctitle" style="font-weight: 700;text-align: center;">Основные темы статьи</p>
<ul class="toc_list">
<li><a href="#toc-0">Анализ рынка: обзор лучших практик</a></li>
<li><a href="#toc-1">Сигналы для торговли на биржах: фондовый, товарный рынок, Форекс</a></li>
<li><a href="#toc-2">Так ли плохи индикаторные стратегии?</a></li>
<li><a href="#toc-3">Глава 4  Рынок и фирма</a></li>
<li><a href="#toc-4">Структурируем и обрабатываем данные</a></li>
<li><a href="#toc-5">Прямой вторичный рынок: продажа части акций за деньги до наступления события ликвидности</a></li>
<li><a href="#toc-6">Фундаментальный анализ рынка</a></li>
<li><a href="#toc-7">Анализ рынка недвижимости и Аналитические статьи от Irn Ru</a></li>
<li><a href="#toc-8">Как анализировать форекс</a></li>
</ul>
</div>
<p>Вы можете его применять перед открытием компании или же использовать если ваша компания работает давно, но при этом хотите ее развивать и увеличивать продажи. Фактически, в качестве почвы для анализа можно использовать любые достоверные данные. Если внутри данных есть статистически важные закономерности, то методы машинного обучения их выявят. Если закономерности отсутствуют, то мы тоже это узнаем.</p>
<p>Важно понимать, как именно их применять в своем анализе и тогда торговля валютой будет доставлять только <a href="https://ru.wikipedia.org/wiki/как анализировать рынок">как анализировать рынок в википедии</a> удовольствие. 27 января 2020 года в ФАС России состоялось заседание Комиссии по анализу товарных рынков.</p>
<p>После чего перейдем к следующему датасету или к следующей гипотезе. Таким образом, исторические данные придется анализировать в любом случае. <a href="https://www.google.com/search?q=как анализировать рынок">как анализировать рынок в поиске гугл</a> Они дадут прочный фундамент и возможность оценить стратегию. Например, плохой способ — это изучать графики и вручную искать закономерности.</p>
<h2 id="toc-0">Анализ рынка: обзор лучших практик</h2>
<p>Подобные сигналы дадут вам возможность как проверить и подтвердить свою аналитику, так и получить прочный фундамент для строительства своей торговой системы на основе этих данных. В этом формате можно визуализировать любую информацию — структуру статьи, план подготовки к празднику или отпуску и т. Однако в отличие от графиков, количественные показатели так анализировать неудобно, а вот качественные — вполне.</p>
<h2 id="toc-1">Сигналы для торговли на биржах: фондовый, товарный рынок, Форекс</h2>
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FLVlKTuKwrUk7gVl2AiW16UnW0M9KXqKz0bz5b1hW24rbkCfUmmcg162hvtSV1pJFbJyO74KHypOqIVD31rB9BUg13cIopd7En9259lFAcarfxIVcU5YiexJHu/niXFq9QhGdviRW4jX+1TVBu56gdkHr3Dyywj4FIwT8yRXid2cEEH8naodSD+g+zlOf4uM/MGtJK4LcSbcCbfc4slCNkoQ8pAI/grSEVlk1py9iS7bqFpllLcJuMhoDAQwlISB/F2rZN6kCgQtopA6k1BEnTXEK1q55mkniU797HbH4tkfhScav1DZilElm5xgFe/3uSMegcGTTLMk0u5YlF8YzgSFoV4HOMVG3HS+PSU2rT7chx1sJMl3ckZX4/JCP8o02rZxLU+6lgyElSlAJS8wUE/4BV94FanindlSNTXAhZxFQY6Sg+77ieTI9CQftrRXk9uCxQw3kQzbuXLU09kYWhavTYD9Zp1qC132U4pJ95vlx6cxx19KjYzmXNExHE45kDu84GcLOxP+DTll3mfdkruEdxTaWEuBwIGCpQGwz5daqy4LUeWSppsWBd1tEWa+l5a2m2yjm2yQM9PSlHFCw3DRMhy8WOKl2GlWFEI6jb7+n3194U6CYTdbTqWXCdfQlgOOYHOEukdSM5IGeozVirZL0+i/t2PVNtak26cUkFScoWn6u4/Gq06ji8rsdahbRqQ2y7lTGDqe/aei3aIXWx+dYVyDYLR9XPxSfupvXGTqKzORlzI8sNpCkNOLQrlUhYPuAnqRkEfA+ldFtZ8F7RaLJIToizRWIUtKFJbbRj3epP6qZWleEF91Vw7uejuIVrsD8wS2pdmkR4raXYxQonC1hCVKB90YJV4kmtyecuT48Gura/dUe/n6ES8IdZfsk0omE+8pUpTAkNhXUOp2Wn5p3+VbpN8UlSm8YAO+fOkWuOBeruBOq7brqFHU/pa5SS1JSjf2B5Sso5h+4UCUg+YTnrSbU0mFaLvIYdktIQrlda97qhY5kn7DW6hUyjnXVJwlybhzVMGNgypjDOenOsJz9tKGdQszilqK60Ur/wBdO4+Q8fwpkMartEfmQu3RLhzkbuRytSMfuVDBT8jWtnakjLmJcjWaFCcYy2pQVhSt/HKiT0P81b+5RfHcl+CuFFSpKRzOL3W4dypXqa2seYzjPMjYn5VCDWsLisgIlED/AHJGfxrbpuVwlONlDcl7vG0K3cxvy46fKsNrMdyJkReoDWO9kN/4VbG23dqY8Gbay7KcPRLLZX+FRdZ7XqN5afZ7choKxlRbJUfmdvvq6fZc0no9zTDZ1Ctp6786y+w4Qk551BJIB94cnL6fPNYtY7hPJG1m0hrS6qCWLMiOn/d17n+KkE/dT0tvBrXMpAWtxxsHwYiLI+1WPwq1ceJBhIDUWLHZbH1e7QEj7BWfG4ISD6is1FMnJA3Dfg9e9O61tN7ub0xxEVTrhCwlKRlpaRkZ81Cp+T0GaTE/22hPiEqzWZbqUJKlZCQMk+VZpYRHdnPf6QnWoufE+z6PiPKUiwW0SH0pXsmQ+skDH7oIQg/BdXf4XXQ3nhtpm6ZClSbTFcWR4qLScmuZHFp9/iTrnihxObcU5HttwZwtP1ShchuI0k/xEpPyroF2VLubn2dNGTFLKy1bTHKupy0tTf8A0K81plw6t9Wk+0uV+CeD7L11pdGx6X06hT+/Se2fupTiptMrN2bmxdO2nq6645gyu7u+mVPgfrrzZGUX36Q6TLSeYRbnId23wWrf3P4gVEPD7iHxO0lxT1PqHhZZfyndpj0pp1Jhqk8janyeblSRjcAZJxT/AOyDKv2pe1dMvuqWuS7uMXKXOR3fJyPqKQocu/LuojGa51vXjU9Oik8+pn6HstX0utZfbdQlOOxWappJrdnC7x7pfXyWX7cGrjprgRcrew8W379IZtwI6ltSuZwfAoQpP8aq9/R5XJ+DxU1BZ1pLaZ1mDikK2PO26nH3LNOnt6XR/V/Ebh5wbs7h9qmvJfcCd+VUh4MNEj4JdJ+FaXhJGZ0D28bvpePhqM77VFQ0DthcdDyQPkKuXU5T1SNVdotR/VPJ5nRLenQ6Ir2Ml/Er051vypyil+uMlmO1tPEDs7a2dBAL1v8AZf8AlXEt/wDSqNeww0Lb2drxdlAJ7+6zpGf4DbaP/l06u3FLEbs7XxBUU+0SoTW3jiQhX4Jpndn1/wDYp2FrzfVZ5mLVf7jt1PL3yhj5JFdCtLOpKX8sG/3PLadTx0bsf/luoL9IjA+jcR7XqPX11XnKIVtz/wCsXIUf/gqPOFfEhnQPFvipxLeDbsi3wrwuGhZ2ckrmJbYSfQqUM+gJ8Klz6N6CiLpTXt7IA55kSJn/AHllS/8A5331UrRWn7txV4jR9HWiS4k6ounK84gZAZU4VqcP8BPMr4gVw3OdK1tfTXzNyx+L7H0+jQoXut61C4eKahRjJ/8AxjFOS/NJji4KQbnK4+6GF4Klyp17iXFa1/Wd5ld8Fq9VYzXVi7BEaJJuTMFt6Uw0tTeEAqUQCQAevWqC2+0wWu3vbbDbI6Wodmlsx2W0jZCGIAQnHwwKs1I7UumEce2uAremrn+UC93Dk9bjSY4WWe82HMVnbboN66ejKFpTqRm8ZntT92eK+ItS46gu7SvaU8qNuqkkvEW8v8l2KSv6w1pxW7QmjTx6jvQXlzoERUQRSwGm1u5bQEK3wpw4J6kH0ArqU2Dypwcj7q5+8f0t6j7dukrPBUHDEl2RDiUdQpp0vqz8EkV0EAIAAxgVY0iEoTrJvPzdzj/EK5p3VrpkqUFTTo52L7scvx+J8WQkKJO2CT8KYUNLhit+8BtT2ubhat8l0bFLKyPjymmeygIbSjyFdw+aHhTWdy4rPjtXnuU82M1nxvivCgObOOuTQGEtBNeVI36UpAzXxTdAIy312rEprNLiyfSvHdgDGDWSBr1MeYrA5HBNbUtA9RWFxnyqQa32YetFLu5PlRQHNotgdBXnuCs4/Gla45Hwrx3VQ+CUhIuIB1SAfSkr9sivDleYSvz5gDmtoUlIxmvJST1rW5myME2NZzQejZMkzp2mrer2fLxUlhKD7ozklOPKqj6wlLfNwkpWElahjfYlSiT+Aq5+o5iIGmLvOI/uMF0lX74pKR95qmU2H7c47GW3hAcUFH0SAP560VJNtIsqG2OUNhL5Om47AKgVDGP3yd/1ipK4V2W6X2FLebYcLL6AclJ5c9FfOo0U2GUzoC1YMOTnPlk4x8Mj8Kul2fbVbEaXt8JJQlLoSsq67mq9zVdJZRbs6aqzwP8A7PqNV6e1Uy7DeYf0quB7O/aZLalBbvIRzEYwSVKJKlEnwGMDEgav0pboSDPjN9yA6FttkqKEFR95KMk8qR7oCRsMU99K6es9viBMVwukjGds03OOF+Z0/brGtmPzNOSVrd25gkpQeUKA8Mn7hVKpcVLilh+PB37eyhbvciZ+Gl3XfNLsMyGkmSw2n3SAcgbfzVvGhaW5yYzyUR5C08yUk4K/MD1qrHBPjRr164LYe0yhrLqwx3ay4gN5wFqPKAMjfFS3qfRd6lWyTeoVxkm6KkmcytTp/Nq5QChI8EnyrOFZqmvLRsVCM5Nt4T7Ena10/Y9ZaPuelpzIMe4x3IzgWMkKIOFfI4I9QK50ar0dfb/FtFzhOstvtNu22epwJyl+O4WyMkE7Y6jyq2uguKc69252Nc1LblwuZuQNwUqGxB9arNw51CzqOw365Id50K1BLmIJP1W33XFj8U1Zt63qTyuxytStvSjtbzkbMHhJMKkKuF6UoH6yQVKHn1Vg+FOKHwps391Knn3T7wJI3J3P31MPDvhXqriMhcnTsHvWGXORx0LHIFY6FSiBnceNTFYuyZqpCm3pt3tzfKkcyCpRwcfvUkffV5TSeDhzotcFVrXoi2253u3relwlPOFOZVj5E4p2Wy3RGQkNxm0+AwgDarOOdkZ6Y537+pY7ZUMciEKx8iRWdrsgltOUalRnw5knH4VLn7Gl08EDW9hscuR8jTntTyojiXWXnGlIOUqSSCD5g1J7nZU1HHBMe/xHMdEpJBP2px99au48BNYWhtbz0N+SlG5KV5GPggnHzxTemYYwZ7FxU1faEhDd9ecQOiXsLH2nf7TTxgcdtRcoDy4Tqh/ueCfsqJYltajqLb0NIdbPKoLHMQR8c1vYbaR0QlO3gkCo2kk+cOdfTtaXGUiXDZaTGZCgpGdyTjxpTxp1g1oLhTqvVry8Kt1pkuMjOOZ7kIbSPUrKQPU02+Bkf37s/wCQZQN/PmP6qjb6QW7XkcIbfo6x26ZMfv8AdWg6iMwpxXdMfnf0Rt76W/juK03VR0beco90n+p1un7ON/q1vbVGlGUo5z7Z5/YrFw3n8P4HZc4mwtR6rtTOp9RSGVW+A6+PaX0xC26ghHXKnC5v6CrN9hrU7cvs2T4wWebT9wuMZWfDmAkDHyfFR1pvsC2Cdwsb1PdLvfDqWTZDMbgpUhtCJSmitLeCnm+tgYJpx9jDhxxV0bwk4iab1Vo+VZ5NzWqRbESXWj3zq4vdke4tWN0NjfHXpXAsKFzQr03VhhbH2/Xk+q9U6po+qabdRtK7lJ14TalheNny+XFLyND6OUM3TVmvL6U5/tSKQVDJw644v/o0n7Fz/wCWO1Fri6r3Ulq4OAn99LAqVexFwC1/wYserFa7iw4828KiojIZdLhCG0LyVZSB9Zzwz0pX2X+y7qrgrq3VOq9SXyHMevjKmmEx2zzNczxWokknP6Pl41vtrKso26axtcm/7FDWeotPqVtXnTqJ+rClCGPOEk8fgVc4s8SdWXLta3rXOi7M5fJunJwj26J7Ot9CQw13XMUo3wHCtY9VUn0brrWszteaR1nxGtSrRfLzeIaH2FxHI2UPN+ytqCF74VkDPiQaufwE7LNq4Larv+s5Go371c78CFreYQhLQU4XF8oHmcfZ8a32u+zLwx4icSrTxS1LFmrvNmRETGLUxxpvMd5TzSilCgCQtR6+QrBaVc1F6spYe/dt8dzbLr3SKH+yp0N1NUPSVRJ7nldsNpYz38lce3d2hdH6itbnBDTJmTbxDurRuakMKS20tsHDKScFxZUofVBG3XO1STe9OTuGvYIu+nrsypma3pCS3IQobtuyEEFJ9QXMGpTg9n/g7Z9aTeJCtKQV3ydJVLdmSfzikuq6lJVnl6dBgU5NQ6u4apgvWzU2pLCiK6OV1mVLaCFDOcEE+dX42s99StWksyW1fRHk6mu0VZ2mnadRk4UpqpLPec+M4xnC9ir3YTaftPZs1rfuRZL10nvthKTzL7uGwNvPdJFND6Org9dm7vdeKWpLPJht26Om2WtEhkoWp1aQp1wBXUBPIkHp7yvI1aJ3j72cdIQjbk8RNKQ2EZyxHkIUD5+6jOSfhvTTuHbf7NNkPs8PVMqUUbhEGzSign0V3YR99aI0bSh6XqVV/DXuuX7nWqajr2pfbo2lnPF3JNvbLiK8Zwl9GyJeG/C3iS52377r+7aTmx9PJmT3Grg9yhtQLfIjl35jnbGBWx7S/ZC4ja14pq4s8J9QMQpkoNLdQ4+5HdYfQkJDrbjYJBKQPDOc771urp9ItwrjLUmz6I1ZPxnDimozDZPzdKv8mmlcvpH3lFYsvCzb9FUq6ZI+ISj9dV51tLp0nSlUzmTl9cs61rpvXFS8p3ttZuDhTVPDSw4r3Un5HZ2a+yBqDQGuv7KnFjVJvmoW0rEZBece5XFjCnXHFnmcVjYZxjPoMW0JKelc9bh9IfxUfB/J+kNOQ05JTzF11Xpn3gKaNz7dHaHuKltxdRWmBzeEa2NlSB5++VfhU0ta060i6dLL89uX+uBe/DbrHqG4+036hF4wsyWEl2SUU+DpTfHCLRJxuSgjrjrTcCQhISd+UAc3ga5o3jtA9o/UUVy4XDiJqf2LHvORW0Rmk5/fMoSPvpuWO4cXOI93a05ZtQar1BcpPMW4rl3kPFeBk5Li8Dbrk4rGfUtLco06TbfbPn+ptofBi8VOVa6vKcIx7tZePxzg6izb1ZrZlVyu8GKBv+ekJR+JpsXPjFwptBKrnxE09GQjqVXBo/ga5las05qrSN6kae1nbJFuukcJL8WQ4lakcw5gSUqUDkEdDWmAA6DGPKqVXqipFuPpYa92ehsfghZ1qca0r1yjJJpxiuU/Ky2dKpfai4CxXEtJ4iQ5Ti1BCExGHn+Yk4AHIg+NSsRgdQfUVyd0HBNz11p2CEg9/doaCMeBfRn7q6zLSQSD4V2dE1KrqKnKoksY7HgfiP0bY9HVaFG0nKTmm3ux4wl2MRSDXwp36Vl7skZo5T1Nd0+ZmBSM1jUjwxSojNeFJxQCXu6Kz8vrRQHOt+EEbnbFI3WAg9aanaI4k6i4WRbNN08qElc2SG3kSWitJRzoBOxB6K86hm09snUZRy3qzaXeJfW2ohp1tSAk/WUMq2IO2AelTVah3M4LLLELZB3zWBSMbeVQZJ7Z1mQ+lj+x2zMwn849GmLaTzeISFDJHrt8KXQO11oKWQi46Iv0bPgxKadx8lctaG01kuU4ZY+uLDqIfDq4KUsJMp5pgAnGQSVH/wCGqt2yOp5yXJ5ScrUAfDoo5qfuPGqrTddH2ZmyiWhD7rr7qZKUhXuhIH1Sf31Q5pS397BHefpJcUrHXAB/zhVSfE8FmUV2IevbikrmJSsBSlqC9+o58n8BVmuzfrIS9LtQ3nVJkQgEEengfsqt+vI6YFx5gkJDyXQR67fz0q4Z8Rf2EXFp91hxaVqCHVBewbPp5isq1F1aWEaba4VvXzLsdM9HcQQ2wmKZG4PzrxxM1FFf9gEt0KbRlSgry86g7Tuomp8ePdbZLS+yvlcSptWQtNSTxC0pF4kaBYm2m6vW99xosOPtn3mF9QcA9MjzzXEw4vaz2FOvvg2h3cP77Nu0gQ9GWtLpQlJcWvCWwnI3JPUdOmTT3478VV8M9EPTL/rqzRdRyWlsWy0xWlLW88nZPQ7J3SSTyjB9Kqjwu4f67t2oG7PrPU91uEYHLElia57OsDAAwCMK9FDw2z1qX+J3AVfEBOnIkd1cafHnthKuUOOutEZUSDvjAB5j579a6lGl/DeGapzuKii1HGP1N3qSa5oPQurdYXJtLUxdibuLh6DvlNcx+xW1Qf2M9LSuIEeZoyM8wZMiJ36RJPKjLSkZ+4n7Klrt2XaNZeAE5jv0Il3eWxZkEbcyQ6SQPghCvsqvXZdmPw5hREfUyuRFcKeXZQ5k5AB+daoU/Si2vc519P1bhQfsX50fwP446KdW/pPV1ut6XN1IbWVNq9VJIxnw6VJ9rf7SkAJTM/Y5cwkYOEhCj6/XAqqljuWsH1BuLf7k2kjoiSsYOfLNSxpKwa0uISZmsr0hGPqpmuJ/6VZuSTzk01raS5wTSrV3HOGnMjQFskY3HdP5+4KVWguPaE1tYpQg33RLER7HMELdUMjOMittpzQccMhdxulzmZGfz891Q+fvU6EaC0mlalOWWK4SE7rbCj67n1rYpyfk51SljuiOz2lNSvDDdjt7fqStX66Qz+N2ubsyphqUzEQv3SI7OCR8VZNSY/ojTI3RZ4iMfuWgKRL0XYskphNpPw2repe5TlAhWKHXllxfMpSzkqPjnxrcxYy+Ue6rfYbVIzOkLclpPIykDlGdqUMaZjNqBSjAFbFNM1YNlwgkQbVaLi7cJbMYuyglPerCSQlI3GfDJNPKVqrSKyC9dojxQduUd4QfTANMmPYIicOLZSpQOBkZ2rZQbbHabyllGeZXh++NZbnjgxxhm/c11YEjljImSMDo3HUPs58Uic4k2tExENFvmFalJSQpIASVdOYpyBnPjSG4Jixbe8++QhKGlLGBucAnFMjStuuk2axKnnmcuM0PKweiEHnx578uPnRT5UUWKNBVISm3wv8A3BLv5WnFBcEJCOuedzoPEnArS3fWzUS1z5kadHUuJEekhIaUAeRBUcKOAenga1Wt71IKRYLY6kSJIBfIOeVo+HxO/wAvjUacS7y3pfhPqu7rSorNmmwIZWd1LU0pK3fgMgD1zWNaapwcl4TLWnWDuq9KL/5ySS/MqbcO2v2kbs0C3reLbedO4hWpgdfIupWaar/GftAa3ntW48TNYT5cpXK3Ft0t1pxw4JwluOE52B6Co7A5cDO42qbuxjATP7ROnkrQSYzMuQPTDKh/0vvr5zb3V1e140pVHy8d/qfr7UtC0TpvS619Rs6eacHL7i5aWeXjJoV8GO0rqVhUyVovXVw5UlQcnl7nx/69XMT6AUy7PoXUWodaQNAIt5Zvc6YLeiPOy0W3j4LyCUgeO3hV79RdoniBb+15b+DcB62nTTj7EV9hcUl8qXE74kOc22CRtjptTP4mWKJ+2C6MTEbQ2X4UW4SeVP13UplJ5j68rTf+DXUr6XRliVOcpYmovJ4jTOt9Qg5U7y1pU1O3lWpuHjCyty+pVvi7wZ1PwRv0TSurZNqenTISZyRb31uoQkrUgAlSEHOUHwrLwR4ZJ4v8SbboRy6OW5qel5xyS22FqbS2jmOASPhVrO1d2Y+LfGLiynVmjo9pNsZssaAky53dKLjbr61cqQhX+yjc4qM+xxoe+6V7TytP6ntzsC5WS3zDIjOYPIVJSkHI2IIUCCNiCKrVNLdLUI03B+m2ln3R2LTreN90lVvI3EHeRpSlJRxmL8Pb9OBpXjgJY7R2m7fwPRep0q3Oyo7DssJQh7C44dXjYpBBONwRSrjBwO0loPtHaW4SaeeuEm13L8lCUqa8FPLVIlrbdAUhKQMtoTjA2PlUlW1Kb79IU+s5UIstZ38C3DCf1VvuKPD7XeqO23YdRw9G3mRY7Y9bVO3JMJz2RCW0lwnvSOQ4UrGx61b+w0pU57IZfq49+DgPqe9p3lurq5aX2P1Hl4TqSXD8c+2PyIz7aXCXh9w51Po3THDvTyLT+Uokn2otuOOrdUp1pDRJcKjkZXj+FUq9sXhjb7qrhfw30NYbdbp18urrKFRoyWwlCWkpWtXKBlKQvmPwpq9sV43TtV8PLEMqSlNnSpPl3txUD9yR9lXKuuhLZeNb2PXM4qXK07Amw4Tf6KFSVMlxz+EAwEg+SlV0qVnTr1bilFJLMV/k8hf9SXmlWWjX1WpKU1TrSy223KTai3l84ePyKXds7Vdm0JpfTHZw0S2GotsiMybmsAFRSkcrLaj4qUQpxZ/g/uqxfR36NNz19qLXDgV3Flt7cFnIylT0hZUrfzShkD4OVXri9d79feKuq7jqPBnqvEtl1P8AsYbcLaUj0CUJA+2ra8A7p/YU7JLmvwEMTL3eG3kqIxzJVIbZT8fcSquXZ1I3Wpuq1iMP2S4R7TqC0noHQ9PTqL3V7mUcvzKU3uk/0WPwIl7eNragcenpKEFKp9oiSTtscFbeR/ydV1q3n0jNnDOr9E6hbQMz7bMirV/vLjakj/8A7K++qh1zNZgoX9Re7z+qTPdfDm5d10vaTb7Rcf8A6tx/sPvgREM7jNouMEkhV5jk4HgCVfqrqfy4yMDrXNPsmwET+PulkrTzBlx94j0Sw4f1CumIbPQnODivS9KxxbSk/L/sj4t8b62/WaFJP7tP+sn/AIMPLuaC2fKsxRRy16g+Kiflr4U1nUmvBTipBh5PT7qKy8pooDkF237Na5MXTEiXJCX0PuMMx++KVOIWtoOHlB35cDfG2RTFg9m3QU2A1LDU9BWMjlfz4nzBqXe2vbYLthscl5jEqLMQ4wvvCPdW6hKxy+OfdOfDFbewxGY2kGLg8kcjMdayScbAk1ZdNS7myl3IIV2YtGlRDcq6I+LiDj/IrSaw4B2LSlgfvMSZNeW0pKUh7kxuceAFTrdNUNQ7imGy2xyhlxxSilxeVJKQEggAb81NvWV7XqeyyrG1ESUJdjqS4gKSVlS1AjB8uTzqnW2wWDs29BtbiKuIciXHZt1lXIcecgxi2tS8ElSlHyHWvukGC0yVAggNoSD4HJPMfuFJtfTWp2sLoWHO8bamFDfryHA+3H31srYhUO3PtA++hOAfhkH8B9tctyzLLI/5EW8T7GiXbm7nHODFKnFJ80EgE/aKijIJzj7Knq/soect8EkgT4r8Q7AjKkAgn4FP41A8hlxiQ4wtJSptRSoHqCNjV6i8xOXcxxLJKfBfihO0xMFinOLctzx50bklpXjj0PlVuNIa/ZjwVtQX0SLbcEALSFfVOR71UCsSF/lRlOSCk74NThpK9y2080d1bJaICsE4x8KoXtGMpbkdPT7qdOOGWlgXS6QJ6LraUqeQk++0BzoWPUDf5jzqYdJau4gagcYj2+2rhJIDapJ5gQnGMZVv0qqui+J1101JTLSFOskeXX5GpF1B229N6IhCHJtkxdwLfepZZbG/ludkj5/Kq0PVUsRPQ079Rp4lLCMH0kMhiz6G4e6VXMD0p27PTnEg9Ahnlyfm7+NRL2dZqIWoIhcWSG0NoHxCU5H3VDHFLjLqrjvrh3U+oV901CYU1BiJOUsNlQwCf0lEnJPn6CpR4IuFm7oJUAUoScn+Cn8AauVouFLacKNZV7l1F2yXRtWr7dZ3yybcta2l4UeYAKI2+yndaONFygDkisIGOmW0jb5g0ydHaDm8QLSLpZZccyox7iUytfKcp2Ch8RjPrmt2zwu1RCdWy9Hayg8oHejf1G9c+nUUuWz0tV0akFyskl2rj7qBtvuxAjuknIU6ncenu8oqYOF2trjrG2ypt0abQ406lCQ2kpTjGfEmq1wNG3FhXJKYdSR44OPt6VOfByMq12ibHVsS+k+v1auU5Lsjh3NFPlEpuqBGBSYp3r4h/KetZU4VW9NnKnDDMcdnLSMjqkUpRHSR0r7HThsbdDgfClSEbVsRUkYAzkHAAxXphIDZASQcq2I8eY019eXtdmnWhhLnIiSp0L364SBj762Wnb+3dLRKKXAXoiVJUR5YJCvnWSks7TN201SVbwzT6/mrasHOpzC58luO1vjlZScn5nGc+RSPCi33OHZGTcZK8ItkEHGd+dagAPnimzxjnSPadN2q28h95chQUdwAAkfrNNfV13nMQjCabMgz57C1FpY9xhCMcpHXPOT6Yxv5aHX9OUn7HUtrOVS2gl/ybHoq5ezsOXuc8HptzWGo6EJ37xWwAHXAGPgBTC7TKkROCd/uT+UrDDMGO2o9EOPIQr54Uok+Zr7oTV0u73d+6SGi0zEdVGjsrTju0JJST/CVgn7BWr7WM2RL4FybzJaSxHm3SLEhNnqsBfOpZ9PzZA+fpWu4rqdlUn9Gd/QLTbr1nTXmcV+5RXGRjOPWrGdgyGZXHpqUQT7HaJS8/wALkT+uq5+G5x+qrSfR7RVu8XbxIAyhixr3HQKLrf414XRo7r6mvqfpn4hV/R6YvJe8MfrhD5s3D/V2oe3hctYPaZuLdntkpUkz3Yq0R/chpZTyuEcqiSegJOxrIxeYWsfpDEuQ1hxqxwFQudJyFKajqKseWFurT8qZvHLtp8YIWq9S6D0imz2WHb5r8Bue1HU9LKEqKeZJWru0q2O/IrFaLsFsuXDjy9PkrceebtMp5bryitxSlqSCpSjuSSdya732mg7mFrQec1N0vxXhHyr/AEbU4aNX1vU4RgoWnpU4p5bWF8z8L8CWdScXuJLXblt2gbbrGe3psSWIrtp5W/Z1JVC7xefd5s82+ebII8tqkG129hfbjvEthsDutBxlOkeLipSk5PrypSPkPKoh0lp696m7el4v7dqlLhWeW+t58sq7tBRHDSMqxjcnA38DUu8LLvF1L2tOLNwirS43ZbRZ7XzJOfe/OqWPkpKh8q6VtKpOTdTzUePwSZ5DWKNvbUY/Yklts4b8Y5lKUU8488+eSF+CLYuvbr1TPOV+zSrosHy2Sj9dSmx2kdczu1UrgpCt9oRYGJK2nXi04qSoJj94fe5gke9t9U7VFXZGcVdu1lry5jJShu6rKseJmtpH3ZrHwl5rx2+L9LXjEeXclE+QS0EiqVvWnClTcHjfVefqj0Gs6da3d7cq6huVvZRx9JYWH+5k42lN37d2lIOyjBftLRB80lT2P8oH51Y/UnGeVae0tpng22hCYVxscifJWQMrfUpXcpSfAJDDuR494nyqtOpJcGV9IIibOksssQ5jKluOrCUJLcIDBJ26ikPaB4nWO1dsfTWs4d2jSbbZPyazKlR3Q4hDXOsuklP7lDyiR6VlC7+y+rV96mDXcaC9ZdjYuDeyyclj+Zp7f3I17WmlJFg7QOp7fBiLdcur7UyM0kburfQnAHxXkfGrecaOztrXWPAnSHBvQM+2Qm7QmMmc9MdWgKDLJSCAlJJJcIV4dKhTj/xN4Ham7R2guIMHXES6WW3toN6egNuSUMmO6XGBhtJK1KUsj3c4CN8eLV7R3au1Fr/WiHOE3EHUlp0xFhtspbjFyCqQ9lRW4RhLniEjOPq9KrxqWlnO4nN5UnjCfOO/B2Z22vdR0dIt7OGyVGm5SlUi9qlH5VnjvhZS+qJn+kHsMpXDLRl3kJQp+23T2V5SdxhyOoqwfIqbTVD8jzqf+KfaijcTeBVg4VzbDdHLxbW4PtV4lykrDzrCAFr6lSiv3slRzk75NV+xnpXG1qtSuLn1KLyml/Q+gfDbTr/SNG+x6hBxlGc8L3TeU19M5LAdh2ImXx7jrxlUOzTZKfLq23/82uigzgZG5GSfP1qiH0fVsRK4jamvPID7BZUR+byLz4P4M/dV8ijBOOmdvhXrenIbbJfVv/B8I+L9f1uppx/ljFftn+55PwryRitJbte6JvUu/QbNqq1z5Oll93e2Y0lLi7cvlKuV9KTls4So4O+xpDwz4oaG4w6SY1zw8vJullkvOMMyjFeY7xTasKwh1KVYBGM4x5V3z5cOivhSDXopPhRjB3qQeeQUV7wKKA5Tdue6WyJaNP22QXDMefU8ylLBKVIbW2V5UBgH3hgHrvjpTdtvHjh7E0ci2yE3ZUoR3EKZ/Jcj3ic7BXd8vl4+NPnttWuFJ0Pb7g6hCpEac13atuYIUsA/Lp9lLLVojQVq0FbtSait8OK2YaHX331qSFEjPnuSBsBufCrmflXPguW1LMu2SI4HF3Sl41MxLjWS4xS6kRu4fhrWtQJTuOUEfo+nr4U/NcSLfZbJMuzDCG3lxctjkSAkJ5tt+hJWfs9Kyafd0zPktXO06b/J0RaiGXnUuNvuJ8+Rf1QcZ88fEimLxpvKmdJPpbVhX5zI6e6VZxXm7y4cp+lCWfdndlNRi1FYK+MyxIll9R/urpwPH63X7jTnjz/ZYBHOFFbLis5zk8ycfrpkNOpQY6k5B6D45AH4n7KX3K4lmG2hGSQEoT9oP6jWC4KGfc8X+aIosjqk8xa5lj3scqgkdf8Av50wNW2tl3UEtxlR7uTyymSRj82tIUk/YrHyp96ytvfxGFHOWYqlJI645Aoj45CfvppTg/KtNovqY55O7MJxXUBSDlOfiFfdVyD2rJXqR3M0trhvKu4djsKUV8qygD90M4HzqbOHmnJK9SQo82I4I04AZVnHMN8Hy6VHmntTK0jPZvLVrjzmCOV5hzA5gFE5B6pO5/m6YnvQXaB4ITZMf8vSZmnnkqAPfxFPMg58FtBR+ZSOtY1E6i3I2W+yLxN4HbetIJtcRx0tBBUsBIA26+FVr4utiVqi5rUN0IQyg+AwBVutc8UuCSoTT0XiVp6QlQHdpZmJcVn98lOSn5gVTzi5q7Tlwv0j9jk1E8vOhfetpPIOmwJAyfhWuFOeexZu6lNQ7jZ09A5ESErHMsuspJHj72cfcfsqwHCmGY1xkO4JKErAGOuDj9VQ7p2MmRMioCSO+lIVgfpANufrqwGjoSYqXJKQR/aocPqSASPvP2VjcZaZrte6wWD4R6+RozXDDDzihGnJCVpT0yQDj7z8wKsfeJQ9rivNL7xLg5kqHiOuao1PlvrgRLpHcKXIyUrCh4oQQD88Hmz+9qzvCTXbWttONRnnh7XCACR4lHjj0BO3oRXnpboP6P8AqdaSUllEl2qa4EvIdUlaS6o4JzgHenTpC+sRJcyG44Q0VpU0RuQcbpPmPw6Uw2ne6cW2jIUoc3w23pW1L9hgtugZKSSTnfberNGrKD4NEnjgnSNMQtCVc46bkmlzL6FbhaT86jWxzI14hx1qQlzAxvvt/wB8VrLup2PcFdw84htS1AJSrYYJArs055SKNWOeSaY7iQ0DzpB5vE0o9taRtzpUtWwwev2VDcedLUAt6W6o9MlRJrbwH1RklxxSwVe9zE5Vken6hVhM5s1gOOLqo7el7gG+ZLdyUy4MnICmz/NWx0hJtca2XR9l5looZPeoUQCRyqJGfgQflTV1fLRdplli3AL7pb63At1ZBKkJ2OPPfrSfUum1RwZ8MkFf1u7UQDjzHQ1WnOUZtxWTt20I3FkqMnjn+4zr3er/AC9byr3cOb2VQSIgIxytAYSn8TS6BMXc57YSnK1dB18K2F2jl2FFK2RztEKUSOo8q0EAyIV2CFoKStXuODy649KqTg4vD8nZo1IuCpwXbg3N3t6NGWVMtqK5Klz5wQGgoJHvEcyyTsAkZUfE8uACSAWB2vdVi78MrHC7xTbSbmgtR0j3G0IbWPmd9yd96lLUEF27w2XvdWmN7+56eGfvqEO0HoHiDqPT+mlWTTd0uplSX3G2oMFx4NoCUpC1lIIRzZ25sbCp1Lf9jlCK7o7XRyt46/a1LmSTUs5bwuE2VdKgoHOwPjVg+yBxr4c8E73qS88QrlKi+3wmGIQj2+RJU4oKUVj80hQT0T1wN6Z1s7LvHy7OJQzw3nR21/67Kkx2AkeoW4FfdTstvYj43TCFzG7DAHTDs/vD9iEkffXk7Ghe29WNalSbxnuj7n1NrHTWr6fU069vYRjLGcSWeGnx39iGtaXtnUur73qGOFd1c7hIltlYwrlW4opyPA4I29aevZ/41q4F6vmasTp03lcmAuElkyO5CCpaFc3Nyn9zjbzqV7Z2BdbvKBuuurNGScbMsOOEfbinNA7ANlaKXL3xPkqQpXLyxrehpWfRS1qH3VZoaXqUa3rxhh9+ceTj6n1x0XX056XXuN1Pao4Sk8pY8pL2Gxq/6QjideLfJhaT0pZ9OuSGyn28uKlvM5yOZKFJSjmHUFQUNt0moa4d8dOKPCp+9TNFXqMzL1IptdwlzYyZLy1IKyFBSzjJLqySQck+Hjba09hHg9Ac/wDCN41PdN8lDkxtpJ/5JtKv8qnlaeyP2f7aA23w/alKP6UydJfz8edwj7q6UtN1evNVKlRJrtz79+yPGUusugNKt52lpZylCeN2UnuxysuUs4zzg58ab4k6+0VdJ190jrGbZ7lckqEyVHS2HHwpfOrPMggZXv7oFIWb7qdy7SL9Hvl0/KcsrXImsSVokOKWfeKloIUcnrvirUK7Uv0dejpbsSzi1zHW1cqlwdIy3UEp6FLi2AhY8lBRB8DUyscc+CMbgXcuP+gbexetM2tlTzyLZb0syQpCwlbam3AhTa08wJCse7uNsZQ6cuGkp1eF454JuPjDpMZznbafmUkk22k2l2T+V5SOfLWj9dai5pEfSWoLut5XMtbVuflLcV5khJJp02Xs58cLuyldq4U31tpW4EphMLA+D6kfhV3dBdp3SOt+z5eu0JAs8+DaLLFuEh2E8tPfn2ML5k+6SMr5QBv+kKjKxdszWup+yjrftEs6AtdmkWaUqFZ4b8xyS1IwtltS3SlLZwFuqGEkfU6it0el6X/Oo2c2t8bb7H+2tIR4ws5eP6ERWzsUcf5wCnrHaLaOp9surXMPj3fPTrt/0f8AxQeAVcNWadiA9e77xwj7Eimbovjl9Jlx4sLOqOG+l9PQrJLU4hq5RI0CO2eQkKwmbIccOFAjIQfSrucJGOJFj4R2g8ZLsi4auiwXHLxJR3PIt1JWoY7pKUbJ5QeUAbfOrUOm7KLzLL/M4lx8Yupay+Rwh+Ef8tlfrd9He4gJ/LHE1KTgc4jW7I+RUv8AVTjt3YB4XMPoRdNdakmLT7ymmlx2Uq+I7tRx86pn2a+H3aT7Y0G+X9XaHv8Aa4tseYblJm3KW8VuPpUvlbQlYSlIA9OowBUlfRiQbn/Zs4opm3yZcxY7e3bUPPvrWlfPNWAsBROMiNmrVPRbCH/j/qcS4+JPVFz967a/BJf0RbLRjfZR7Mj14EXifpexy7gWo9w/K+qWC8VMleEd2twcpBWvICQfPpT9Y49cIp3D688VLNr223bS1gS6Z9xt5VJaT3YBWAEJKlKGRskHrXNPsp9n3hz2oeO/F6dxCTdHrfbLlIuTLcCZ7OXXZc+SrK1JSVEcrZxgjrVru0Jwt0F2f+xdr7R3DS1PWy2Oxy4W3JbslSnXnm0qUVuqUo5AAxnG21dGlRhRjsprCPIXl7cajWdxdzc5vu28t+BoMcCOHXaYuurO0HwX7QurtG6P1c67H1dCairiiaphA75X5xSeVJSSffQoAlW2FFJmPsW8YOE3Erh/M0lwX0hc7BpjQbjNripuCklySFpUvvjuVc6slSuY8xKyT5VTyBxNY4Q/RqwLVBk9zeeIV1n2yIlCjzlouqEl3p9UNt8pPgXUDxqW/op7Z7Pwh1fcQB/beogkfBEdsfiT9tbCqXvIA6qFfCR4EGtYoYxjArxjz3qU8A2dFavKfKip3MHL7twXJ9ux2eClTYZkJcU4VZ5iUvRynG+w3Oa0XCviLfuLimTN0fZY1qsKUxUzFrkOuhaQAORClhvnxg5CeufOlPbftN3vEnSLFvUlPMmRGU3jKlKdejhBHoCnf4049HaZh6H03CsEDBMZA7xwDHeOHdSiPMmqd9XdOCivJ2bVYbYt1q5GYu7K4y1laUhSlqSAl3mUfeGKrvxpuqnYbkQr3UGwd/M7/hU36unpZZZLih1IGQc+dVr4rSvaLjDZSd3HFBY/gkEfia49COXlm+pMj1x1RnBlCfqqaSN/Qn9dL0MKuD6IqSR+fCz4e7k7feK1kEJfuzjuAn3uYj54H4infaIzRS9NcAUGSSrGxUpIwPtOdqtYyV+RVJjouJfbJSChhzbHmtKR9wrS2+0La0ROa7tJZS6hxs9QlaVFI+1OdqcsKM4xAAcytyStKUpwMlCMFX+UpAx6fGsxt6GNNSozCEgh5SikqykKB239M/jWxzxwFHLI1ukJiZZUSYjWEuKLoSPEY2z645vuqN7iwqHJUzyqG3MM+RqZrbbueKpltlwNlKHkE9AknP6x9lMfW9sbE1t9LQ93vEnHiAvAx92KsUJPOCpcQ+VSGQnqkLUcZ8OtKm4L6ighPvL3Sk9cA9aWR4CXFkFHuEZK/wBwBjJNbqzRBMvCDhOwKgE5yE42G/ltvVic9qK9OG5rI6tEd2q+2eO4cJKVPEDc7NL+zcj7KsHaG0R4s4t5CWwU5J/ff6arnpLvI+obY6g8vdvvMqA8iy4QPXarE25xHs85Th+sEjHgrJTgGuVcycVleTt2kcZNpp18zLO7BcRzLjghJH6RyAB8wQKcHC7VknSGo2XO8IYQsIcyrG3TPqN8fMeVMezyFQbt7MpR5JCeRPKduZJJSP8ABI+OK2dxZ/J8pmUUFcaRhIWMbKO4z8uYfxfWuXOGW4l+D8l4mXGn2m7myoqblIC0Kx4Ef6DSKZORyGPz7AHPwqP+DuvXZukXNPXJKnZMLCWSFb8vKpQIz4ED5GlbOpIl1U+7HfQFJSU90tQSsH57ffWEMqP1NdWPzEicI9QLVbwy65kpkONZz+iF0/7pEU6oOhOSlalY88qJqCeH92NnU1FuLD7IlTD3au6UpOSokAkDYHB36bVYGzl+c0H1Soy2c45AyrmRjqCebf7K6FnVb4ZXnHKEkSK57uU7A53rZKS8CkoSOUlKMnfc+nyP3H1pdNajQoj84pIbabUvk397AzitDA1ralllxLTnKgKISd+ZR2ya6kcs5VdYGVxAur8jXUG2d5y+wsJV9bB5lEnYdBtipStzrUy2NhagUpRsD8Kr5xmu6rdr606gbcbbZmQ+7VsR7yFE539FAfKnvpDX8a52tKkvICjt9aqXrelWkmegtKCuLSKh4Hdc43tBCErCU83h5Vqp0aJGZU/KLaWWElxa1EJSlIGSpR8ABk5rD+XIzrZBfDTgPidiKZnFDRuueLPDfU+ldBzIsObOjJgpdmOFtpQWtIeHOEkj80XPD7OtWKcFUeWbK9X7FBzfciKV9IPws09qVNtiabvd/tEWRhctnum0PYOxSHN1IznGcZwKvRw01lpfiZoSy6/0a8ty0XqMJUXmQEKSDkFCk+CkkEEeBFUa4rcFdN9nr6PO9aM1LGsUrWU64xn3p0cZW/IXdELR3a1JCz3cVAGOmEL23NWH7BixY+yVoZu4KUSuPNmAK2KGVyn3Eknpy8pBz5VfUcLg8pWryryzNjH1921b3pvtg2bs7WrT9lesD11t1muVyk98qV7RKSk4aKVpbSEqdaT7yVbhefS3/s2FEDIA6Vw2v+r7teeLq+0i8n/wW5xBEpp5LnNzLjvNywkegaLR+ChXdFtxDraXkHmSvdJ9Oooaljsxq8SdZWzhhw91JxFvLTj0LTVqk3N5pBwpwNNlQQn98ogJHqa5raX4NcfO2PoDVXaQ1VxfVam4q567VakLeLGIyCpTaAhaUstgjkCuVSiUlR8zdbt7XA27sk8QVhZSZEaJFAH6XeTGUEfMEj51D/Z3df0d9F5qe+NLKJB0tqy4Mq6YWr2ruz9yfvqckYHD9GbxP1TxP4EXGHq65yLnJ0tfF2yLLkOFbq4qozLzaFqP1iguLSCd+XlBzirS6omJs+mLxd1kJTBt8mST0wENKVn7qqX9FJafYuzxfrnyYNx1fKOfMNxIiB94I+VWI7St4c092deKN7YwHYWjry61t+mIbvL9+KjIwc/Po9+CfDHiFwP4p6r4i6Mtl5dt6BCjyJjQLkNKIKnXFNK6tqytByN/dT5U4vo8tJz+IXZO426MddcKL0ZEFgJG6ZDtsAKk+RyWj8hUQcBe1Vo7gv2XOIvCNFou8nVutHp/sz7KEGKwmRBaipcUoq5iU8q1coTg4G4zV6vo6eEV94S9nmMvU9qegXTUt0cvr0Z9KkOtNKaabaStJ3SS2ylWDuCoipyQUc0PxaYsn0bestNCT3Ui461btLZ7zB7h5hmUsj0w24D86sfxm0WOEP0aMTSMtpTM1+Fa3JrawAUyZEhDzqTtuUlXL/FqonD/AIX3PUPamY7ObhWNOscQXpMyB3QLXcRXV8yjncZjJKOuMLzir5fShSzH7MhioUke0ahgII6H3Stfw/RP2UyCp/Djj52yOz1wF0zqm0aJ08jhi1JLMCZNjNuqlF11ZIX3cjvkBSgtIVyJ6DrkZ6EucT4mtuy7O4xRIq4bdy0XLvPs6l8xZWIjilt82N+VaSnON8VUrtEoRavoxeGkNKEoM5NjcT/HC3vw3qYoSkWL6NBKyoNh7hq4rKjjPtTCiMfEuj7RUgYP0UEBNr4Na5vbow2NQpBPhytQ2j19Oc00fol0LdsvFfXM9X555NpLznhzJRLdX968/Onx2CXf2L9h7WuplpLf52/TQsjY91FCQRnwy391Mj6O55OlOybxs1M4ooDHti0HzTHtXOMee6iPjUZJwQJ2OH+1y8zqu89mGwxnvyt7C3fJ8kQv7XWkPLZSPaljc987nlSr9HONs2z7T54v6a+j6mw+ONzYn62lTIUe4vMljlIXPBQn8wlLee6Cc8oxmtD9FlftKaO4R61uGptVWa0JlagbSPyhcGo2UNxWwN1qHio/fT6+kv1JZ7l2UbfOsd1hToV91DbTFlxZCXWX2u7eeSttxJKVpIbBBBIxTJBRbRtvkcYdGrbmRXf2LcF9C3Ga8XCOQz5UhxTadjnK3HEEeaYpz4Vez6MK3qj9nJ+UUcolahmLSf3SUpbT+INQ9pLhkrhb9GVrXU01gM3PiBHaujmRhRirebRFSc747v3wP91PnVivo6YaY3ZP0y8lOBMmXF8eoEpaP+hTJOCyBQTuOnjXzkB/SFErZlRGxFa8Kx4nf1pkgX92P3YopBz+p+2imQUc4qLhpMF2XHZdS2FloOIBKV8yTzDO4xiomla3iMzSy/kJ/detO3iFdH9RX9UCK5lEclpJB2yD733/AIVqZHD20vW1xVwSsvAZ7xJxg1x7qoqtR5PQQjiI1NU3MS7S7MikO90UrKT+knO4H2/hVatZTUTL/wB4hZKGQtSebY7jfI+W/qR51YGZCVZW5ltcXzMLQrlUeo2/0VV+4zXJtzuUnAAbRgehJOw+OD9lYU1hcGqfc8adw9IecCe8VnvAnrkAHI+0Cn/BhpR3Vs+t3Y/Ogb7p+sfX3gfkPWmLot0thuWUBJCA6CrxJG331IlhjqUJTzaFL9mayfElJwd/Xz+Nbe3LIjzwj4p1YmJZ5jyxwUqV4lRPOo+m6gPl6UultpVAkx20gtq32GQFHOawlltDRkuqytwlZ8zzZpdag25/a7xyFtlY9d/15B+VQ3nkzwNu2MJx7MoEJQwlBx44Udv8mo/4jwFw5rSwcpcdd5B5AcoA+w4+VSa20lu8qac398Afwd/9FNrivAUw/HbYSMBa1AdcfVGc/FP41uoyxNFevHNMi6Mg26AXXVoLj5wR4pSB0+HMU/ZTo0ZaltRZt1kBXukNNk+PKkrO/Qk4pv3IpecbbZQEoCR4eoH3mpeskGPE0VAZQ0eURZsteT9ZIJSDn15j9lWLhtLCKtssyyxlWNtLT0O4KBaKn217j9FS+U/5Ln3GprKluWp1MQ++WWXMZ6rHdqGT4Z2qOounlpixiorUFsIKUlI9042+XQ/KnzITJNj9ojhXO42hTRzv7pBA+xFc+rysHTotrLNnFW4VreKebkw+zthWw5kjz+rlJ+FPJbbM+3hCuUokNhxo46FW+/kc9Pj6Ux7a8BHjuK5QFci2yTgcjh25viSpP8cU67EhTSHbao4ShZU0ebdKFbj7FY+Vc+rF+C/S7Dn4X6lcsl0abdBPLmM6T05FEhJPwO3zp4EORbo8ks8qlKzlJ2PlUVJdMac1PTlLS8NuJ8icgH097apb07MVqSJHktt87mA295pWnY1LW1ZIm8m8ZL5QhTTqwoeAJqw3DObGs2m2o9ylYkPO84CgVKUSBtjGfCq83Wai2vRLfEQVSFOI7xYGeRHU/MgY+dTDYXZ9whtXYR+b2fBaShwpUkYIJx4+XhWVtNRqYfk0zjlEjXbUsKTFmwWlFw9woJWhJUkqIOE7DY/GmHbU8nLzoIDeT06mlD96kTXm0MzVthKUrcQWE+/724yDzef307IzsKSnvJTEXmUjASgco223ySCa7lKXGTlXEVLgr12i5SFyLDFCk94206tXKemSnH66YuktS3GzzG2wSphWPdVt18qZHGrVVz09xd1PqNyHKuWk7jMbcDjGXn7eW2kNK90fWaPJzZSPd5jnzLm0Pd9O6nVFn226xpcYp5ittwKwfIjwO3jVC5pupPfE6+m1/s8VDOGTpYY1x1hJYjx5CmQ6pIIIwQnO5HoN9/SrCWW2RrVEjwIqOVDSQknGCr98R471F/BK3QJlwlJivNKfjsBXd8wK+QnHNy9cbEZpsdu/UfETh3wNRqzQGoJlqktXeMzPkwiErbjLS4nJVj3U94Wht4kDxq/b01GOWczVbmVerhvhEHfSQcF72V/2c39Yly3FyFZkWUtKAZIS4S6lRWUnJByOQdepxUyXrilN0f8AR5RdetxmLfPk6Mi2uGljCe7fkoTGQtCfApDhc/imqu8c+0nauP8AwO4d8G9Mxr/d9cvzIiLkl5kFT0sNqaSlCuYl1S1uZ6Db16SZ28Is/h1wI4T9n+OrvbjIMYOss/66uNHQ3gAZz+ceGPPG3SrSOURBxL4aw9NdgXhhdi33Uu46ml3iR7gQpftLS228jqcMsMj5V1T4U6jVqfh5pe+7clwscKT1/SWylR+81zZ4yfR2a84ecLDqq2a5u+uLzFejMN2C3WR1akJcUEK5AHXFKCMjogDGc4q/vZVgait/AnQNq1hZplqvEKyNRpcOaypp5pTYCQFJOCDgDr50ZKeCNfpHpxjdlW/tnm/tq5W5oeWQ+lf4opiMSGtO/RSSESHm2jL0e7GHMsDmXKkFsJHmT3vSrTcfOClm488J75wxu09dvF0bQuNNabK1RZLagtpzlKhzJCkgKTkZSVDIzkUm059Gnx/ukaHw/wCIXHttrh9Bkh5MC3vvvHl5snumXAG21EFWCrmCSrPKrpTAyTn9GjaJFp7J9kffY5Dc7rc5iCf0kF8oSr5pQPup9dtaaLf2U+JrpwO+sTsXfoe9UlvH+XUs6O0fp3h/pa1aM0tCTDtFlioiRGRvyNpGNz1JOMknqSTWs4qcNNI8YtB3PhzrNUs2a7hpMoRHyy6QhxLgwsbj3kCsSfBV76NXQelD2b7VrKTpG1SL1KvNycRPehIXJShD5QkBxSeYAcmwzVyENkkBTiR45II+2mrwu4aaL4N6Ht/D7QcJ2JZrZ3hZbdkLfcytZWoqWskklSiadIcS4DhPN1AGKlGJz17FVmt/Fftm8ZeOsCM2mzWaVJjwHuXmDj0l4thaT0/uMdxR/wB+TUh/Sj2DVeo+DOlbJo3S19v0p7U7bjrFqtr0xxCURX8KUhpKlYyQMkYyRVtNNaM0joqC5bNG6XtdihvL7x1i3w246XFYAyQgAE4AGTmty0+UukLJIIqcA5Xr4edsftTaJ4dcBb9wme4faG0gxDYduc+E9FecSxHDAkONvqC3FhHMUtobA5lnJ2GJ37VPATtO8TJdm4I8HZsCycH4tjgQJIkSGWgt1lShyr5Ul9aUoQzhKcJJG+TV3nm2nQM+O+xrXyXCMj8KySBDNm7O7GkezBP7Oek7u2ZEjTcy2flOS2QhyVJbWHX1BJPKCtxR5dyBgZOMljcDOyTdOFnZ01dwJ1BrCJIm6rTOQ9coMZRbjiQwlnKUrKSspAJ3Kc+lWhjjl51k/WbFa91XM858c1rfCJTyUatH0T3CJtTb2o+J2r5rqRhXsjcSMlQ/jNOqH21ZDUXZt4Pau4W6T4Kas06/dtMaNaiG2MPTn2180eOqO2pxbSkc57txeQRykqzjYVJ6lYNec5eB/ekVCJYjvGjNH6p0+nRt/wBNQJ1i7ltH5OfYC4/I2U8ieQjGE8qSB4YpbYdOWTTFojWLTlpi2u3Rkq7iJEaS201lXMQlKRgZJJrM09hYJIxjHWliFhQ2rIhPBglt4YVWq5fd3rbzSe4NaoJWoYT72OuKEHjlNFeuRdFMIFALXpowQuTLA7xROM9ebO9e7u6fZi2VDAGD61sZzzLlymxTKHOhfN3QUOYBW4OOuOtaK6wpKGXHeVZR4EivNtZPSYaIj4oTWYNplzSoJw2oDfG+MfrqpqluJtrzq0lHtC1KWD9Yn6qR9pVU5cfdSsIti7OxIQ47znvSk5CfIfHOPsqGSgKiNBXRlQCkj9JSRn7AeYnzzVumuCtN4F1r5UPx2g1zBIACR0KUjJH24++rAcEdPQ7jCniY42lbrC+UrGysg5Hp4AVXq1SUqkuunlSllgo2O4JHMfuOKnaHqB7QHB/U+oORftCIrceMUJH11+4FZOeilg/xazqRbjtXkilJRbm/A3JLJkKaajqJC0pKVJOxGF7/AIV9ioIuCuQ5LTB5Rnonmx/NWaI/GTDjBKSHG4qVg56jlOB99aHTV8bciqmLKlHvxFCuoKQVKH4JrYqeI8kymnLgUR0lN6Sc83eONjJ6bnAwfnWg4tup9pI58EIbUPP9LmH2n7qcDCkflAyCsENmOfmFj9QqPONV4bduclpB3QsNfPf+as6MPnRqrz/hMZE2QUq7wEFPP7nL6qJT93SpeEhYTarMHe7SmwIBAGAAvCsH8KgYTUANFZKg0AB++IOx+wn7qkq56kS3quFIWv8AMdyuB6DkWQnp6CrdWGShSntJGZBaZ08grKi8y9H5c4zyAEK9fqn7a3tgw/aIbKXeZSY6jzE5JCRy5++ox1HqYw5mi47bqQuLkugeOSW1AffT80Pc0PQ7ewlzKVw3ynfqpLoH3gmqFSn8qZ06VRNuJtIB7mEi2y3eTnlSILauXPvqSp1segwFEfwQKctonly3xJjg7t5JDb6TtyjdK0/JY+wVFcrUhkSrxa0P8rvs7NxgknH9sR8OY+JbS4PgKecSe3co0xcNRLM6M1c2AkZ5CU8rifTdKs+p9aryoJclmnXXYeUxbTbrywkcilDvE5yAFYyR/GAPzNbnhbq+Tbr3PsEdtTrk8l6OCcYWPdWCPTGT6hVRxEvzcxMRxThAlNqjOA9Q8gE4P+Cr7PWkAva7LqWHcGnXOQqC1BBwRn3V7+Gep/hUnTzHBLqZfBZ1b5tyWJsRXtE1b2JCVrzkgHG3hUh6c1la7y81Eedfsc8gAtunDTp8CFeHwNQnbLrb7RhxcJ1+OHUcwYBLisgnmqWNMyNDaxZRCjXZLcjAAZlo7taSNtj8q5vMJZx2Nq+ZYJGaWlmdyuLXzDAI+RUB94r3rHULWndKzbm2vDymu5YPNg94vYEfaT8qRxbbNtaUwpxU4ptOGXSclTeDt69R8qi3iprNu7T2rFGyWICiFKHRbuBk/LpXbVZKln3Of6LnVwMyLBTJklKxzhRypKvhXpns38PNQTPyimHKtc1Z95+A+phRJ8TyYzS2ztFUhK/EnrUpaWZLjjaAPeUoD9QqvTk+yOxKEdmWiYuAfCHSXC3SYlWqNNduV2SPbJ8qSt199tCld2krXkhI5jhIwN6kL2S13GC/bbza41wgy0LYfjSWw4062rYpWk5Chv41kaYREssNlCcd2ykfA4FYmCdk52zmuvhqJ5Sb3zbPGh+EHBzQU43nRXDTT9jnrSUmVDhNpdwoYUErAykEdQDTpuUFiRLFyCGPcSEJUpIK0/A9R4VijhAaQV5xjwGaWAoMV9Tf1Qnaoi3nkwaSQkSvYjIORgeWfOl8JeJbY2wQcbbjb/RWob5j40vhKV7SySf0sfdW4wHADkbGvKnQkHnVy46E9DXzmCBkJ28TSK4KLqWw0rPMrl+FAKZDoSypZOQUZ2pA1Jbz75KR5g0oKmgyqOF5HLjHXfNa32eTygrivYJOD3ZwawMjZIciLIy6T8aXMKjNgFCmwf4VN5OAcc5T8RX0tlS8h7PxqUMDn76OrPMpGPHekzsm3IVkch/gnJrTJcCB9ZvA6lVeFSo4PMHE59BWQwb1pxKgXEBQT4Z8aSySM4ABJPnXhiVltPeFXvdCBkGvalpC0IQSVlWQT5VkiGEbKQ4FHonArXLWfaHEgDYkdfhWwefXlWXsc3gADWodUsLW4AsEnfasJLPBC4Mhdbzg7k+FGcKCuXGB0zWESHR1KcePMn/RWQSArfu0q9c4qFH6k7kemypW2Onj4UqjOc2RjGKSNy2G3eRxCgD1A6UpStnlKmM7+GCaKLZBklkFnBIIyNiceNeWm2GuYpQUKOx3BrA7I5QAvzyNq8m7ug7qKvSp2gU8jHn+H89FJvyy7/sCvtoptBx14x66uFy1XPl6alvM3iyKbip9ne5HEsnJ5tiOcElOM5HXbJpiXHjLxIkRTbNU62uMdBScJ9kCVEY8VggZx6eNbfi7oBpbDFxTMUiTAyhqQhRS7jpyHG5AxnB/+8VP8Mr69CVfbncnH7eRzNOFZJcHlk9PWuLCEJI703JM1eqL9+UG40Rpxx8trEl59fUgbpzjbKjvt4YrxEBXGQCsFLbHeLwMZzjH3fia0sm3yQ+t+QVJQ8SQjyAH4ADFbSdIMLT9wkJUO8dcQygjyCMn7Nh86sJLiKK7eU2ZtHvolIMhSAfaZBz6A4GPuA+VSjxmuM+LwPagvzk9zL1FHCGwsEuoQ2+VJx4gLCDnp09KibQr6e5tqUpGA+pK8eJO4/VTn45Oz5mkLCW0gRoNzmtulJ6LWEKbz64Q599ZJZqpexg3im2K7fqj/UqXwo94begjJ3BCDt94poaUv5Wy4jPuLmJKU5wAAkjb7KTRZ7ibU7GOAn2ZBKfLCCB92abenZamCtGdkqCvnv8AzVtS+WRg5YaRM1juwkxllR3WlBCvHIdyR9hqLOKs5T2qJrBzs+snfrhShTjslyXynJICW0uJSPHmAP6xTK1+8ZGpJbwOUqcUofNRNKP3/wAiLiX8PA30L2AOPdVzb1uVXRUlSFKznnLgVnoS4Tg/Hp9nrWjB2r0h1aRyg7Vbxkop4HlqS4uOO2d4lXMjvl9d/wDxhZ/WKf8AobULUKdFt/NzdwJLSCVeKlBQx6DmUPkKim+LeMG0uL+sWFZz6qJraWSY41d2pbDi0+0sJWo4x7/MAo/DY/bVeUE4FqnPbUHDd7sLRq6M9IAUlDyebGxLRVykfAtqUKdfDXUJiOuWOQtSnbRJeipIUPejuDO/pzISR5cxqMdbzlSZjZBKSASAdzjKt8/ZW30RFvchxItzanLhfXO5jpP1uXJy56YOd/IGsNqlSyZqo41SZ2W2/a58NjIbf/tmLg7IkI+sAfDPX5mm3c5TgkltTim3GCeQqOwzun5HY/OsQ1VAiXwIjTA5EhkMLeyAl1adlOj0WpKh8FikV6nQLlqlti3K50uK7v3TkDm94fifuqpJNdy4pprgsDoLVtlds8JepbumG8tRAK05yEgBOfkRUzWCy27UjSXLPMh3I4yhcN9KnEn4dfxqDtP6RtzVtabukFUhxlKeYEHbmAV8+tbprRtpDgkWwv29xOT3rL6kFOBnPWubVipPhluM9uGWIuOqdTaM0w5bLk4pTixywnH8pebGMKOD1AB++oTkTu+uC1PrVh086ATuSDv9o++tfL1DNIjw5txkzVsoDKX3jlRG5z1+XwpQYSrhbkyWlAPM7jPhUwzhJkNrOUPrT5QpDS+YDn+rn5/zGpK0rPZjXKDDWMyJkluNHQOq3FHI+wAqPoCagKx6pTGb5lur7yKjL6Uj39j9YDx26jr4+GDIXZ8f1PrHj5Gu02xTWtN6ZgLfiSpDZS1MkOgpC2/3QSCRt0OQcHartGO6aNtW4UaT/AvJMJ7iOATgj9QrBHyS2M75OaJT2WIpwRlBxn7K8R14cSd9q6/g8wnnkcVvKu6I5z1/dD9dLkoUIkgq/c9egrXW1R5CBnrnatqjmXGkIIP1c7+WKxX3gzWIJJASN/hW1t8J1xbbqjsDmtexEdXgJQnHhnrmtjbHLkuQ226glsKxnlOMfGtxibNR90qOwOa17bhbWsY8cpyPHp+us93YS7HS2chWcg5xgVrWC4j3lco9R1oBWhSUH3m0kEncp6UlEiRyBAdcwM4HMaXNGHIUlBC0uHZPKOpry7aVOE8qlH+FjNYmXg0zqytfvL3Hma9Md2tQQ44cehrZq0+ojmS4En45zWM26RHBU7GDif3SR0qUYmD+0GyQtJPKfE9axuSrZuEse95dP10qQwQcptjq89CUn+alzDMoo9yK01/Dzn7AKkHixS0CM4x1SlWQCPP/AO1L1oYcOe4SD5jatexbpYm984U8h+sWxtW27tJVhNAJ/ZW8YCU7isK7a2sHKlb9RzHB+2lx5UHCiBWNchhvZx1I+JqcrANauzsn+5rWj91nfNJ12hXRDyFehrZLnwwchYUR5CsarxzDCWhj98qoBrDaJqs4CSBt9fpWP8kTm/eH1R+5FLl3KStWy0o+A/XWJb7q9lLUr4HFQyUI3IkhJAUT868+zFHvqxn0pZyjqCSfHJrC+vHu+NEQYeb0orzv6UVIOV02zsz3++nrLyUjnSk7DO/j8TnNM+TpfmhzrOeb2YOmRHKTsOfdQH8bf50/VPB9vukKATjGcUy+ICZyVN3i1Etv28pxvstKjlaDjqMJHzrgU8rud+o/LIC4mMxbVeYkVlopDKe6UCdiVDH66auqVhFpgxUn333nVKGPQDP3GtxxVuCLrdWpTQVh8Bw525SFAKSfUEmmnqG5JfXDHi0AFfA5/nNX6ccyTKcniLwK9Ev4hvqyQuLJbWUjqEkEKP3VJHFpUNXCyWthpa3136G44v8AQCTHkEKHzOPtqMNDK/1QuwgByz2ijBP6WOb8dqlG9xnLzw9ulqBUSiKlwJ6crjBC0/agLFTPEayZEcypMiiJIV7I+gjKywlJ38kK3++tJZ1FMkJHTIz67GlcCQkyVhpzmSWQncbjcDH2eNIrSQJgx05v1Gt6jw0aM7pJoc0CUtl+GoElLjSW8ZxvjA+4VodWOFy7ugj6m3xpfGdUtENQOzRJH3VrtUpxdnV+ZP4msKX/AHCa/wB1GnoHWvoG1fM4q2UzeX9xwswmlEAIaTgfFIP6696fdL0hlvm5S2c5J6jI6/ZWmcfcXypUonlGBSizzBDmBwo5gr3d/Dcb1rcG4YNiliWR5IsTuptTQLI0kJ9odKHHD+g0kcylfJIP4eNTlqTSN00/aW7fpyB7LetSAW1k8vv260tpHOQf0Vue6D4gKx1zW07MXCWXcY8ribqeNyNTW+S2MOIIHc8wy4QdzzFI5fMAncEZnWHZYlwnO3dxsLTyliPzDcJB94/M5PwArn1Kux7F4OjTob1vfkorq2wL053FrACSglHXckq/+9PDg7oZ+dcF3u64RGbUkJ5hjcDP81TFq7gxE1BqVm+OPlDYfPKzy5Kkp6feDvRqJUWxWpuHZoyQyHExisADCTkrc+ZHKPLINa5VYtZbN9OjJtqKzj2HXpe5yXBJDau9U53j0dpagBylX1M+QyPgKaBud6ul5kO3TU5cRCWWm4EJYTHS5jdKyB75Cc7E4BwevRV+TZVxtYEEJjgIBdfH1gMfUSfAkZJPlt45CdiNEhRhGhtIQ2yrlSEpxnATn453qvsWXkyy8G1uKuZ0qbVzALQQfin/AE1uNO36Mw2tmWQMggknxptxH++jK5jueVYz5jYj7q+uXi32WNMmXCE5JQ2lRaQ2cKW8r3W0/NRApt5JTHZp1u5TmJF6t0COwqW+WRNBUru2UnGQB0Urz8MdRnNWy7Puj16e0+brOeU/JuBA51JIy2CQcZJO5H6/hW3gpZdTXRi3aZmNRw9JUlx4MpIQhROVHJPROST8Ku3b4caA03boxJbjIDbIB3IAwPjV+yp5luKl7V2xUF3f9B0lx2Ult1ZwEJCUp8h417aWULGKwtKUlhAV7pwCoHzx91ZmG3nVjlaJ9auct4Oalwbu3d2tQHvJPXINblIcMd9pL4JWkDcZxvvWih/m1J50qSfMCnBBI5VEPZyPKoXcPsYGWpTWSmIVo5jjl9D9tKY8aS5zSJCnGkJOc53x5UohSJLPMggqCXMpI8j4/aaXSGTKb7pZUgK3JrcYmnkPqkOlYJA8B128KxZyMYpeLGtH1JSgDuMozXlVjkZy3KQr96UEUAjYe5X0rSCA2Mc2Oh862Ue6rVkPRycHAXzDf7ayxrc01HU062FqcI5sV9NqhfuFJHoTQHpqc084loIUlagSkHxxShPNgAH7Dik8eDHjOhxkK5gMZVX2f3wj4ZBKjuMeVAe1ust5KnNx1xWFdxjoGSFkeZrQuyH1KIIUjfG9YFZVupRPxNQwbtd6b3CGvmVUlcvD52SAPhWuAGNhj4V8IxtTAFS5j7mcq+Od6xBxxR+sQPLO1Y8kJyK9BSinbrRICnGUjfejuk497c15HekDAB+NeipwbFGfhU8A9BI8OlGwOMV477GxQfWvvfN5yaA9k4BNI3Fla89KzvLIaKh8qSZ2yKA9YPnRXjnVRQHLJpagnlaGVqOEgeJpua1l/k+AIrKC+84spShG5ddI5dh47nb514f19aLUSHZCA6BuEkLWB5JHgfU9KZM/Vz2obzFShtTUdLyQAo5Urfx+NeZqXEKXGeT6JpfSuoao90oOEFy2/wD3kibVsNcq2SA4gIcQVLUTueYnz+AGfOoxkSHH1pcc3JxViZ+l3psFDKUcypK1BW2frHAz9n3UzdP8HlTrdMmTQpDqVKQlGOhH+murRqxS5PH1IPc0hj6YjvG5RZcUEuxyMjxwDg1N8+O9FbdlJTlibGUh5A22Wkp5x5Ecx+2o8sFsXYroGlxipSFch5h1Pr8aliJPt96tf5NlhEZxaSGQo+6MeR/nrXVk29xnTSw4sq5GUuBPUh4BKk5Qoeua8QHEsTApRAAJ6/Cnnxa0nK0vd46ZccIVKQtaXEjCHADjI9Qeo+FMDmVnOd/GujH+JHcvJz5P0pbX4N03KQmEhKHAlwY8cY3GfwpNe5rcyWpxvBSQPtrXpDqiAlJJPgBWRMKa4oJRGdJP701MYJPJjOpvWDBvRg+XWtg3ZLm6pKTHCCokDvFpR0BPifSlStNSUsF0zoXOkZLXfDmx+FbMYNRpk5KgKlns9cHZfFbWKUymSLLbSHpzm6efrytJPmojfyTk9cAx3ZNNXTUF7haftLHtE2e8lhlCDzZUT128B1NX+0Tpi28JtFwdC6XV7RdJCSuZKCd1Oke+8rySDsB4DA3O5rXNb0o4j3ZataPqSy+yHa04Ss6diyEBMVSY/wCYGGmUhIwjyylGBjwJTS1c6IHW7Y24lLYHKpWcBKaiHVHGTT2go6tO2EflSchSw8tteEhxRyede+5JySM/zJtM33UmtLLIQxLabn7OLS0OUKTg+6Ceh8s+XWuVUpTp0nVxk7+nQo315C0nUUN3l9kO/X+srTHkm22+cylQPJIdDg5mUkYwkDJKj+FRTPvybreWUpIahJQuMltXRXMCApXxVyn0wPLNay4qkR5DzEptbbrailaVjcEHG+a1inTz5HUV5+tfVajS7JeD71pPRem6bCexucpxa3Psk+7RLcW6CDb0W1TPLhABUR1J6q/7+lYVWxEaVMgMK50NlDjSic8zakjBHxzUcWvUku2HkKQ9H/2FRO3wPgakG23KDdgzc7bK51JZSw6ydlJ5ScEj4EDPpXTt7ynVWG8M+WdQdG3uiv1YJ1KX8yXb8UfG2fZ0qKtgSSc9Eq8ftwD8Sql+mYEfUVzantqK40FznbOPddkg9R4EI33HifNNZl21FxC2pLQ7h0jnbPj8aT6o1dE0haE2GyrbROWgICWgAiM36AdD5fbWyvXjQhvZw9E0W51y9haWy5b5fhLy2SlwX4oxbfxttujoqGHYdyYft7r6zyj2ogLbwfMqb5M+JWPKrjMOuImgqjjnykJbC85G2MH4GuU2nrq9Z9RWrUEeQWZFumszEOAZ5VoWFBXxyK7C2jQrd5iw7/b7mCzNYZlNILPu8qkgjcKydiKsaDeO6jOMu6Z6P4odJ0emp2rtl8sotN+7j3f55M9sjuSENRyyUPLSMtkY5Rgdc08odkaYaQ2egHU9Sa+WayG3c7jz4W8sBJUhGMADoMk+O9JpVyfjyFsuNr5Oc8pSopOPiOn2V3XTecnypy4wbdFpjEgDrShi3RmOdXLzemM/dWphKS44HGnnCPFKkpyP4wP6q2bS5RGylYHQEZ+//RU4MUmzIuU2wQlDCjnb6vLj7azNykrGHG1AeppMpaj/AHWQU564V/NWRptk7h3PxqSWmu4p79r9DOa9AlQ5lYrGlDR9flmsuW+XCTUEANulAJHQ18CgdgD9lfdj0IPwoAyT1NfDmvvhRQCd+BFkD861uf0k7EVrX7Ecn2d8/wAdNbrBPRJr4dvDegGu/AlR/wC6NnHgQNqwAeYzTqcfbQPedA9OuaQSHYDvWOeb919X7KjJODSKAwd/DavrO6a9PhPfEp6DIGa8srCObmzvUkCkYI6A19yQNtvhXhLgAzyq+ygOoIyVY+NQmD3y5GTXzu21ZCkDH2V8DqTgBQNe1edSDC6hIjkJBB8irNJQQBgkUtUAUq3H21ryNzigPeU+Yorxg0UBwlSUj6qAPP1pZEdLD7b6RhTawpPxBzTGTxO06P8AWJn/ACaf86syOKmnmyClmaceHdp/zq8P/p1132M/U3/WnT0o7Xcxx+f+Cw7F503CbCHn22lLKVpLiSAR1GDjBpVHuGnpCVNx5sUc+eblWk5UfHrUFQuOel40NMd+JclqQMI5WW1Ap/ckFY+0U3NecWLdqeG3Dson21BGHh3LZ5h6Hnz8q79G2qSS3Jpn591WpQoXVSNCalHLaa7Y8E56i4ZuT3FXCFyFRJPuq+t8K0sfTV0abXFmxFB6Ko78v1kkDp8CPvFVqt2rdTWNKW7JqK5w20nZLElbaf8ABCsVv7Zxl4iwJaJbmrrhILQUEpfX3qTnqCFeFXPs012ZyFdRfdE/G0WnVlpf0tqeOl9lPMppSk5ejq6cyCd0nYHyOMHpVZ9YaPu+i707aLu0kKR7zbqN0OtnotPocdDgjoQKlqx9oq0uPB/VWn5QkcgbXJt/ICsDoShRAz65pt8VeI2jddw4arbaromXBfIS9IQ2nnZUDzIPKokYUEkeG6vOsqCqwltkuCKzpTjui+SMkofVskEk9MVljJdS+EORHHz/ALGM5PwxuKXWu42ZiYlybblezJVkpQAtSh8VECnHfta2M4Xo5V0t+Ue+2ttsJz4jKVE4+NXWimaiExbPytEkXGyOxYiHUB5lTiyXdiSCo7pzjHnvSia3ZbvcLjNRa3YkdlH5tqK37iF52GSdhjO+5pHG1QsJuBmJLpnthtxsjKFgb775BCglQI8qdeneJmnrBZzaW7JycyudTjcNsuLPqta1ED4Y+VQnyCTuznYdPaEti+IWplobuc9BRbWigLdYjHq6hPXmX0BOByZOcK32muuI961A5JZtffW2CvCFfnMvPJ81rHTx90bb9aiprizpoIDbluuBAASE9030AwP0/IAegFOzQ3FzgXBmidxBsOq7m2B7sOPGj9znYjm5nwVeOQfStTpRUt75N0ara2LhC7QfCXVfEe4ss2iOhmE4ooXPfBQwgDqAf0leg+0b1cPR/Ci06O0g7ZbWhThbCS++4R33tAAypWNgMEFONsEedRC127uBMaCzAi6M1YwywkJQhuDESlIT9UACQAMDascLt88J491mvL05q5UGW0gFAixubnGQSR3+OnLvnwqnWlXqvCjhF2i6FHlPkycYNNOS4o1CzHCZjGUSkJH90CTylXqRsfhnyqFfaApRynG+OtSDqXtjcH7y66Y+ntWBt4DmS5EjJyQCk9HzsRj7Kg2XxS0suQ6qGxcO451d13jSArkz7ucKIzj1rhXWm1pS3RgfYeketbShafZr6so7HxnPK/8AweKxkZBry0+5HcDraiFJ6EHBHwNM3+ynp/GCzN+Taf8AOr5/ZR02erM7/k0/51Uf9Mu/ED3UeuenvNzH9/8ABJrGsdQtM9wi5OFPgVYUofM71qnX3XVqcWSpSyVKJOSVHqSaYqeKGnwoHuZmP97T/nVmHFTTY/1qb/yaf86sZabey4cGZ2vWfS1u3KnWhFvu0sZ/YfLLykjPUbZBrsZ2YNbnUvArRE+a6FqFoaZW4k7hTeWzn5oNcOhxU02PqtTf+TT/AJ1XA7Pf0kPBzhJwws+idR6Y1rJnWtcnmft8SKtpaHJC3Ugc8hB2C8dPCupotpc2lZynHCaPCfFDqPR9c0yjCzrKc4T7L2aefH0R1nbUlYDjSwpJ3CvOvj0NmSD3iQSfHFc+IH0xHZ7ibq0LxHUOpAgQcf8AO627f0zfZnCPe0BxN5/IW634/wCeV6qLyfCMF5mreq3qUphsONq6+7hSa+FIUQUPEpUcYUo5z89jVHB9M52Z8YPD/if8rdb/AOm1id+mP7Lbp518O+J+cY2tlv8A6bWRshNw7F8GoUo/3VCUpPpv/NWQwls/WyPEb7GqHs/TNdmlpeE6C4nrTjcm3W/IH/tlZv257sxA5/YFxRP/AAbb/wCm1hNOXZkyqufcvWXYqE5UnJTt0Gfv3rO0+0tI7rmUPMAkVQaV9Mt2X5IAVw/4oZHiLbbwf+e0mH0xXZg+qNC8U+Ufo+wQMf8APKwW5cMxeDoQ1IVzlB5gMeINCfdKuZ0qycjOBiuf6fpmuzQ233DeguJwT4D8nwOv/tlYV/TLdm9fu/sF4l/ybb/6ZWZidBC+0j66wPKsTk+M2NlKUfQVz7P0xvZtOSdC8TCT526B/TK8j6Yzs3ZyNB8TP5Ogf0ysW34RlhF/HbmtX1EhNJnJLzowpzI8qoZ+3FdmsnJ0HxMz/wD50D+mUH6Yvs1+Gg+Jf8nQP6ZWOZBJF7HCoJKhjPnjekRcdUSS4TVHl/TFdmwpKToPiXv/APx0D+mUm/bgOzj4aF4lfydA/plZL6kN+xedRJ6mvnMpJyDVGR9L/wBm7x0NxK/k6B/TKD9L72bv/MXiX/J0D+mVkQXtRKKUjKAr9VejJCxu2D8d6oh+2/dm7AH7BuJY/wCDoH9Mo/bfuzdnH7BeJZ/4Ogf0ymAXtzHPUgE+A8KO7QN0uqz8aop+3A9m8bfsH4lfydb/AOmUH6YHs2nYaG4l/wAnQP6ZTGQXoWVjYLKvOsZPjjFUbH0wHZvT/wDobiXv526B/TK8n6X/ALNx66H4lfydb/6ZQF5eb0oqjP7b72bf/MfiV/J1v/plFAchMnzoyfOiigDJxjNGT50UUAEknJJJ86ASDkEgiiigDJznNBUT1JNFFAGSDnNFFFAGTjFFFFAGT1zRk9M0UUAUAkbg4oooAyfOgqJ3JJoooAoyfOiigCiiigDJ86MnzoooAooooAooooAooooAyR0NGT50UUAZNFFFAGT50ZPnRRQBk+dGT50UUAUUUUAUUUUAUUUUAUUUUAUUUUAUUUUAUUUUAUUUUAUUUUAUUUUAUUUUAUUUUAUUUUAUUUUAUUUUAUUUUAUUUUAUUUUAUUUUAUUUUAUUUUAUUUUAUUUUAUUUUAUUUUAUUUUAUUUUAUUUUAUUUUAUUUUAUUUUAUUUUAUUUUAUUUUAUUUUAUUUUAUUUUAUUUUAUUUUAUUUUAUUUUAUUUUAUUUUAUUUUAUUUUAUUUUAUUUUAUUUUAUUUUAUUUUAUUUUAUUUUAUUUUAUUUUAUUUUAUUUUB//2Q==" width="506px" alt="как анализировать рынок"/></p>
<h2 id="toc-2">Так ли плохи индикаторные стратегии?</h2>
<p>Эксперты рассмотрели проект методических рекомендаций по проведению анализа состояния конкуренции на рынке жилищного строительства и результаты исследования оптового рынка алкогольной продукции. Маркетинговый анализ рынка включает в себя время полного операционного цикла отрасли. Обычно это период в 3-5 лет, но в некоторых <a href="https://sck-cleaning.be/perevesti-shvejcarskie-franki-v-shvedskie-krony/">CHF SEK</a> индустриях (судостроение, авиационная промышленность и т.п.) может достигать нескольких десятков лет. Для компании важны средние показатели в течение выбранного временного горизонта, а не данные отдельных периодов. Эффективное исследование рынка –это залог разработки грамотной бизнес-стратегии и оценка его перспективности.</p>
<p>Умение находить нужную информацию, правильно ее интерпретировать и использовать для стратегического планирования, позволит трейдерам заглядывать на много месяцев вперед. Графический анализ– позволяет трейдерам анализировать краткосрочные тенденции на рынке, выявлять уровни поддержки и сопротивления, ценовые минимумы и <a href="https://magnetic-messages.com/2020/09/kljuchevye-glavy-iz-knigi-ohota-na-prostaka/">https://magnetic-messages.com/2020/09/kljuchevye-glavy-iz-knigi-ohota-na-prostaka/</a> максимумы. Существуют определенные фигуры в техническом анализе, которые могут подсказать дальнейшее движение цены в самые ближайшие часы или сутки. Например, фигура технического анализа флаг или вымпел – это фигуры продолжения тренда. Описанный ниже метод подходит на 99% направлений бизнеса как товаров так и услуг.</p>
<h2 id="toc-3">Глава 4  Рынок и фирма</h2>
<p>В последние годы появилось множество сервисов, которые агрегируют огромные массивы данных из соцсетей и сигнализируют о том, какие настроения преобладают среди участников рынка. Такие платформы зачастую обладают интуитивно понятным интерфейсом и позволяют сэкономить немало времени, поскольку избавляют от необходимости рыться в огромном количестве информации.</p>
<p>Наиболее эффективными на наш взгляд (абсолютно не претендующий на истину) являются стратегии внутри- дневные. Именно на них, основываясь на нашем опыте, и стоит делать ставку каждому кто приходит <a href="http://prolervale.libertar.org/?p=2975">http://prolervale.libertar.org/?p=2975</a> на валютный рынок. Эти стратегии форекс имеют небольшие стоп приказы (в пределах пунктов) и чаще всего хорошее математическое ожидание, благодаря take profit большему, чем stop loss до 10 раз.</p>
<h2 id="toc-4">Структурируем и обрабатываем данные</h2>
<p><iframe width="500" height="281" src="https://www.youtube.com/embed/OqaChFRXraY?feature=oembed" frameborder="0" allow="accelerometer; autoplay; clipboard-write; encrypted-media; gyroscope; picture-in-picture" allowfullscreen></iframe></p>
<p>Всё дело в том, что Форекс на 80% торгуется по сигналам технического анализа. Это происходит из-за того, что большинство сделок на рынке открываются лишь на несколько <a href="https://www.youtube.com/results?search_query=как анализировать рынок">как анализировать рынок в ютюбе</a> часов и не более дня. А теперь дайте я вам предоставлю обширный список с сигналами для торговли, с которыми вы сможете правильно анализировать рынок.</p>
<p>При первых признаках нежелания рынка больше доверять слухам, следует прекратить следовать этой стратегии. Также <a href="http://www.archcreativeinteriors.com/kniga-million-dlja-moej-docheri-poshagovyj-plan/">Миллион для моей дочери</a> стоит отметить, что в условиях медвежьего рынка цены активов слабо реагируют даже на важные новости.</p>
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" width="502px" alt="как анализировать рынок"/></p>
<p>Иногда заказчики бизнес-планов не доверяют нашим возможностям провести анализ рынка, и хотят взять эту часть работы на себя. В основном, сэкономить таким образом рассчитывают заказчики, уже имеющие практический опыт работы на рынке. И снова перед <a href="https://firrf.ru/novosti/6-model-i-struktura-rynka-cennyh-bumag-ukaz/">Межрыночный анализ: Принципы взаимодействия финансовых рынков</a> трейдером встаёт сложный вопрос, как анализировать форекс, ведь ему предлагается выбор инструмента. Если трейдер хочет достичь истинного успеха, ему необходимо освоить оба вида анализа, ведь у каждого у них есть свои сильные и слабые стороны.</p>
<p>Лучше, но не идеально — придумать алгоритм и прогнать историю на компьютере. Анализ стакана котировок позволяет понять, как устроен рынок изнутри и каким образом формируется цена – эти знания дают возможность наносить точечные удары при открытии позиций. Чтобы увидеть полную картину состояния рынка, необходимо понимание закономерностей его функционирования и развития, умение анализировать ситуацию на рынке труда. Действовать осознанно и иметь чёткую стратегию — важнейшие условия успеха в XXI веке, когда старая истина &#8220;кто владеет информацией — владеет миром&#8221; становится ещё более актуальной. Таким образом, слепое следование неподтвержденной информации может привести к значительным убыткам.</p>
<h2 id="toc-5">Прямой вторичный рынок: продажа части акций за деньги до наступления события ликвидности</h2>
<p>Тогда есть шанс, что ваша компания, вошедшая на этот рынок на этапе становления, может вырасти вместе с рынком. Есть шанс, что, начав с маленького игрока на маленьком рынке, вы сможете стать естественным лидером большого денежного рынка. Проведение фундаментального анализа требует обработки большого объема информации из различных источников, чаще всего зарубежных.</p>
<h2 id="toc-6">Фундаментальный анализ рынка</h2>
<p>Мы, в принципе, не против такого варианта проведения анализа рынка. К сожалению, я не припомню ни одного случая, когда бы заказчик сумел предоставить всю требуемую информацию. В этой статье на примере одного <a href="https://jesmanufaktura.hu/kniga-tehnicheskij-analiz-ot-a-do-ja-stiven-b/">Технический анализ от А до Я</a> конкретного заказа я хочу рассказать, какую мы ожидаем информацию от заказчика, если он решит провести анализ рынка собственными силами. Есть и другие заблуждения, связанные с проведением анализа рынка.</p>
<h2 id="toc-7">Анализ рынка недвижимости и Аналитические статьи от Irn Ru</h2>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="data:image/jpeg;base64,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" width="509px" alt="как анализировать рынок"/></p>
<p>При анализе рынка в таком формате, например, можно представить данные о целевой аудитории. Эти рынки — та мутная вода, в которой стоит ловить рыбку. Да, такие <a href="http://gymnast.ru/aliya-mustafina/aleksandr-jelder/">http://gymnast.ru/aliya-mustafina/aleksandr-jelder/</a> рынки могут схлопнуться, могут остаться забавными «игрушечными» по деньгам рынками. Но эти рынки могут и вырасти, и превратиться в большие устоявшиеся рынки.</p>
<p>Он носит достаточно фундаментальный характер и обеспечит необходимой информацией на 2-3 года работы. Маркетинговый анализ рынка ( с англ. market analysis) является важным этапом работы менеджера по маркетингу. Качественный анализ рынка позволяет быстро найти свободные рыночные ниши, выбрать наиболее привлекательный целевой рынок, лучше понять потребителя товара компании. Чтобы понять <a href="http://interactive.capstansailing.co.uk/kurs-novozelandskij-dollar/">http://interactive.capstansailing.co.uk/kurs-novozelandskij-dollar/</a> Форекс, нужно знать, что то оценка новостной картины будет несколько иная.</p>
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		<slash:comments>0</slash:comments>
		</item>
		<item>
		<title>Алан Гринспен цитаты</title>
		<link>http://de.agoraministries.org/index.php/internet-zarabotok/alan-grinspen-citaty/</link>
		<comments>http://de.agoraministries.org/index.php/internet-zarabotok/alan-grinspen-citaty/#comments</comments>
		<pubDate>Thu, 21 May 2020 14:38:45 +0000</pubDate>
		<dc:creator><![CDATA[Bob]]></dc:creator>
				<category><![CDATA[Интернет заработок]]></category>

		<guid isPermaLink="false">http://de.agoraministries.org/?p=15277</guid>
		<description><![CDATA[Основные темы статьи Алан Гринспен стал консультантом Deutsche Bank Алан Гринспен: не в деньгах счастье Алан Гринспен назвал главную проблему экономики США АЛАН ТЮРИНГ (1912 Явные признаки: на рынках заметили «пузыри» Книги Алана Гринспена Европарламент: РФ и США следует заключить новый договор о ядерном оружии Алан Клейсон Пол Маккартни Алан Гринспен стал консультантом Deutsche Bank Алан [&#8230;]]]></description>
				<content:encoded><![CDATA[<div id="toc" style="background: #f9f9f9;border: 1px solid #aaa;display: table;margin-bottom: 1em;padding: 1em;width: 350px;">
<p class="toctitle" style="font-weight: 700;text-align: center;">Основные темы статьи</p>
<ul class="toc_list">
<li><a href="#toc-0">Алан Гринспен стал консультантом Deutsche Bank</a></li>
<li><a href="#toc-1">Алан Гринспен: не в деньгах счастье</a></li>
<li><a href="#toc-2">Алан Гринспен назвал главную проблему экономики США</a></li>
<li><a href="#toc-3">АЛАН ТЮРИНГ (1912</a></li>
<li><a href="#toc-4">Явные признаки: на рынках заметили «пузыри»</a></li>
<li><a href="#toc-5">Книги Алана Гринспена</a></li>
<li><a href="#toc-6">Европарламент: РФ и США следует заключить новый договор о ядерном оружии</a></li>
<li><a href="#toc-7">Алан Клейсон  Пол Маккартни</a></li>
</ul>
</div>
<h2 id="toc-0">Алан Гринспен стал консультантом Deutsche Bank</h2>
<p>Алан Гринспен комментировал ситуацию в экономике, опираясь на текущий дефицит в три триллиона долларов и без учета сценария, в котором команда Байдена сильно расширяет бюджетную дыру. Но даже нынешний уровень бюджетной самодеятельности вызывает больное беспокойство у бывшего главного банкира Америки. Это очень заметно в случае европейских политиков, которые после выхода в отставку резко меняют риторику и перестают демонстрировать невероятную любовь к Вашингтону и его ценностям, но и среди американских чиновников встречаются интересные примеры аналогичных изменений сознания. Morgan Stanley только что опубликовал потрясающий воображение прогноз, в котором говорится, что цены на золото могут упасть на 70% как это произошло в 1980-е годы.</p>
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" width="506px" alt="алан гринспен"/></p>
<p>Спустя несколько месяцев после своей рекомендации Гринспен начал повышать процентные ставки в результате серии повышений ставок, в результате которых примерно два года спустя ставка по фондам достигла 5,25%. Считается, что провоцирующим фактором финансового кризиса субстандартной ипотеки в 2007 году стали многие субстандартные ARM, которые обнуляются по гораздо более высоким процентным ставкам, чем те, которые заемщик платил в течение первых нескольких лет ипотеки.</p>
<h2 id="toc-1">Алан Гринспен: не в деньгах счастье</h2>
<p><iframe width="500" height="375" src="https://www.youtube.com/embed/pZbyN5_TLAU?feature=oembed" frameborder="0" allow="accelerometer; autoplay; clipboard-write; encrypted-media; gyroscope; picture-in-picture" allowfullscreen></iframe></p>
<h2 id="toc-2">Алан Гринспен назвал главную проблему экономики США</h2>
<p>Другие правительственные учреждения также поддержали эту точку зрения. В 2009 году Роберт Райх писал, что «худшим шагом Гринспена было содействие гигантскому пузырю на рынке жилья и худшему мировому краху со времен Великой депрессии . В 2004 году он снизил процентные ставки до 1%, что позволило банкам бесплатно занимать деньги с поправкой на инфляцию.</p>
<h2 id="toc-3">АЛАН ТЮРИНГ (1912</h2>
<p>того объема труда, который в среднем работник создает за час. Соответственно увеличилась прибыль и стал возможен контроль за инфляцией. Так в период правления Гринспена начали появляться хорошие экономические новости, но председатель ФРС к этому никакого отношения не имеет. Когда Гринспен покинул свой пост, за ним тянулся длинный шлейф ореола славы. Алан Блайндер из Prinston University как-то заявил, что этот человек, вполне вероятно, — величайший глава центральных банков в истории.</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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" width="501px" alt="алан гринспен"/></p>
<p>Председатель Совета управляющих Федеральной резервной системы США на протяжении 18,5 лет . В октябрьской лекции 2011 года, посвященной движению «Оккупай» , Ноам Хомский охарактеризовал отрывки из показаний Гринспена в феврале 1997 года перед Сенатом США как пример корыстного отношения так называемого 1%. В этих показаниях Гринспен заявил, что растущая незащищенность работников является важным фактором, удерживающим инфляцию <a href="http://iluvtennis.ca/biznes-plan-teplicy-s-raschetami/">http://iluvtennis.ca/biznes-plan-teplicy-s-raschetami/</a> и ожидания инфляции на низком уровне, что способствует долгосрочным инвестициям. Тогдашний лидер меньшинства в Палате представителей Нэнси Пелоси добавила, что в результате публичных заявлений Гринспена возникли серьезные вопросы по поводу независимости ФРС. Гринспен также подвергся критике со стороны конгрессмена-демократа Барни Фрэнка и других за поддержку планов Буша по социальному обеспечению в пользу частных счетов.</p>
<p>В 1987 году Рейган назначил его председателем Совета управляющих Федеральной резервной системы США после того, как его предшественник — Пол Волкер — ушёл в отставку. Многие считали, что Гринспен пролоббировал своё назначение на эту должность. В 1981 году президент США Рейган назначил Гринспена на должность <a href="http://test.uemgroup.com/?p=28771">Торговля бинарными опционами</a> председателя Национальной комиссии по реформе социального обеспечения. Спустя два года комиссия Гринспена представила свой доклад на тему реформы социального обеспечения. В 1968 году друг Алана Гринспена познакомил его с Ричардом Никсоном, которому он впоследствии помогал во время избирательной компании.</p>
<p>Естественно, банки хотели брать столько, сколько могли, а затем ссужать их, получая при этом хорошую прибыль. Ситуация требовала государственного надзора за кредитными учреждениями, чтобы банки не ссужали непригодных заемщиков. Он отказался, доверив рынку отсеять плохие кредитные риски. регулируемой процентной ставкой , при которых процентная ставка регулируется в соответствии с текущим интересом на рынке. Ставка по собственным средствам ФРС была на рекордно низком уровне в 1%.</p>
<h2 id="toc-4">Явные признаки: на рынках заметили «пузыри»</h2>
<p>Президент США Клинтон также продлевал сроки пребывания Гринспена на посту председателя дважды — на третий и четвёртый сроки. Джордж Буш-младший также назначал Гринспена председателем, но всего один раз, и его пребывание на этом посту закончилось в 2006 году.</p>
<h2 id="toc-5">Книги Алана Гринспена</h2>
<p>Его критики во главе со Стивом Форбсом объясняли быстрый рост цен на сырье и золото мягкой денежно-кредитной политикой Гринспена, которая, по мнению Forbes, вызвала чрезмерную инфляцию активов и ослабление доллара. К концу 2004 года цена на золото была <a href="http://petersberg.com/kniga-menedzher-za-odnu-minutu/">http://petersberg.com/kniga-menedzher-za-odnu-minutu/</a> выше 12-летней скользящей средней. В январе 2001 года Гринспен в поддержку предложенного президентом Бушем снижения налогов заявил, что профицит федерального бюджета может компенсировать значительное снижение налогов при выплате государственного долга.</p>
<h2 id="toc-6">Европарламент: РФ и США следует заключить новый договор о ядерном оружии</h2>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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" width="503px" alt="алан гринспен"/></p>
<p>Но на протяжении длительного времени офисы продолжали управляться так же, как в эпоху копировальной бумаги. И лишь в середине 1990-х бизнес на самом деле начал использовать преимущества <a href="http://www.gamainmobiliaria.com.ar/forex-club-otzyvy-klientov-kommentarii/">Индивидуальный Инвестиционный Счет</a> этих новых технологий и создавать сетевые офисы, осуществляя обновление запасов в непрерывном режиме и т.д. Это дало толчок и резко повысило темпы роста производительности в США, т.е.</p>
<p>Гринспен сказал, что модель Буша «по самой своей природе заложила основу для развития полного финансирования. Как я уже сказал, я всегда поддерживал переход к полному финансированию в контексте частного счета». Не только Гринспен выступал против регулирования деривативов.</p>
<p>В середине 1968 года Гринспен согласился служить Ричарду Никсону в качестве его координатора по внутренней политике в кампании по выдвижению кандидатов. Гринспен также занимал должность корпоративного директора в Алюминиевой компании Америки ; Автоматическая обработка данных ; Capital Cities / ABC, Inc .; Общие продукты питания ; JP Morgan &#038; Co .; Морган Гаранти Траст Компани ; Mobil Corporation ; и Pittston Company . С 1982 по 1988 год он был директором внешнеполитической организации Совета по международным отношениям . В 1984 году он также был членом влиятельного вашингтонского финансового консультативного органа &#8211; Группы тридцати .</p>
<p>В середине января 2008 года хедж-фонд Paulson &#038; Co. нанял Гринспена в качестве советника. Согласно условиям их соглашения, он не должен был консультировать какой-либо другой хедж-фонд, работая на Полсона. В 2007 году Полсон предвидел крах рынка субстандартного жилья и нанял Goldman Sachs <a href="http://www.thehappycompany.com/mmgp-ru-3/">mmgp.ru</a> для упаковки своих вложений в субстандартное жилье в производные финансовые инструменты и их продажи. Некоторые экономические комментаторы обвинили в этом крахе политику Гринспена во время его работы в ФРС. Как председатель правления Гринспен не давал никаких интервью с 1987 по 2005 год.</p>
<h2 id="toc-7">Алан Клейсон  Пол Маккартни</h2>
<p>Во время одного из последних выступлений Гринспена перед конгрессом ему внимали так, словно вещает мессия, досконально разбирающийся в области денег. «Вы направляете курс денежно-кредитной политики в условиях шоков, потрясающих рынок, войн, террористических атак и природных катастроф, — заявил, обращаясь к нему, один из конгрессменов. — Вы внесли <a href="https://www.google.com/search?q=алан гринспен">алан гринспен в поиске гугл</a> огромный вклад в процветание США, и поэтому страна в неоплатном долгу перед вами». При отсутствии явно выраженного предварительного письменного согласия компании Fusion Media и (или) поставщика данных запрещено использовать, хранить, воспроизводить, отображать, изменять, передавать или распространять данные, содержащиеся на этом веб-сайте.</p>
<p>Гринспен посоветовал высокопоставленным членам администрации Джорджа Буша свергнуть Саддама Хусейна ради нефтяных рынков. Он считал, что даже умеренное нарушение потока нефти может привести к высоким ценам на нефть, <a href="https://www.maelynn.fr/kak-otkrytь-mebelьnyj-salon-v-torgovom-centre.html">https://www.maelynn.fr/kak-otkrytь-mebelьnyj-salon-v-torgovom-centre.html</a> что может привести к «хаосу» в мировой экономике и поставить индустриальный мир «на колени». Он опасался, что Саддам сможет захватить контроль над Ормузским проливом и ограничить транспортировку нефти через него.</p>
<p>Гринспен пришел в Совет управляющих Федеральной резервной системы из-за карьеры консультанта. Хотя он был подавлен в своих публичных выступлениях, благоприятное освещение в СМИ подняло его авторитет до такой степени, что несколько наблюдателей сравнили его с «рок-звездой». Демократические лидеры Конгресса критиковали его за политизацию <a href="https://www.youtube.com/results?search_query=алан гринспен">алан гринспен в ютюбе</a> своего офиса из-за его поддержки приватизации социального обеспечения и снижения налогов, которые они критиковали за увеличение дефицита. Состояние Алана Гринспена оценивается в 10 млн долларов США; он владелец компании «Greenspan Associates LLC», которая предоставляет услуги частного консультирования прочим компаниям.</p>
<h2 id="toc-8">После Федеральной резервной системы</h2>
<p>В интервью 2007 года он сказал, что «люди в этой стране не осознают, например, насколько хрупки наши связи с международной энергетикой. Если этот поток перекрывается, это вызывает катастрофические последствия для индустриального мира. И это сделало его [Саддама] гораздо более важным, чтобы избавиться от него, чем бен Ладена <a href="https://ru.wikipedia.org/wiki/алан гринспен">алан гринспен в википедии</a> ». В отчете Федеральной резервной системы о денежно-кредитной политике в июле 2002 года он сказал, что «дело не в том, что люди стали более жадными, чем в прошлых поколениях. Дело в том, что возможности для выражения жадности значительно расширились», и предположил, что финансовые рынки должны быть более регулируемый.</p>
<p>Все права на интеллектуальную собственность сохраняются за поставщиками и (или) биржей, которые предоставили указанные данные. <a href="https://www.ma-bise.com/foreks/uslugi-malomu-i-mikrobiznesu/">https://www.ma-bise.com/foreks/uslugi-malomu-i-mikrobiznesu/</a>, на протяжении 18 лет возглавлявший Федеральную резервную систему США, стал консультантом крупнейшего немецкого кредитно-финансового института Deutsche Bank. Сообщая об этом назначении, глава Deutsche Bank Йозеф Аккерман назвал Гринспена &#8220;архитектором современной финансовой системы&#8221;. Алану Гринспену сегодня 81 год, но он не собирается отправляться на заслуженный отдых и, наоборот, активно расширяет круг эксклюзивных клиентов своей созданной год назад консалтинговой фирмы.</p>
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