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	<title>Agora Ministries &#187; криптобиржа</title>
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	<description>The Columbus inner city youth ministry</description>
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		<title>Свинг Трейдинг</title>
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		<pubDate>Fri, 27 Nov 2020 15:57:07 +0000</pubDate>
		<dc:creator><![CDATA[Bob]]></dc:creator>
				<category><![CDATA[криптобиржа]]></category>

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		<description><![CDATA[Свинг Трейдинг Это приводит к алчности, которая становится причиной использования слишком большого кредитного плеча. Так формируется еще больший объем торговых позиций, который как маятник начинает раскачивать рынок. И так, волна за волной, эмоции притягивают в рынок все больше участников. Но это будет длиться ровно до тех пор, пока будет существовать безрассудство, порожденное алчностью трейдеров, или, [&#8230;]]]></description>
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<h1>Свинг Трейдинг</h1>
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" width="255px" alt="Свинг-трейдинг"/></p>
<p>
<p>Это приводит к алчности, которая становится причиной использования слишком большого кредитного плеча. Так формируется еще больший объем торговых позиций, который как маятник начинает раскачивать рынок. И так, волна за волной, эмоции притягивают в рынок все больше участников. Но это будет длиться ровно до тех пор, пока будет существовать безрассудство, порожденное алчностью трейдеров, или, конечно, объективная экономическая причина для дальнейшего роста.</p>
</p>
<p>
<p>Итак, теперь вы понимаете, почему главными напарниками свинг-трейдера являются графические паттерны, цикличность и волатильность. Недостатком технических индикаторов является то, что они очень сильно запаздывают. А в концепции свинг-трейдинга данное свойство является просто неприемлемым. Индикаторы пригодны для подтверждения ценовых моделей или подготовки к непосредственному входу в рынок, но не более того. Ценовые модели позволяют замечать тенденции заранее благодаря раннему графическому выявлению их первых опорных точек.</p>
</p>
<p>
<p>Свинг техника базируется на теории колебаний, изложенной в 50-х годах ХХ столетия Дж. Дугласом Тейлором в его книге по свинг трейдингу The Taylor Trading Technique, как стратегия торговли и получения дохода из повторяющихся 3-дневных изменений курса. Современное программное обеспечение <a href="https://dollardestruction.com/27795/">https://dollardestruction.com/27795/</a> позволяет трейдеру отслеживать и анализировать тренды различных масштабов и протяженности. Учитывая такие возможности, свинг-трейдер может построить свою тактику и стратегию на различных временных промежутках, что может дать разные потенциалы прибыли и загрузку по работе с графиками.</p>
</p>
<p>
<p>То есть, трейдер совершает операции на развороте отката цены акции, и делается это по отношению к основному тренду. Кроме стандартного использования стоп ордеров можно также сделать торговлю более гибкой и адаптивной. На графике выделены точки разворота из АЗТ, в которых можно совершить весьма успешные сделки на продажу. Таким образом практическое применение точек разворота помогает открыть сделку с небольшими рисками <a href="https://www.youtube.com/results?search_query=%D1%82%D0%BE%D1%80%D0%B3%D0%BE%D0%B2%D1%8B%D0%B5+%D1%80%D0%BE%D0%B1%D0%BE%D1%82%D1%8B+%D1%84%D0%BE%D1%80%D0%B5%D0%BA%D1%81">торговые роботы форекс</a> и успешно ухватить самое движения тренда после отката. Следует избегать открытия позиций в момент открытия рынка или значимых торговых сессий. Также рекомендуется закрывать сделки перед новостями, способными переломить текущую тенденцию, а также во время явного разворота тренда. Свинг трейдинг – это способ торговли с использованием моментов отката (коррекции), возникающего в процессе формирования тренда.</p>
</p>
<p>
<h2>Стратегия</h2>
</p>
<p>
<p>Meta Trader 4 позволяет помочь в данной стратегии за счет создания отдельных профилей под каждый ETF. Также платформа помогает использовать инструменты технического анализа тренда, в том числе построения графических линий и кривых на графике, чтобы повысить точность прогнозов. Чтобы увеличить возможную вероятность прибыльных сделок, трейдеры могут использовать монитор индексов.</p>
</p>
<p>
<p>Позитивная сторона этого стиля торговли заключается в том, что трейдеру не обязательно досконально знать волновую теорию Эллиотта. В обобщенном виде, свинг-трейдинг — это группа стратегий, цель которых заключается в открытии сделки во время коррекции, чтобы получить прибыль с минимальными рисками. В переводе с английского языка swing обозначает «движение по извилистому пути». По сути, свинг-трейдинг означает следование за трендом. При том, что все больше трейдеров обращают внимание на свинг-трейдинг, стоит поговорить о данном методе более подробно. Мы расскажем о сути свинг-трейдинга, а также о причинах его популярности.</p>
</p>
<p>
<p>Этот метод можно назвать эталонным практически для всех трейдеров. Благодаря ему, трейдер может определить, каким инструментом ему торговать. Элементы технического анализа могут быть разными, но все они служат инструментами для определения доминирующуй тенденции. Длительность тренда в свою очередь может зависеть от общей конъюнктуры на рынке. Итак, если <a href="https://cryptohamster.org/51-%D0%B0%D1%82%D0%B0%D0%BA-%D0%B8%D0%B7-ethereum-classic-%D0%B2%D1%8B%D0%BB%D0%B8%D0%BB-%D0%B1%D0%BE%D0%BB%D0%B5%D0%B5-5-%D0%BC%D0%BB%D0%BD/">ethereum classic кошелек</a> вы ищете более расслабленный способ торговать на рынке, свинг трейдинг может подойти. Когда цена находится в АЗТ, для определения точки входа используются различные торговые инструменты от свечного до технического анализа. Например, на графике ниже видно, что активной зоной трейдера будет являться расстояние между двумя скользящими средними SMA и EMA.</p>
</p>
<p>
<h2>Риск И Вознаграждение В Свинг Трейдинге</h2>
</p>
<p>
<p>Его характерной чертой является использование таймфреймов день/неделя и жесткое следование риск-менеджменту. Конечно, трейдеры все равно должны учитывать потери. Меньшая прибыль может привести к росту портфеля только в том случае, если потери будут небольшими. Вместо обычного стоп-лосса (прекращения торговли и выводом средств на небольшое время) от 7% до 8% трейдеры могут принимать во внимание свои убытки быстрее, и терять максимум от 2% до 3%. Это обеспечит соотношение прибыли к убытку 3 к 1 – что является разумным правилом управления портфелем для достижения успеха. Это критический компонент для всей системы, так как огромные потери могут быстро уничтожить значительный прогресс, достигнутый с меньшими доходами. Трейдер может может вести список акций, которые есть в ETF для ежедневного мониторинга, чтобы узнавать о движении тренда и своевременно реагировать.</p>
</p>
<p>
<p>Во-вторых, наращивая прибыльные позиции (добавляя объем к позиции по мере ее движения в прибыль), трейдер может добиться нелинейного роста прибыли. Во-первых, трейдер, удерживающий позицию в направлении сильного тренда, позволяет делать рынку всю работу и уберегает себя от ошибок, неверных входов, пропущенных сделок и т.д. На первый взгляд может показаться, что чем долгосрочнее подход, тем менее он прибылен – сравните средний оборот скальпера и оборот позиционного трейдера. В действительности, позиционный трейдинг имеет самый высокий потенциал для получения прибыли среди всех перечисленных стилей торговли, и вот почему. В большинстве случаев цена не будет сразу же двигаться в выбранном вами направлении. Все трейдеры сталкиваются с просадкой в той или иной форме, независимо от их стиля торговли.</p>
</p>
<p>
<ul>
<li>Но наибольшую пользу нашей сделке принесет сочетание этих таймфреймов, когда на недельном графике мы рассмотрим общую тенденцию рынка, а на дневном найдем микро-тренды.</li>
</ul>
<p>
<h2>Последовательность Действий Для Свинг Трейдинга</h2>
</p>
<p>
<p>Это зона, в которой трейдер (при условии, что цена пришла в обозначенную область) решает вопрос целесообразности входа в рынок. При торговле по винг-трейдингу важно научиться правильно выбирать точку входа в рынок.</p>
</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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" width="258px" alt="Свинг-трейдинг"/></p>
<p>
<p>И также вы должны быть рациональными для того, чтобы рассмотреть иррациональность в действиях других. Действительно, вы ведь не можете увидеть лично каждого трейдера и его действия. Вы видите ситуацию на рынке и реакцию большинства на нее. Этого более чем достаточно для того, чтобы уловить общую идею и не оказаться заложником эмоциональных решений. Вы уже знаете, что свинг-трейдеры смотрят на рынок как на карту энергетических потенциалов. Теперь пришло время ознакомиться с правилами интерпретации рыночных ситуаций и необходимыми для этого инструментами.</p>
</p>
<p>
<p>Это происходит в зеленой области, где цена понижалась три дня подряд. Теперь свинг трейдер ищет разворотную свечную модель, которая бы позволила войти в позицию. Основное отличие свинга от дневной торговли, которую еще называют дейтрейдингом – в том, сколько времени удерживается позиция. По большому счету, свинг предполагает перенос открытой позиции на следующие сутки, в то время, как дневная торговля должна прекратиться до момента закрытия сессии. Что касается времени, предметом интереса трейдера являются долгосрочные тренды акций. Он вполне способен держать акции у себя целые дни, недели и в некоторых случаях – месяцы, а не только часы. Это, по большей части, может зависеть от настроений на рынке, на который влияют такие вещи, как цена индекса.</p>
</p>
<p>
<h2>Книги По Свинг Трейдингу</h2>
</p>
<p>
<p>Если встать по течению, то вас будет нести безо всяких усилий туда, куда нужно. Осталось только понять — когда в эту реку войти и в каком направлении движется тренд? Существует масса трендовых торговых стратегий, позволяющих найти решение этой проблемы. Selling climax — это сигналы сверхъобъема и очень большой высоты свечи. Оборот торгов у таких свечей значительно превосходит среднее значение. Эти паттерны появляются из-за паники или эйфории трейдеров, крупные инвесторы на них фиксируют свои позиции.</p>
</p>
<p>
<p>На графике сигнал выглядит, как большая полнотелая свеча с небольшими тенями. На первый взгляд, все выглядит просто, но в реальной торговле встречается множество подводных камней. Свинг-трейдеры могут попасть в зависимость от психологии других участников рынка и потерять <a href="http://it.mtk-bks.by/tokenexus/">Свинг-трейдинг</a> деньги на внезапных колебания цены. В одной убыточной сделке вы рискуете максимум 30 USD. Поскольку торговля ведется по тренду, средняя прибыль будет составлять примерно USD. Таким образом, даже если у вас лишь половина сделок удачная, итог торговли будет позитивным.</p>
</p>
<p>
<p>Здесь почти нет коррекции и поведение тренда хаотично. Индикатор, показывающий соотношение количества заявок и объемов сделок в стакане цен. Если на обратном движении на Н1 на интервале Н4 наблюдается значительное преобладание заявок в сторону основного движения, с большой долей вероятности обратное движение &#8211; только коррекция. На цену могут влиять маркетмейкеры, знающие, на каком уровне у большинства частных трейдеров установлены стопы.</p>
</p>
<p>
<p>Научившись правильно и своевременно определять волны импульса и коррекции, вы сможете получить максимум прибыли. Правильный вход в рынок характеризуется быстрым получением прибыли. Если этого не происходит в ближайшее время (2-3 часа), сделку следует закрыть. Поскольку момент для ее открытия был выбран неудачно. Ценовые движения на Форекс обладают таким свойством, как «вложенность».</p>
</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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" width="252px" alt="Свинг-трейдинг"/></p>
<p>
<p>Закрытие сделки на коротких колебаниях и открытие новой сделки происходило в момент бычьего пересечения. MACD – это индикатор, следующий за импульсом, который можно использовать для открытия позиции при бычьем или медвежьем пересечении двух скользящих средних. Инструмент также включает гистограмму для дополнительного визуального анализа. Одна из самых больших ошибок, которую мы можем совершить в свинг-трейдинге – это использовать небольшой размер стопа. Вы можете подумать, что небольшие стоп-лоссы должны уменьшать ваши риски, однако это не совсем так.</p>
</p>
<p>
<p>Позиционные трейдеры работают в основном с рынками, которые способны генерировать значимые движения в течение всего года (измеряемые в десятках процентов). Валюты, к примеру, более стабильны и редко меняются на значение более 10-20% год. Товарные фьючерсы и акции могут дать более значимую прибыль. Вспомните историю знаменитых “черепах”, которых в конце прошлого <a href="https://www.google.ru/search?q=%D0%B2%D0%B5%D0%BD%D1%87%D1%83%D1%80%D0%BD%D1%8B%D0%B5+%D0%B8%D0%BD%D0%B2%D0%B5%D1%81%D1%82%D0%B8%D1%86%D0%B8%D0%B8&#038;newwindow=1&#038;ei=kGPmXdD5GKf2qwHYuYSQCQ&#038;start=0&#038;sa=N&#038;ved=2ahUKEwjQgemly5nmAhUn-yoKHdgcAZI4HhDy0wN6BAgMEC8&#038;biw=1434&#038;bih=742">венчурный капитал</a> века обучал известный трейдер Ричард Деннис. Многие начинающие трейдеры, не имеющие опыта, смогли получить значительную прибыль, просто следуя заранее прописанным правилам торговли. Конечно, рынки с тех пор изменились и правила “черепах” уже не работают так, как это было ранее. Однако большие тренды все равно возникают 1-2 раза в год на графике любого актива.</p></p>
]]></content:encoded>
			<wfw:commentRss>http://de.agoraministries.org/index.php/kriptobirzha/sving-trejding/feed/</wfw:commentRss>
		<slash:comments>0</slash:comments>
		</item>
		<item>
		<title>Tokenexus</title>
		<link>http://de.agoraministries.org/index.php/kriptobirzha/tokenexus/</link>
		<comments>http://de.agoraministries.org/index.php/kriptobirzha/tokenexus/#comments</comments>
		<pubDate>Fri, 27 Nov 2020 05:49:45 +0000</pubDate>
		<dc:creator><![CDATA[Bob]]></dc:creator>
				<category><![CDATA[криптобиржа]]></category>

		<guid isPermaLink="false">http://de.agoraministries.org/?p=16041</guid>
		<description><![CDATA[Tokenexus Post Navigation Я уже год торгую только с LMFX, это мой рекорд и я рад что эта компания стабильная и с хорошими условиями. Завел желаемый депозит, что-то умел, чему-то научился, так и торгую. Ничего плохого не токенексус мошенники могу сказать так-же и о поддержке, всегда на результат работают. Деньги выводят, честная работа платформы, торговать [&#8230;]]]></description>
				<content:encoded><![CDATA[<p>
<h1>Tokenexus</h1>
</p>
<p><img class='wp-post-image' style='display: block;margin-left:auto;margin-right:auto;' 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" width="258px" alt="Tokenexus кидалы"/></p>
<p>
<h2>Post Navigation</h2>
</p>
<p>
<p>Я уже год торгую только с LMFX, это мой рекорд и я рад что эта компания стабильная и с хорошими условиями. Завел желаемый депозит, что-то умел, чему-то научился, так и торгую. Ничего плохого не <a href="https://forex-for-you.ru/obzor-kriptoobmennika-tokenexus-kak-kupit-i-prodat-bitcoin/">токенексус мошенники</a> могу сказать так-же и о поддержке, всегда на результат работают. Деньги выводят, честная работа платформы, торговать здесь безопасно и пока всё без проблем. Очень давно знаком с этой компанией.</p>
</p>
<p>
<p>Комфортная система поиска позволяет максимально быстро найти отзывы о брокерах форекс в любое удобное для Вас время. Для ведения успешного трейдинга <a href="https://tokenexus.com/">https://tokenexus.com/</a> необходимо найти надежного посредника. Успешно справиться с данной задачей Вам помогут отзывы о брокерах форекс и других трейдерах.</p>
</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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" width="255px" alt="Tokenexus кидалы"/></p>
<p>
<p>Работу WQ Broker обеспечивают 10 серверов, расположенных в 6 странах. За счет этого обеспечивается безопасность и стабильность работы брокера. Все данные хранятся в облаке, поэтому даже в случае взлома одного сервера, <a href="https://fxtrend.org/-f9/tokenexus-t236831.html">https://fxtrend.org/-f9/tokenexus-t236831.html</a> получить доступ к пользовательской информации будет очень сложно. Немаловажным фактором в пользу брокера можно считать наличие соглашения AML. Компания требует верификацию аккаунтов для ввода и вывода средств.</p>
</p>
<p>
<p>Хорошие новые продукты постоянно появляются, да и в целом приятно работать, когда ордера исполняются. С выводом тоже проблем не заметил, переводят, как и обещают.</p>
</p>
<p>
<h2>Черный список брокеров: отзывы о брокерах</h2>
</p>
<p>
<ul>
<li>Основными среди них являются надежность, профессионализм, скорость вывода средств, функционал, системные требования и т.д.</li>
<li>Для получения максимально объективной картины пользователи могут комментировать и обсуждать уже опубликованные самые лучшие комментарии.</li>
<li>При этом, чтобы оставить отзывы о брокерах форекс достаточно просто заполнить элементарную форму и оценить посредника, платформу или эксперта по ряду критериев.</li>
<li>Так, к примеру, посетители сайта Brokers.Ru имеют возможность оставлять свои отзывы о надежных торговых платформах, регулирующих организации и экспертов.</li>
</ul>
<p>
<p>Редакция вебсайта не несет ответственность за содержание комментариев и отзывов пользователей о форекс-компаниях. Вся ответственность <a href="https://www.rbc.ru/crypto/news/5f33a7419a7947af69d8fc5b?from=main">ethereum classic кошелек</a> за содержание возлагается на комментаторов. Перепечатка материалов возможна только с разрешения редакции сайта.</p>
</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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v7w9AU2rd4kJ5bjsc/IhC0g/NJreXWjRw6/33qT7OSyhc82vSWp7Y2VAbQlXhSFDPbDYAP8AvinU9Qtr8N1b4QWz9OP7Ti0Lkqw5wJyLqz2MdHaN9jCB7QU2/XY6tmxLfOdtxW2I7LMt0eFlO3cD4Sgrv3rL2OfY30F160jd9W9SdSXK0R5V2RYNNiG4hHvc4R1vOBW9KsgJ2YxjkGt9e0pqy3ar9m72gmbVsRaNOa1tenIKUKylDEJuMyQPQBSXKmtNaG6ddOOg/QPSuuevFt6cXmwzI+vHIsqOFuT3VuFYSQVp2pwtSCefTypv9Q1A05VmO4t5c4GAZLwUNgOOAP8AlOEug3R7p9q/r2vop1ku90sXvciTZYc6GpCUtXRCiltLoWk/AspKRjHxFI8zWwtG+x9E0vpbq5qvrtKudogdOpa7LbmohQ25dLkTloJK0keGpCmVDAzhwHjBq2e0/wCzhf797dMCwdON5Y6lPxNTWybGHwx0ODMmQFDgBC2nHc+ikjzFbz9t27wOv/RW5XDpZqiReGOkGolQtTRCkASlJZDSpoxyvYorTnGMF0jhIJfdr7Hsrat+HAz/AMP8Z7RJRUrYsvIz/v8ASfOrTlialyfd7mz4zSWlqKUkpOQR58VKQ7dpOLITIZgONLaPIU6VcHz7+VJaXW6botLpIIYc4P3cHHNOo7VzuzkePIYaajIIKilASopx6+f+NZXUrLm1lpdyEVR2OMZHp5me66SdOvRNJVWiNdbYwwyBtwBXgsfygDMczmhbUPSXZJddU4BGTuOAnzJH44/KmCrqXj/WYjTvkRtGM/Sn8+DKuTDqI8dTbsVwoY3D77Z759KYo0xdR4TjrqEhYxkGjoVzPSfeWJfPOfLgY+08p+Imk0dOvQ9NrVaCvwlfMgndk/JuB8sRCQ62+gMssJZSnBCEjAFVS6xlm4gk8jir2zpXHjNP3JKNhB7in7mj7WzHS5IeGQcqOe5863Rr69O6ggnM8ZoaLmVrEHCymW2Ep5KN3OKevERSpLQCcegp/c40GI6lqC+VpIyRTUMeKMnyq/4xt+I9ovxSTlpEyN0hOxKjn61T5kZxu7rQ6oklPnWwX0iOjcnk1S5wK7yvjjbVukh+JoaS3kyN8HDnAp7FZAVu2jNe+GPFOPLvS6UcVcZN0s2EsMTxaUgHP0NRNwljJbYGAO5xUlIQpScAGo9+MEglSQR86rNpV7kwoRQctIwAv5C+Se1YGGpJ2kZrcEDob4zEaU7dgPHb3qw2Ph44+tTcbo/psMf1yXJfX4JAUk4G71x5VmWdT0ScMckTTywxsE0EIxSew788UumOVjblX/DXQLXSfS0VO9duL4MfaQteSFD9b61BWDTVqjSIj4t7bjLfiI3qwQSFjGc+fFRq6lpznas47MDzNRN2eW//AN1YdcP9kIJOfwpV/Tl3RHMmTaZLTSDguLQQM1v5NxZgyCyp9lkOqQrwzgFPHIz50w1Tdbc3p64R3pbR3pcShBUFEk5xUBr2awAJwZzxPUzn4IUl5PPGam4+OT61HBo+OgEHvUslrOSBxmr2FDmKvcHGYsGwRkD9tYLQcGs0pIxwcUL5486ZuWVs88RVoqRFeKRnkcVtOwac08/YUOS7cyy9KggkqUPveufI8961VgiE9kAZIxk01XNknCXJjgCBtSPFPaqmrqNwGxsYnagOcjM3NCvdj09ZIAcehJfZYUhxKQCVqAGf202e1tpmJfl3EOqle8Rkx3A0T8GOcgfjitLuTWgshb+T5knJrBM+MDkJqgOnpzuJ5jiGIGBNqan1VaLrcUyI8pzwkthIChjB86gpV4hLSUNvgn125qlfpBA+62TWSZzxPwMJI+daVKJWoVfKZ79OV3Nj95fLZr+9WdpDMVxK2mM7ErTkHd9aKpTb8s87EUUw6Kmz4iv2lhQ6DapkYwlK3BuPHnUxHtlqkJ+25T3Kj2FQrR8NQJBOPvCpCTMhe5FDXiBw4wPLFMZFPDDMfcHdgFP7Ttr2SnLdF9jv2nzZmC0hqwoIUk/eV4LvNcOQL0Gr/BudxdWtMaQ244c5OEqBNKwtX6ms1vn2az365wbdc0BubEjSltsykf2XUJICxyeDnvUGtxJySgEnkmsV9EimxW7N9uMTU0lp0zV2ryyHPPqDmdGaL9pS29P9TQNXaWuEiLc7c4XGXFxA4nkYIKT3BBIP1qevntlX7VOmblo/UGtLxc7XdJ6blJZkM+J9sFbhsJyUJ3AK2pwnKe3euT1LA7JFYB1aVHbjtXjP+iGjT4QzAHyBn0238Uur6i8am6qprFxhigJGORj6GbY6ga0s+qLKzCtYfLiX0unxGigbQkg9z6mnvVLrn1W65sabt/US9MTW9LQ/0daktw22PBZIbBSdgG4/Zo5Pp8613ZGHpjrEdkkrcwnH1Nbbt+nbNa2QiSylx4KC8qOSCK9X0zpWl6Tp1pqGQDkZ5PM+ae2PtprOta06zXYNhGPhGBxLD001z1F6f6Ev/Sli9RmtJawdQ/doaoqFKcUAkffPxDhCexHarVqnXMjWlp01p3VFzZkW3R0BUCzoS0lvwWVEEpynlXKE8mtE3+8yWr0+tt1WwkAIzwKRTeJbwzu47YOa0f6W9x3k955eq/UMm647s/adJdQ/aK1R1J0haNMa81C1dImnCVW1K2EJW2UoDaSVAZUcAckmqs57WPW20dUB1ng6sbRql21foQShAa8NUMFJCC3jacFCTnvkCtNR7g6Hgh8IU2e+RU5d223LdGSgZGMgnuKnT06nTHa4zn/f3kzfYzbs4/1kzF6y9QWenF96Wi7NO2DUtyF3ubDsdC1vygpKtxWRu5KRkA88036udXtddbdUM6o6i3NE6dFgtW2OplhEdtqO2VKShKEDA5Wo1TWFll5SHexxn5U8cipeRndgH860hp6UbdtnPGfGMzbUX2z+vlp/Ri2tRW8S7LYladgTlWtgyWICgkFtLm3OTsSd3fI+dQXRzrP1C6VtXtzSN2aQzqeGuDdWJcdElmU0ST8aFggn4lDPfCjzzWrZ6VMgJWAsDzqZs7iRCb2n8KVbo6VTCqMH/wDZ226woGDcychyYUJK1OwfeD+okr4Apy/rYtICUWoBKfup8TGP2VHNJ8RQx2r2RAbd5VkfSsXU9I0mqtNt2Sx+ZA4+U1dD7U9S6dpl01CptXJBKKTz35IkrD1LMmZkGOmODjdh0ncPTFerWHm/ikr3AlWN3A+VRkdiJGTlzcMfOhy5W9JADayU+p4qqnS2pcmn/f7zznVur9R6t/h3t8IOQAAACfTEj5rrocWPEcUT3O6pC1uqkIUu4TFqTjHhk9vmKYPTo61EtMjB+dZx5jaFBQSjnjk9q2jQSnxDmKqe2tcAHnvLHPj2sste5DDmMqJ9KYKBQNopubmhA+N5sD5mm67vEz8clsVBKmUcyQqa05xiOvD8RRC+RVNvKUs39SU9ttWdN/tTZwqW3uHfmqVeLnHl3svRVFxOMZAxzVmmzY2DNHTacpk4ihP2qz6mlUrIHY0xEh4rJQzuJ5NOW1S1DIjAfU1eOpURjAgTNbyDxznt2pFZKspCck9silCzNVyFJTn9leCHLWcKeqnbryvCrmR37RkmX9nqlfWoMeM0wygso27sZzxTV3qVqlfwpfaQAnGQ3g1TmbU4t1La5SwVnAwasqNER0Ri65LeWoJJ4NeY1upo0TDxQFLGJv6iKsbnmLOrtS/aKXdnCpaCnuMc1FJdloZ90XcCWs7ygr4J8/20n+j0oVjCvzqy2GyQHYpdfjhZB7mn63Vp07T+8WDj5StqNea13MxlYcezhxyQpakkAEc1i7P8UFtxKlpz5irrMasrcdTYaa3f3RVddtU3ww63GWEHtnFK6d1ddYhsOUHlnziqdctoy2R9ZWZhW2oKDBye3FKtyJgQPDaAz3yKeXmHIhrbTIbKSe3NDLYKQNxrXrxd8QaaIuU1hhzGC3pyjztB+lJKTLUcKfOD3xUquOO4yaQU1z2q0tPzkkvz5Rk8wsQFqLqjggYqLLOTyCfLJNWJxvdb3Bjsc1GpjqWrgVbrpBXmWaLhgkyP8AAc7f8Alr0NtjnIp+7bHSNyVd/KoxTUkvJjpbUVrOAPnXG8NB2lpLFs7GKhxpJxS7TjflSzekL86T/VdqhjhSsdzipJvp/d0fE5KZBCwlSQeQM4zSl1KAxNmo0yDmwRoy4gjvRUo9oyXDjlxcpCnUq5b+WcZzRVoauoecp+PQ3IcSuvRy3lQNNCAlWfQcfKplmKCNvhrVn1NP4USO2+2JVvGxZAJPmK5f8ACNwln3gVjJ5nmjLFFnrcuFzSlUZobcK/WUasbOm9DxVrbW2l5TpPxqOQnPp6VGXN9y2sptNuSEtDK1EH7x8qjEOyzgH881g3Xb2OZmWHUahjYrlQewEVvnTRwFyVY3A7GCSQFHBJ9BVRnadvFvaEiTb3kIVzu2gjHpV3i3a8xcbH/hT2SeQaXdvs2WhbNwUhTLg5SE5xVRhmW9PrtXThbMMPvIbp82pu7svLQcNpUvnnHFXORddy95Vk/Wq9DlstRiqGVodUCgADyz9aQDTx7vK571cqvVRzyZU1dY1V3itxG95f33NawrANOYCm153KHbzNV+4RiJZQpxee/elYsf4gApf51qUalm4xNDwV8IYMsqUxi4G3pCEgjPA7Usu8spCY7knelvhIqLZgJdA2pBPzJp6xZmdwccTyPKrLjPJlI7F7meSih57e12PelmXUJAQ4pRIpwlDDadhbGB2pvJX4ad7LOaluDDEgDuicvwFIUAknIPlUXB1CIifdy0pW0nt5U4elv7SFDGRUXDje8OFzH31Y5qvqXYABJdorBU7u0nm9XFvAREUfxr17WknyYQB5ZUc0gqxpWwFskhR8hVenodYWptST8PmaolhnmOp8N+FEmJGqLg+CgLRz54psq73F0fE+EgegqThdN9QO2F+9yIrrSQneyg/rJ9agLWy4+4hpxRKT3B/bUa9SH/KY160RS2I7Dsp74i+o/QnFKoZeI/1q+e/JqzsaIvspA91ta0p27gokDj8aiVw3ozjjDyClbZ2qB8jVmm2u3hTkyoz8ZxGTdsnSHEMRUKdccUEpTuxmpmR0r1iiOqVJZitNpTuwX8qx+FL2NL0i6R2YaELdHICyQB86v6rFqiUhDjs+LhAwW8nFZut1Fldm0HiO0zblJYTSvuK0jasAKBINYwYxEpYP1qx6giSWbk6l5KNyFYVsGB+FRsJj+tryDWlRXuUMYo3EAjMyTHAV2FOEMjP3RS4j4VnFKBsjyqTLMt7cxqWh6CpawW1qTIKJLRUjZnt50yKQCCRVottziuNpZSgoWhIB47157r+pu0mlLUqSflKWrudK/gEg7lb3IctS4zS0tgjB9Ksdsccet/iuLyohQJphcroHUqjeCMjzpa3vhu27M/2qwdY1ut6dVbemGyBz6esoXM9tS7xzIF1ICj271ZbKWxASgqSMg5FVwoW6spQgkj0FZrjvIZDheKB6VsdbpTVaMUlwpOMSzdV4yBCcSZm2aGpPjsKIIIJHfNPQ40Wg2NvYcVEWuQlmCtC1jPPc5qPalIZcddWSon7vNeXXRanUq9Dvu8LGP1lf3d7PhZs47RLVcB+W4iRn4UcYHlUSz27YqTuV0K0oQknK+/FYRoO5IGO3Net9nfeFrNd4wF4E1anaqgJZ5RBIzwRxSDrXxDHY1LKtiz2JH0rxUH7IJAyQcmvUKQZJLx3Eig3/AFRz5mmDYwQKm3mPBjEEYJV/A1EttFTx486t1Y2y5p3yphIOECo5CnjPYU0krc8RIQM9yTgVMyGEBPxKA/GodaJipKHLay46ptSVgoSTghQx+2qF1THOJa0vxGbMi2nV9wbBYjW8beF5dzx69qcuWDUm4IVNhsqz8OxO5Xl8+1VNrUHUWetli3W5aC+4pDfhN4KlJ+8M9uPOslRuqsZhx9+PIQ0l4pUSElQUogfXHIrIZLc4NiiPGg0w52yT1XCn2qyCSq6iSt11LZPhkcgZPOKKjUaL6hXT3q2yAspYUhTjbjgA3EZGOOT3opq+Ggw7jM57rSOyj9pATDIGSg7U+op6++oOQ2cnhsZJOeaTbjrHCjlPzp5+jJbrHhtRzhXnWtqcqNwMptciLgzBTRX8SiCT3ya9SykelZIs9yUcJbUrHBPzrNqxXJ5Z2oUAg4UPnWI43NnEqGxD2YTBSEJ5OMfWmsktbeD5GnyNPXFySpoIPwDmk5Om7j46Gig/E2VUtlLcSVb1g8tI+B4e0J3+vl86kELaBHIpOHpqanwlqBCXTtA+dS7mj5jYQ6okIUcV0Dw1y0k7Kz7VOcyrXGKXpBdQPlWcOMreElODV3Vo9KGlLClfCM8ilY+jFuIEhChwCaZoOqVXkqD2lnUrfo1VblIz2kLBiNpxlXf5U5kJQ1lLZ3/PtSLqVMLU2FcpJBoTvKe/51s53HPlMw5Zt2Y2c3KP3cUmFOoVjG5PpTstLUeKXbipI+NPNTNgWN8QCQr8Rb6VKbRk4PFSGgH7Pb33l3mOHUYwgEZwoH/3pw/4baScY2io+2soU3uSn4cmlWoL1OeJZq1JA7TZY1ZpJhCUtW7JHbDYxWpdZSY0+9LnRWNja1g7fkPUVOSEOeCEtZSc/e9KnLP0qavFuanybv4Qc3EgYJrMainSfGzGWKLnsbPEu0vVmmpmjSRMaQlyNt2BfxJ+HgAfWtB2opYdKklW0KJGfPmtky+lVsgrbSq8hSVfeCSOKZX3RNht1sMu3zFuOpPbdnNJ0i6akkKSd0sXWFwQ0VPUe8pYS0ENcJAyPOq8qU7dJjzrqQFunKsfupklh8J27FH68VI2NEduc2qf9mwFYcUPStNNMmmUlBzKLOzptzJOxw4iFF5aw04jsOc1PIlhG4OLWUqH3go8V4i76CjlKMOLIPfB5po/qK0+9YYj5jg9h3xWLfpbNW5bBEx9VotQGBDd/nI+6Rm3nVLYbKgo55quMoDVwcbxnHnWxZWrNMuNeHGtRX8GSFJI5+ta+SC5cVvp+FJ/VrY6fuCbWBGPWXqdO1KFWbPElEx+cd+PSlPdBjOP2VkyrIBV9KcggimljKTgiRrkXk/yrJlKoxUpIzuAHpinqkqPZrNY+GpXBRj50qxEtUo3YxRZhwYyCCte5wgZ/WNYLmJQlTQfQB8lVJCOhQ2vJJQe4FKN2S2qWlK2ljd2BQcn6V5zrHTvfgioxVR5D5Tnip2YGNrLcIjCVqceTz6jNNrnLS6tZbPwKPGKnEWi1oPCCB/u1kqFbEjG0/8ALVZejV2qVtLNkY+nziDcgsLbTKmguOqCUBW0cE/4U8MRtQ+7UytiCjhCVY+QrxqEuSViNFcd2DJ2jsPnWz07Q0dOqKIO/mY8XGw4QYldlx0ktHb54qYjsADgeQrF2E5KfajxWlOLK/uDuKmWbNcA66wqKtC2RuWCOwrTsuRQATiNdbLUG0RidyRgdh8qG2gsH4Rk0qvbjnvXjCgKhnjIlYE+cjrjGSW9oGMHP7KgVNeGVBKcnPerXOAU2ePOq8sALVn1q9prMLiaGmfapEjJEcrGSDVp6WyIVuvMly4KQ02tjYCs486hVlPbFKqtzyGES1tkNKO0cZ4pOvvD1Gk8ZluvWCogmbIN7scUMssXWOh5uQp5J25QQonNPf6WaZcbcak3JDiA4UFPJzyk5/ZVFlQIEe2JfipySAdxHGfpWNkjxnUuPSdpIOUjHc/QV49jUdMbznC8fPM5/XCULKvaX+NqTTE+U7IZecQraFKzxkglOfyNFU+TZ1OqC4znhoI5STwDRSatR0+xA/i4z5HvIJ7QAjkCVBam0D4sVPWnV1oiQ2o8qIpbiQr4h2+VV59BWOBTNbOK9zqqvETB8pJVQ/mlrt2t4kdrY9EUpRcKvujGKUhapQlch33HcHXCtKQodvSjQfRLq71PiTLl086dX3UEO3q8OTIgxS422vAVt3dirBB2jJwRxzVu0P7MnXXWNmGoLF0s1FMgurdaZfbiEJLjTimnEkHBBS4haSCOCkg1gai7T0Asx+WI19O6oGVJU06jmGa9MNvGx5ISElQ4xTS5aguTktu4e5obS0kpCc9wRWzR7MPtBXNhbFs6Q6lfcgvmNKS3EyWnQlKilXPfCkn8RVXjdO9Xak1WOnFs0ndZOpUqcZNpTGUmSFoQVrBQcEYSkn6Cs5+rU17W28HIlQtepXcmAT6Sjp1TNkIYT7uhAYVuHz5qUc1zLkBpt9hAQlwLV9Kf6X6G9W9Y3y76e0h09vV3uFgdLNzjRo+5yGvepG1wZ4O5Khj5Gp6T7LHtFsXSNY3ejOqBPmsvSGI/unxuNtFsOKAz2SXWwf8AfFaNVunurBLdx6zSrqs3b1WR0jW9seiqaSpIKhj4U89vpUQxqi5oaLKJJCSCkDHOPSrgz7KnX+NdYdpunSXUEaVcA4YcZyNhcnwxuWEAHnakgmrW17MnV233Z+Pdej2oI2YTklttyNg+E1t8V3v2TvTn6io6VNDod205zLWvu1Wv27xjHE0sVpcUVFR3KOee9LstjODVvvnTbU7enLTriBpe4q09eJX6PgXEMEsy5Xx/ZNkffV9mvgeaCO4qXvXs79ctL6ekau1F0s1DbbPDaD0iZJilCGkZAyrPI5PpWwurpdRyBmYVtFyMVAOB8pQSgJApN1XGE/srY2m/Z56461scXUelOl9/ulrmbvd5ceNubd2qKVEHPkpJH4U9X7K3tHNNLdV0W1SUtglRTDzwO/AOTUfeaVOC4/ecXTXd9p/aaalIUQe/IryztlLA+pq4yunOs29LSdZuaXuCLLEnm1PzVMFLbczj7A55C+R8OM80XPpfr7RM6HZNXaPulpuFxbQ/EiyWCl19C1YQUJHJyeB55qx7zWV4YRrB1rPEhQgOAN7eT5+VScCC+CIz8t1DeNyQFECrhqHoX1h0OLbK1P03vtuauchqNDXIiqSl55w4Q2D2ClE4CVYJqQb6PdYZmpbnpuN03vS7pYWG5NziJjfHEaWMoU55JBAJHPOD6GsLqGqbGEIK475mTeuq3YRTKLHjJckuIdWVJaPr3ol20EqW0SEAdjV+l9AOuFvsK9YyemGoU2ssCUZKIiloDJTu8T4c/DjnPpVdsOktb6msl11Lp/TM+4WmxoC7nMZa3NREkZG8+XAJrL96sNoalgVwP+cqtTrAwJB7SlPMoVnaMY4qNlN/YKTjzNXt3p5qxej3OojlgmJ04mV7mq5BH2Afxnw939qs730c6j2jVcPQFy0Zco+o7khtUO2La/rD4cKggpT6EpV+Rr1NOpXA3EZmjpms4yDNWutFsBRb35OAKdMwrmMKMMhPl5VYr3pC/wCntRuaUvlnfg3eC74UmHJTscaWOcKB7eVbXuPQ3rJYtLM6tufSq5RLO62lQmvR1hAQocKVx8IPGCcdx613UdQWgjB7zZVbrgQo7TSMfeo7FAbhwQOawdZ93mFGM1dD0v16zp2T1AXpacdONShFcuaW8x0vEgBG71yQPxpvpvppr/qBKusnRWkrje2bEwmRclwmvEEZpQWUrX6AhtePXYaauqRhvJ4lZRZv2kcyAYOakYKGlymUunCN43E+YqyaB6O9TOp0aTK6eaIul/ZhLS3JchM70tKUCUg/MgZqywPZw69qvLtlZ6TahcuEJDUl+J7r8aG3CoIURnsooWB/umq+o1FWCNwzj1kfCsOGCnGfSNpEG0iZEKbYgtFooCieD9R61ha4VoXDcD1sQkKf2hxRyVHPkPSn18gau03q+Hoi86IukO+uKbaatkhhSHnXHDhAQkj4gonAI4plqhzUWirrI0pqrSr1mukYhTkWUjY61uAUnI+YINYIW1vhH95rb6AckfaIauhQGXLetEVvBeCVlAxxViRGY3x3FNRxsR8CgM4Hz+dU2Zql+UUqVGZwlOACM8+tJK1jOQttwFoFtONpTxUjo9RZWq+kh7zp67GbHf5TDVgLF7dS0wjYUDlNQDzrh/Uz9eKdXC8NznzJkOjf8hTIy47hwleT9K2NPWyVhSPKee1Ciy5nQcExW1xXLlcG4ZUlpDhG4k8Yq52u2O2TUD8Rt9DjKo5JCeSOOKoIeQiQkpcUCORjjBqatuoLlbX3ZLDylreABUsZNQ1VNj8A8Y7S/pTXXjcvPrCxsus39tx1p1CHHFpSoJ8/lWxo6YRluIL6FPOoSk7/ALywPlWq7jqO6+NHeQ+UqQ8VjCR3pdFxuEiaLk9IV7wkcLHl+FVtRobLyGY44l2nU16VNoBOTMLunw7rLbQBtS6oDAwMZpHdgYxSi0rccU64rcpZyT6mk1J+VaCcKFmLZ8TlgIk78aSmol6MrccpI/CpYlIOVVlvaV8GBnjuKerlJwEjtK+hsofQp0EtBQyPOrHJuUBUJLaWMpxwkmmMiOlSlfZq4wThJ7GvY1tcecKUNuEp4ICNxT9RWZ1LR160rYzY2nPBkLU8XDEdoqt7xLK1HSftCe3pzWMJr9Fb5UzJcHCB604bsbyHcPyFNKSQQlSADTuXa1SAC/PHHpXnWo1zUvQqgBmz38pWZ1UmvPBPMjW75JLiio4SrOflRThNrYQSPHCyBk5orQr6RpSi+LWu7E74dJ7CVplvxeUqAHzrMwQrlShjueKqca7ameZbfFw+8nONyf8AIpVMzVyFfaXFAx3+JB4/yavN15G/yfee2/ozA8PPpT0/tHtCXL2GejUD2XpdxavUXUl1N8NpktNlAMyWUGSVkZRy2SDngo4IxTn2T+oftARYvtD6Z6na1vC7zpLS0yUy06+hwQLir3lxxxBRlO8r+LgkZr546a6qdbdDRpMLR/UO9WONO+J9qDcFMpd4xlQQQCcDGflTS29ROqumxckWfW863m9MqauHgzNhmNqzlLmPvpOVEg98msF7lcMpUcnPz75mgdLYNpVuQMfKfUHoB1Auc/2N7hrfqn1u1DpOZK1moyNSQWPeZi+GkpaI2nhQABO04A5qQ6Z6o0d1F659XPa4tF4s+l7DZLDG0zY75qFYixVXNxsI95kFWNo3FhGPvFK0DucV8qUdROp7emlaS/pvLTYlv+Oq3CViKXhzv8PG3dwOcV6jXvVBnSj+jmtYTxp6Q+JT1s95PurjoKSHFIxtJBSnnHkKqWIhJKjEE0txK5IIUfefRrq5B1X0h9uTR2sul2rnIWlOs9wtNxnfox8GJcHPFQh9O4ZC0LCg7kd/GUfnWyOl2utcaj/0k3UjR151RcZtisGmrgLVb1OgoiBw2or8IeRJ5z6mvlC/1V6tzGLMh7X1zfZ0wU/ojMlxQt5TjHg8Hw8bU9sdhTOJ1j6s2/XDuqY3UC+RdRT8R5dzbmONyXm1FG4LdGFqB8Nvgn9UelMNw2Bcc4x9+8emndWJJ4zmfYfSVv1XE9pjpi9cY3UyNblW+/hQ1tcYsnfI8Bgo93DSyQQgO789wU+hrVPsP9SdfdXuuHUCxa96gyr6xFsNyhxEyJTbnuqHJSEKKQn7vCUg/QVwvY+rnVLWmr7c2/1d1iqVbFve7Sf04747IWghZZ3qP3gnBx5YzxU1pjprI0hOn3rSXUbV9kmXVpTE16FOQ068hZypKylOSCeTmoC9gpTA5GJ1tNuYPuPBzPot1B1fpGL0/wCiK+kull3zT+kOq8bT9rgxQlS5yYkGawtxHlnxA4sE8HYlRIycWD2kGIjHQzr/AGyP1GveppiW2Jcq2T1NrbsZeKHERWS2hI27SFYJUoDbk85Pzf05pPVuj7ZDtGletGuLTCtz7kuHHjTw2iO84lSVuIAT8KlJWsEjkhRHnUcrpxqVUG/Wz/tk1Z7tql4yL00qVlFwdJzveGftDnzNRW1lYH0/nMm1IcEE95077FXUzqVC6T9c7Q3qq7MQtI9P5s6wRySE2+SGpK/EaGOFbwFfWt56I6wNQ/Zp6RdS+rnWvVFgkG8uypbkGIqS5e/CecJiP4QrDakowTgHGcEHkfNyw9INSaUi3aBpXqxerbHvsVUC5NRxsEuOoEFp3asb0kKUMH1PrWFw6U66uenYGkJ/V28v2S1LU5Ct6yosR1qzuKEeJhJO49vWn33+O5bbjJB+0TTpPBUKD2E+lPT3UvSrqf0b6h9Z9YwPcdGWnqbL1cILqQn3kxoUYMJWPJTj2xwpGcqVt5ya0/7d0rVt49pfppL0B4jOop1ihO2vwloQpElb6y2ApRCQckdzjiuMmelfUKPpZ3REbrBd27C/JExy2pU4I63wE4cKA5gq+FPP90elK6i6b9V9VTI9xv3Wq7XKXDaTHYelOOqW02k5SlKivgA9sVyi80WeIBnv94ajSC+rwycdp9T1WzWcP2fHYvV1OoBqY6hshmO3mYy8y7NE2OVLheGSEskg4Hw454HNee2FZ7jd+metYXSl6M08J7S9ftREn35+L7sjZk9/C8NKdw5BSFjyWK+X9+s3tB6kRBavnX++3JNrWlyGmRNkLDK0/dUBuPxDHB7141A9paNeJ2oI/Xm8t3G5tpamShOkByQhIwlKzn4gBwM1XO4tmS93RlKH0xPqNrnrR086Hf0IvOs+o15jJb0S2hjSUaEXI1xKkbUvLXtISoHKRykcc8cGH9l/RunNI9FtOWHVl605Y5HVmVOuVxtU+SlqXMhSWnER2IyVHKlpC2FHjjcfOvldrWx9c50EXTVXViVdxaIZbYEmS44ptlIJCEbuw9BVFvfWnrN73bJFw6o36W/a2giA65MWoxkpIwlsn7uMDGMdqZtbwSV/WIXTDxwWI+Q+uMz6rs6E6X9J/ZK1Lojr7FvMyx2XXL0Z4WpRbfccGA04OeEqSQrv2UKv1/0na5PtrXfqre5kK32TQHT+HMM64OBqLGkPLlIbW64o4SAhLpJ8gPnXyzhq65dUdIMO3/rlqOREu6kzXYkx111tTgG1KzlWFEAd6m7pbfaLu8adbrh7Q96mM3RtDMxqQ++pMhCPuJXyQoDJwD2zURc+M885+8YdCmRgAAY+06V9u3p+let9Edb9K3q23NOtrXFal3S0vJchyrrHCUF5pedu1aNgHl9mSeSa6Y0FD6rW7oVr3/t6b1K5eV6af8WRcJkd22OpKF+AmOhtR2uhJSF5HKvMnBr5gS9H9eZ9hh6YmdZHpVngLUuJAeLi2GFHOShBBCT8Suw8zUlMb9qSbZI+n5fXedLtUIoLMN+Q4WkFBBRhJGPhIBHpgUWaix0VCO0rp01q73uV/wA3l5T6HxdTokenexusnQET2G322Tebt05fvynVKH/wDt+Ol0Nk9/vKWR/cb+VOvYs6Y6z6K9GtNSl6Dlu3TqDqUP6gJQjfCtfgOIZW4CRhIIQrAyR4quOa+cDyPaoXqZvWY6th2/st+Ei5rePvCUbSnaFlvIG0kYz2NXbqL7THtgX5Gm7feeoVk0+ixWxFuCrG5IbcmITj7eQFrIW6ccqGwHJ4obV+FVsPAPJ+ss0aBjbu7kDA+k7m9nHo5e+jMfr1oM2m/tsG8Q5tmFiebbnPQHCsNLjqUdqfuKTlWOEKHpUlouROsdx60zNVag11pSNG0tbnWrrfFIl3WDHCZOXkBrcFBKwspTycg8VwN1M9sbrBrzVX9LJOp1aen/AKNj2x9vT7z8Rl9LCnVIcWlTqyV/bLGd2MYwO+dczOvXUK7OzheOo9/faucdMOd41xcX7wwkqw2vKviSN6vhPHxH1qld1MuScZJmlX0cKFDNjE+hukdS9P8A2hfaP0JqKzXeXeNOdGNKuTL1q29NJiruElO0NOO5CQnCkuOkkAZ8TAAFar/0gGj2L7ZtB+0FZdRWPUSLvCFhv1zsT6X4L01gEtutrTnIUPGQcnjw0CuPrP1cnaVjXC2ad1PcYtuu7XhT2I76mkSU4UAlwJVhQAUoYOe5qPe6n6jl2ZGk1annf0eS/wC8C2e8qMbxM53FvOM5Pen6LqrJcruOBE63oqvS6VsMnn9RFw6CO9IurT3IBqLZu2qbk47/AEe6foujDeB4keSsEf7yScpP7Kwfla7QSmR0kuqSO5bdWR/5DXql63pjzg/tPKnompXgkSRcwpoLPc/KiMgFZyAePSoGTqO/QI613PpnqCOyyCpbqitKUj1JLOB+dPbDqCHdI6J4IjpcUoBtxwEgZ9fP61e03UadWStfcesTb0y2kbmH7SYSw346ctjtT3wgkYCeKjf0nb0yUhUxr8F+VLqvNuH/AMc1/wA4pzuDzmcTTY8ojcmwEtHH69SDIGMfIVB3O923Y3/W2j8X9qnTN+tWB/XGuw/XoNgIxmMfTnA4kuUccU3e2pBx6Ugm+W1Rw3NbUrzTups9dY6yQHkn5AVFWGe8q2adiO0Hl84qf08/Z37NJhSloRLWQ4hShwMfOqk/OjjkrI5xSYlIGdgPPenWolqbS+Iqmt6X3bczbY1NpaPC3OusqU22neE4JOKZs6i05DXPfZnNIbklLiAlPxZxitXKdB/U/ZWBV8W4MPZx/ZqiOmacAg2d/nL/ALxaeyfaW29XNm6Xh+U1JQUcJScd8CmjskJTgyB+BqrSZTURpch9p1KRySRimX9J7OAAZfcZ7VeVaawFDjA+cy36dbc5cg8/KbAsN5t8CRIVOhiSlTaQnC/PNFUAausiRj3kcfKikWafS2NuL/eWa6dTWoUJ9pWrcpz3dgFzOcDH40+kuLCioZ7+uPSmFvOG46fn/Gn0jk7ACcnuB25rxOZ7kS7XaJozRwt9qvFtut6ubtqhTpq0XBMRhgy47MpttoBpalqS0+2FKUdu/cAnaAo1PUhsTtwcXpxNzMJSctNzvD8ZCsfEkqbICwFZAVhOQAdqSSBceoem9QXy52rUtisdwudsutlskWNKhRlvtqkMWuIw8wSgHDqHWVpKD8XY4wQTT79YLxp+5u2i9252LNj8Px1DLjKlYVsWB91YB+JBwpJyCAQRXQcwPEsP9BbA3dHU3KXcRa7dp2336d4Kkh50yI8Y+C2ojaj7WSAFFKtqAThRHLrTdv0Try6taPtlqu1mucqLIVb33Ln7yw8+2yt1DTyPDQU+IUBveg4SVAlKhmrlOvd81DDuHTmJYbU5Ln6GsTVuEeyxm58x5uNAd8IPpb8Z5RQhwhBUSogAAnaKq3S/S2qNNdQomq9RWG42yzaWS9KuM2XEcZabKI7hDO5aQC64oJbQ395S1AAedcOYBiO0h58DQGnNIaQvFxst7nzNR2+VNfVHurUZpHh3CVHSlKTHWcbY6SSVH4lHsOKUjdPNP3OQ7qmxvThbn9NSL5b40paPHZlMSkMKZeWEgOJypSgpITkKTnBBFSN8vdjs/TTplHuug4V5eTY56g9JlSmVNj9MXAbcNOJHH0zzTjpHPu3VLV+prQ2i22qLG0dJhw2GQpqHb4qH2HFrOdy9oy464slS1EqJJJpRJzDccR57OPTxq56muuo9ROvQIMSLPbgIbUAqbcERHXg2jjlttKdzhHKQptPBcTW9n2dNWy0WNy6Wm4zH7pAXOdU1PQ0hKhMksJSlJaUeEsJVnPdRrT/TPUVp1L1lXbtKKlCyWPT14g2kSo4bW637lIUqQ6hJ4ddWd60g8ZSjJCQa3Kp7q1E0xpFvT9t0xc2P0M+px+ZotFwV4n6Un/AHFJUUpCdh2ZxkqOPipijJ5kSTjiSOitO6Z1lLvjDjE63Ij25tUDdLS7iY5IaZa8RWxOWypwZAAIBzk4xULpe1Ju17bg3Vl5iHFQ4/PW3gLbaQPiAJBAUThAyD8Sk9815bovUxVr15NukuyQJzlqhLaaYsy4LbKhcYWFBpKgEjanyA559afalu92ftzMzTN2s7Nz1U8w/qBlUR37BbJBW2g7vuPSAZGBnaEtJ/UNTInM47xlq63o09qu+2GCpxxi2XSXEZUspK1IbdWhJURxkhIzgD5AVKdQ9JQtMTortjXIfts2MMOvFJUmUhID7SiABlJKVjj7jrfnVZ6pwNeHqbrNTN0saWf6Q3NTaVRnlEI96cwDhePTy8quT6rnJ1RfbFrK72uPaBKi3SPtaeUre02gPtJ5IC3WipKTgDelrdwMjm0yO+Zp0FYmbfpoPSpBud0nMsXRtCkhMdt4JU2hOUk+J4Km1EkkfaBOMpNQM2VpOO5JjM2C5pUlakoUu6NlKSONxHgc+uP3U905L6h3Zdmu813T6pEjWrbzqWmnQkIUlv4UpPmO3PGAKY324deZBnRVaB0K0y4p1KnW9KBlxCSTlQcSzlJA53Agjg5roWdJPpHlqTpCTa7g65Y7mhy2Q238IuTaUuKLzTRGPdzgfakgD0HJqLdbt8u03G7Qo8lhMedCjtMuSEu4S63JKipW1OTlhGMAdz3PIhrKx1IFm1QXEadKhbGAn7SQBn36N3Oz0B7edSuhbJq64afvcvUos7FlttytUm4ORnni6poM3DDSNyQA44vw0JJ4TuUo5CcV0pObo/l6Ntj3TW732/l4yXEMPQYaAlYXEU+hlTriQkkpUpSggcH7NaiCnbu5juNt6bap1i5oy2aZvkZ18SQxcv0k2socQhaslhLW3wso7btwH6xxz0tY7pq6/WzXNz1NFtMdUiPBDTcJ5a0NpTJaShH2iU7UpSlCR8gK0lppfVyza9b6Z3DSklrTlxfWm8tPWRtKv0Y67mQ/754fipaCCpYcS5swByUnBaCRQw+kjwbAZs3pdEsNk6V6Sn3diVcJFwhB1php4MtIaSduVL2KUSVbuBjAHfnFXBNqsdzgRbxZ2ZcdBuTFulxnnEuqR4wUpC217U5GG3AQRkEJ5Vk4r2kLRdLn0g0VNs0ByVFtdpSxLUyguGMVLK0lwAEoSUqGFEYJChnirlbLbNsthhxbvEeiP3S+wJUZl5JbdcZbQ+lToQfiCCXUBKiMKO7GdpwkcAR4mJt+j3tUuaYas12Tm4Kt7b4ntuKCvF2JWUBlO7nkpBHHzqGl25uFZ0zC6S9787EV8XwEIQg5AxnPxGtiLv/VdGuLi3Bsq3G3J8lpaUafZRuYU4QsF1DIUgbScr3Agc5qNanamtNilt6Al3ZMRu+SkhUFK1hbYSgNlRSD5cgn51AkidlEtpjOurEwKS2mNJe3JUASptla0jz7lIH51q3UdsgSelkTXrU6au+qW5JuLbikFkxVSXI6VtAJ3JKFtoC8kg+O3jG1Vbs19dLz+jNPI1hEeYvs966ltx+H4EiRBagqJW5wFKCXFAJWrk5WMnZxzsjU9psdq6fK1Ky/JsN0t1zt94bbSFOKhvTnkuLbBGPFbyHW8/7RpHlVDVDxG2maOmbwqy/mZE2XSMO9dOda67vMuW07a4yTZkNrSEyH0Px0ySsKBKm0NyW+207nU8nBFamcluH7rmB6VuS43mDMa1npTTt0Zn2HS+h1W23yGUqQ3LUblDdkSgkgHLjy3CCRnYG0n7oxpWTGlRggyIzzaF8JUpsjd9M964targRRsZssJ4ZroPfNLs3RacBRxUavuaTC8HPerAUdsSv4rTaXTzWjum72zNJKozmGpDecBSCf3juPmPnXS4lMqQFtryhXKTzyDXD0ea60eV8HuPlXXegJ7ly0PYZbuVuOwW9xJ5+Ebf4U+tADOM+7kzHqdJaR0+vzmSR7ksfdPciuUIynRFZ2EhJTnAPzNdT9VVuDpvfwUjHuuM/iB/GuWYgUmK0FJ42cfPk05CVYgGVrTxMvtFHJUv/mP86F+Jj7yv+Y/zrOvCM1Pex84vtGUwHCPjXx/eNesl1IBbWrIwQSSayljI+letfdFL3MD3ksfDJyFL9yfj3RsfASEPJ/jV9b91+xntJCmnk/FjyNa2t7wbcU07y26Npz5HyNWvSlwDSl2SYr4fvNknyq1U57EyraD5S0y4EeSz4Zaycbh8vSvLcUvNFDjY8VvhYzzx51lDdWgqiu8lHxJJ/WFJSd0N9NwbSQg/C4PlTwSTEbjJFLTJA+zo8FFAeQoZScgjINHiD1Nd2zm+Iy4TElhbDqcpWMGtTX+zrs85UdaTsJy2fLFbfU4kjtVf1XZ0XWAopQC6jKkcc8UuyvIjarNpmrSjPais1gtrU2oEKTwoHyoqkVxLwc4krByExc+eCfzFO3gFuhBGQeKZws7I3+6P4U9Xj3sY7UrMesfWrUOodPtOosGoLpaxNZDUkQprsfx0YA2ubFDeOTwcikUxGFMhwlfhpUr4UlASDkjzPFNFE/AP939wpWKwmZOain/aKOfpyc13dgZkiPlCTGgSE7X/AB3EhISC6+kgJAwOSD2AA+QFL3e/3i+sxmL7qe8XJqCjw4rcuW5JQwnGMI3khIx/ZA8qWuFstkNouKeWt3PLXqPMZ/GoR4+NJKY4S2lfAQFZ2/LPnTqttnJkLBtxB0hxDfiTJSm2QUtIUQEgEkkJHkMkn6knzqOhTTar14rch5lvftc2qOVII5ScdwfSl5DrallKBlKeBn5d6hySZThTgnxePIftqF4UYIkRNwdE32H9dvvMSXnVmM5kqBCiggA87u3JGMeffyroiLer9Aa91gagnRmASUttS3UJGfkFYrnH2fUsHVsnb4gcERzcCRtAyn5fXzroVCcDuPxxSgcwiz825TFqdmXB+S4oBKnHXlrUoDsCSeQD2FR1xhqeSyhBUlTZ3ZHJ+f7qfhShwMfs/nSL5WckJz+A/nUhxAgHvGSohdc8ZbJUtRJUtSuVknJJ9eaU9zBUVr5WcZKlkk/tpZKF8YG3/hT/ABryQl0xH0JUQsoUEEIGQSO/HpU1O4gSJUAZkXEucCRMXBjS1NPMunYQvAU4nuUnPJ4PI54PpViVc9SuMrbe1PdlocBCkqnOkEEcggqxj5Vouxw9TMl6C5aLnvKw8wtUd1ATJQQQreU8BQ3A+XNbtaKgy2p7bvKElfbG7HNWdRUKDwwMRS/i/mXEjRCLQUlLrmD3HiDBGc4PPPIzXgjBLamQ64lClBSkpdIBI7EgccZP5mo93WOm2XWo5nOJU66hpILav9Yo/Cn7vfz4zx6VMtJTJZRIZ5Qsbknd5flVYPmWPDx3jGRAUhtXhuOpa+8tIcOFY7Z9a0D1i1HeGPdtL2263CHp92OmSq0tynExC4XFK3lkHZuKvizjOea6KmlTcN08/dxiuX+sRzqVhkLyG7e0O/1P8akxzWYvGLQPlOldCy59m09p6VbJ0mHKYt0YJejvKacT9knspJBFTq5EiRIXKkvuPPOKK3HHVlS1q9VE8k/OoSwN7bFa0kYxCY49Ps01MNp4rhAxHLJF29Xmc17rOvE6Sye7b0la0nBz2JxWUa7XW3JKbddJkQLwVCO+tvccY52kZpi3weaydzhJGO/fNJMl3ms+uSbimKzqYXt4KSSw4yoZU6VkblBed2cDkYPA8q0jdXFPR0+MolLaNqBnhIPJAHlk1euoepE6tvgU0tRt0RXgtfEAFDkqWB88D8K17Oe8d1eRtGOBWfYQ75E0lXZXgyOhLdZU49uX8SSgAH73ORn1GQDj1Ar16ZKlQFNypC396jneP9Wr+FLx3CyjCVJCjkc+WR3pjKaRGbDKFKJJyrJySakBzzIj4RiR7iFd09jSBSQaknWsoGB5U0VHOfOnrzKTrgxFIUVhO3OeK7J0/aDbNO2u3JIT7rDab4yOdoz+3NciRYhXKYQAfiWK7ZYGxhpHba2kY/AVZryvMV5SkdXAqP01vgWo48AJHPmVprn961FWm7fMZTylkKV8xW/etrwb6b3hsfEoeCFef3nE1rPT1sDmi47j7e7MdOAR5EeVWaazaxA9JR12oXSqrP5nE1oTyQk8DzrzJqYuWlbvCC5Cbe6YwyoLGCAKYRLTdLikrhwHnEp7qSOOKDUwOMQGoqK7syOlE7TXrSuBmsp7DrCih5tbagRlKgQf215HQt5SWGwCpwhI4yck44/Oq/8AmIj93wgjtFs8gjy7VMWlt+5zITcIn3nxkNfMgnGa3XY+hWlV2aOu4B5clTKVOKDpHxEc1Dab6eQrb1Fhqt6l+6Mb3FBSgeU8J/bT0DEFh5SnbqEVgjd27TYw0Bp9ERt6VGS4ttvle45JA5rWMt+M6t9trBZUtSUD0Ga29re8MWPTMqSpxKQlvakjH3jxj9taXh2l5VuVcEvhSFfEB/Kn6UM+TEai6vT43nETiSCw97i+cY+4T5j/AAp54w9aYTILr9v/AEqlYzHVkeppBicXWUPEYz3+VWSCveLWyt+FMlS+MUkp8ZPNMfesnAIJrAyc8gj0rkmCMyravtPu8kz2kDwXvvY8jRVyetbc6xrlKUlR3gbSc+fpRSX0hY5EWOqVJ8JPaa+gniOnz8MH9lL+MFPcA9yP2U3h/D7spRGPBGSOfKl0RZBdwGVEFR5wR5fSskNPRAGZFYOweeAKyKkpCXm0bXEjhwKxj8+KVVbpSQglCUpSBkqUAMj8aTcRGjnY6tSnEgY+HjtnvzkfhUg2O079ZgiQsvockulTYUNxzgkemRTJ5Zckl5htDQK96Uhe4J57eppZclkK/W+eMAY+vH7q83h0OALUgjBSkk4wfU5/hTaiWMg4EZOMOIUQeee4Sef2VEgqEpahgkOK78n86lnXAhzwwvjtzz54qKkFkTXCwVBsuK27yCT+XFc1AxjmCzb/ALPTSFakuL/ZaYSge2OVo/Gt9pWsgkkd60b7PMd1273p0BW33MIB2nGSv1/Ct5COvw9pyMpA/Klp2g0y3ubSQkkDjtWLiynIKQeR+oPnSrCFtBQ3khRzg+VYPKQlWScc+n+fWmCRmKHc/wCzx9EpH76zUpe3IHH1TWbSCRuJBB7cCsnkAI5SB8yOK7CN8OnGNg/L+Ve/dQouugDaf3VhgDnxc/L/ACa9KQ6lSGyrcUkDJznjn9lBnQcGaTjR5dwuSHZ01xlmHGD/AN9KdqyRyQe5x+4D1rc9iWHLJBWFBQVHQcgYB4qjXLpi1OnrebedejSkoD8Z1zahQTj4QU4Iz6j0q92lgQbVDhFASWGG2ylKioDCQMAnk1HAUYEGYu2YXL/uTx9EE1y11iITq3b5phRx/wBFdT3VCv0fIIG47Dwnua5X6xBR13KYUMKQzHQfl9kn+JqTf9l+sR/34PynUtubLUKI1x8EdpPHyQBUk2kqSQDjPnTSKjDLae+1CU/kBTxmpR68QZQ5uKg8TjjlIof8Q4JcBA8torNjOF4x3qndR9YuaZbixYL6ESJJKlkjOxsDJP1NV3cIMmOqrNrbRNf9U9O6GtFwZNtjGNdZbniPpZcIaSgJOQpBJwVEggJA+6c9+dWTEgHIq4x7NK15cbze0TmUO29gyG0vKG6Q5ySASR2SlWT5ZSOx4pUhzfz51S37zuxiXmTw/hzmMXXFZISaxV9s6XFdsDFeuJ5zXrIScgqG7yFSBi8TFYKR8VJgJKwD2qWYsFyl4cUgMMn/AGjnHPyFPhYoLACXHnH1+fO1J/Lmn1Vux4Er2lRI62R0LltbTuKTuTgE5I8q6ytF3g3eKh6HIDhCUhwYwUqwMiuaYq0spLDIS0jGdqRjP862P051Gm1y2obroDUhQSpJ5VnyIrS91KJvJlPxQx2iS/XJakdPbwUHb/WIqTn0KxVF0hJlytKtxg8RsShCVbeAMDFX/rsyiboBbER5suTLhGZCisJRuK+MqPAHbk10v7Pn+jt1vfY7Q613GPpqDECGf0fbXkPy5O0DO9wAttD6byf7vnzR2pW5Zz5TM65p7dSipSuTn9pyInwdjsKZcS64GSS2U479qi5lxVaHbVAt4bbRIc2rO4cj54r7n9OvZV9nrp1FbVpvpbYXJQSEm4ToiJctfrl50KUM+YGB8qvEvpr07nMCNN0Jp6Q0Bwh21sLT+RTimv1RTwF/WZdPs7ZndY/B7j54n5vepe3+kDgCk4KUngY5x8qbaAtL171XboDBJy6FKHyHJ7/Svt51s9gb2W+pKnZEzphCsk5Q4l2E+4L755Q39ko/MoJrn2x/6Mzpvo/VCrvYuoWosBKg1HltMu7ATn74CT5elUWuFthbGOZ6Cmg0UCnOSBOcJqZUC3EiVgJQEntwfSo3T1tlF9ctKi24Rs5T94n0rvSxew30suvhsakv+oJzTbqVqaaeQwF4PYlKc4/HPzrpnp30E6O9PGUP6T6f2mNKTwJbrPjyP/uublj8Dine9rUhQDvKFvTHu1KXseFHafET2jkaksFrtdmvESVCTcgZLQeZU2XUJONw3AZTkEZFVvSNz8PTMJUgpIWotK3V25/pptJLZk9MNdMsnw1ifZ3VjsCPDdQPxHifka+d41HBa0exbGFr98S9kfLmrOhuCksfSK6vo2vRa15ye8v8tpUK1SWUp3FTu5CfUE9qeQmpUhGyXbYzbZR2SobvyqvJ1xZ37LGW+8PeUFO9Hnwaes3axOzxd0XvaHE/6pSspA+la29G5BnlHp1IQixTkE84j2Aw3HglyFCRJdQtSTnHr2pjBRHefm3W5QvCSwMeEeAPnTOzqtq3nJ7OpA0VvKUpoK+HGfSnY1JYrlcZdnVIQGnm9hdPAUa4Sjd+JMrchYDJzjJ5yBHL10Ym6bMqJHSyjxQMAfOimimYWn9OKhPTm3AXQoHcPPFFAAIG48zldQOTWpIycGUiHtEZlCX0pT4CThKMEYTk5OPwpZx4ONbA88pSTyVHIpjHI+x+TBB+vh0sjG5ZJ4z9a8i7/DPpoxmeGOlYJ2jk5OKHIjCjvclJQtKUhKdpUrGMf55pZtK3stRxvUccD/PFORZrg8sBDB552kHv65Ix+2loGPM6wEhnojROd+4ZHxFOD3+tMpzSEuOAK3c1aHNOSUI8V+dFZwRkKdSP41GTY2nozilS7+ysj9RhBWfzGatVblPMS2PKVdzIcQAcD8KZtq/rCyo4GVcjFT8qXpppQLMeVIx/8xzaPyGP3VBLU2XFupV4e8nCEn7oz2ya7aczqy1aQ1vc9IGQuzT1MOSAErIbSvKAcjn61YHOt2tMfBencj9UMo/lWsi8BwFuH8v514Hs/rLpLDdJhsS/yOsvUJ0HwL7Iaz/9NB//AFqf0L1b1xOnosM1cWc5JK1tvTFeGQQnISVjCUjg+RNaiLg81L/56x3g8faH6r4/dXVO2Rb4p1H/AEy1ulshK9KsZ+FPiXPISfn8PP8AgaQe1V1B7Oah0Oz675xrmLenybP5j+VLpnOJjiNsRsSvfykFWcjzxnyphuE5idEr1drQHDnUHp+yPRUo1Eu9R9VNJKla/wBLj41JHhNbiQCee/GfKtDlxBOQ2PrRvz2Sn8Qf51IXYHaRdCexxNzvdUtQFRSjXdoQpQ2bkQc4+eSqtjt9W9BhpAdvjJXtG4hKxzj/AHa5S8QYIKEfLA/z61uTT0OyXmwMTUwooW6kIVsSPgWBgg+nNVdVrhpwGK5EsaPRtqCRv7es2DM6ydPHYjzTF/CFrQUpV4DhAJHnxWgeoF4hXrWU28QFuOw3XG0ocKSAoJQkHvz3FbAe0vATbn1i2RhsjrIIQkkEJPPz5rXEKz3qZFVNiWp95pCNy3W2Ttx9RwT8uaZTeNQDiJtp8I7jN7t+0RoNCQnZPBA53MjA/bTpn2hNAHlyVLQT2HuxxXO8hUiGvwpTTjK++1acH9opPx1LBxs/FIz+6rPMWHHadOQ+tGkJ7D5tT7r7iMZS4gtpH4nv+Fay1vfHdQPyLvJeSpaz4LSU9ggelUjTz2Xn2AUkKb3cADkH/GnTziy0lkn4EZwPXms7Uht2CZraM1+HnHMcwER27fIfj3F+Ncow8ZsEfZusjhYGOQoHnnjAPyNQ0lpLYZdYebeS6jftSSdnONpOMZ+nrT9iTC92WzMiLO/KN6FYWnPp+qRxyCPOmUpttplClZSlsYATxmoJycRlrfDkyWt2k7dLShy7awtFrB+8XXFKI/4QAD9Nwp9G05bLZOcMK7w700CPCkx/uEee4ZOCD5ZPBHNVByW7JaLT58VH9lZJ/easmmolxFt8K3W13+tOlxCw2fCaQBgrUfM5HCfOroqCcmZgu3nAkw80oZ8Y7ic7c52/gO5pnIaUvBCFBaeBvTgfkOfzqzWuysqbXMluuKdRkK34Clf+kfLtSb7UF0kIjgkeij+0mn12YOBB6sjJlXahOKXuccQgDuEoJz+6p60vItyhIY2oK8IKlcrHP7KjJIc8bCUkJSewHw/nT+3uMS5TZ8QJabG/J7FQ8s+VaLMSuIhVCtzL49LjTLf7reITExokFSH20rBUOxwc819gejOqjq7Qml9V7s/pW0xJagf/AJi2klYH/ESPwr4rMX95x15cUsqAVhYBwAPln0+Qrr+P1N1xF9lzQA0zqWRb4iLhcLLchGOxxZQrxGhv+8BtKuAeeKRo+nNrtQtIONxiura8dO0barbkLzxPo/qPrl000QhcS+6piqnMj7SLGV47yT6KSnO0/wC9iqLK9szp2y5tjWO+SUj9ZLTaR/1Krg3Rj6nI6huKlqySTnJPc5NWcqwBuz+Rr6dpPw+6eqA6hix+uBPzz1f8V+srqCmlVVUfLJ/3+k69d9q/pRd1hi5v3G0OOfry4pLaR81IKvzqUiak05qNsT9Oaht9zjHjxYklDqfx2k4+lcK6laBiZ55HHFaX1El6PIU/HccaWgnCkKKSPxHNVNd7BaT/AMM5H15noPZv8StdqxjWICfUcT6z225223FcifPjxWm/iW6+8ltAHqSTgU2v3tUdJNNRTHt19Rf5YB2tWtQdRkermdnf0J+lfIZiZLky2XJsp58JPHiOKVj8zW5dGPZQ2PLbSdD7BadnHvFhI9BxL/tF+IWs0dH/AFNAGPmecfpJX/SD9UNT9b+l/vFzYjw7dYbm1Oiw2fi8MqCmiVLIypWHO/A+VfOPcR93AA4FfQrrNFjT+l+o4Uh1CC5bnFN5PdaRuGPU/DXz1wQeP/esP2s0Gk6frFq0uAu0cDy+v1m1+HPUuodV6S2p6jkkscEjAI47eWB8p7vOMUJdUDwSMcV5jisdpry/0nvSoPeZBQCtw71l4mDxx9KTHB5Nekgjg13n1kcAcxVUlxeA44pYHbJJ/fRSPaiuHcT3kDWD2lnbuGmozTTkqXMfdCdriW0gDPpSI1ZaIpKYdm3qJGFuDnt881Um1lYyhIwDk+tPrfLLL2x3aW3BtIIH+RVcEMcGW3faMiTb2u7wkKESMyzuGPuH+PFRn9Jr4+4gyZpcSnjw9+wH/lx++ml0ThSVNKPxEgpz93FMmkhXdIodSjYzOK+9d0frQZQVMkSSlK1FKUFJWR5+ZOBz61ihmCAN3iuHzCiE/wA69hKaUvwXFqS0FBWQeQnz/hUyLaHVJbixQ4cZ5JUo/gOamlRs7TpYAcyGDjTH3GGRj1JUaRWmQsKUU4AODgBP7qknFtMKKSAlQOCkJAINJxyt1xHgoc44zjIB9TTRRmG4CRYirXvWeA2QFE84z5/SklICQfiGR5YPNWSAw9+kokgjKXnDHcJxyk+Rz6jNWC5aUiN6VWIkCImU2gvKeXla1JBycK8vh5/Cq1y+CQDJod/aUiyW5N2urEBbriA6FDcBnBCSf4Vak9PIQWlKrg+RnnCR++qrZp8e23FmU+hTzYyCEqKVDIxkHuK2bapzMhCXm0SShO1RDqtxwRnvSXJ7iMQA95rW8Wxu23WVAQsqSw4UAnvgU0WyE8d6dJaflyFOPh0biVEryVHPPc8mslsckISSPI5FMG3ErsWDYjJLSlEBAJrFadqc8/4+lSzEBcncloFKhgc8AcZyTUlpa3XKTcCxCMJAJyt2QEqSlI88qGfwFcyPKNKOsqiUKIyQRzU9ZtOXq4oDrCzEhnlch9ZQ0Mefqr6AGtoxmY0NGEstTHk5y66yltpBHchI/eaidQXRhDbbsi5sOOLOEpxuwPQAdv3VDORgya1sPizLxZ4LKoLLb8ltwBpKQrIwobRzg/Tzqqv3ht2YiywHDdrgvdsjMuJS0jGc5UTtA+QqqS7+I0JMZuahbjpC9qWwobRzgkn8cVH6euzMXVlvuaR4IXJAcxgAA8HgdhzVepDUxIPeWHINYloldK9W6luJuF6ucKLuITtbKl7AOAAO37TVhufSSzxtFSGWGw7dWGlvNywnC3FJycfQ4xV8aaX9xLe9Q7DHOKdR5EZ5020vte9BOSwFjeB8x5fjTd7dyYvYp5nLOnHJCbuynKju3IKTx+qf8/hU++pQWpBz8KiPrzV7laCgacmz1SY7TrzsxbjKk5y2yoDanOeD979lV+dZY776W4ylJddVhI3ZGfxoZDYNwjKmCDaZAJw58AT8QVkfOou6OTJE1EGI0ta8j4UpJK1H0A5IH862pa+m0RhkPX2ep5WTuZY+FBT6E98/yqxWuy2awR/DskJpBGSXFjctXOfv/e/CoJ8B5jLM2DAmvdH9Or576xP1HGQxFZUHFMOYKlY5AUPLnHB/GtjKKXW/EbykJB+HsMfIDgU1ut5fkvsxEJDeSHXdpySkeppJMlt1tSYxUoqJyB92rGGbkyCKtYwsa3Wa0qOExlheVZO3gfiajnEAoSplKgs8FH+Ap1IQ2HCvKQs/CACO47ikHlJGdpPAPAURuB/GrVfAwIpznmJfo5DoUzLkBkL7HkpB9D5UycsK2XFrhXBDykjASRtPP7B9aVShwthLi8YJwS5wkfIU7gyGW9iFBO8ZwoYH51ZV2URBVWjBMWfbQiU6koRk+InAJ571070Yls3/ANmHW2nI7heOm9R2++tA/eQzJbLJ/wCps5+tc+SUCcD4j6VJxhWFcn51uX2TROeufUPQDI8aPf8ARs56MjzXLiqQ60kfPHifnUq9ZZpGGprA3LyMyX9No6oy6LUNhLCASPIE95YrHqt61sJRHYS6sDAKydv1x50tI1jqGQokzUtc5w02kY/ME1WIjvigFHmM5z5U2n6t01bH/dpt7iNvf2PFClZ+gyRXjupe2XtB1W0hbWA9F4H2n6a9nPwd/Dn2V0q2X6Sov5vbhif3/wBBiWh7Ut8cRh+ep4D+2lJ/hVYvBXPSd5AUc81H/wDaPopRW2u/x0K8t+QPzIp4xcIN0aEi2zGJTSv12VhYz+FHT/aj2i6ec+I2P+Ln+8l1v8N/w59oB/g6encPOshT/wDEiRDVseQ4lQdThJzzxmrpZr9Kt7KW4zbYcT+srJ/ZVe+JKjhRH0p3FdCElTnAHJPoPWtPW+3nXb69qW4/9IA+8wul/gf7D6e8W6nTBwDnDsSP2yB+8lrnIkXpLv6SkLfLiFIO85wFDBwOw4JriefFXAnyYTqdq2HVtkfNJx/CumNW9YtI6VYUhqci5TEjIYjKChn+8rsn9tcyagvzl7vc68OMJZXNfW+ptHZJUSSB+dZfQm1Zey7VZO7zMyvxcv6CatLoekFAasjagGFU49OM5ExBOODQTxyaZCX616ZaT2Nem8QZ7z4dsMd5B869CgBTRMpPO41l7yg9q7vHrObY4znzopASEepoo3j1nMRzKXb4xLbIKyfII24/nQ4whAC942KSCCkZzmnDEhi4N+L4KA8gfaJH649RXkVTb5et+EEp3FkK8hj4k/xFVPKNKg94kw5DSSqUHXkjBAAAz+Zryc/b3nQ5DiuMDHxDIINNHEKadLJTjbwCBwRXivKomxpMUJnIisfwvGCE+IN4KOSMc/44q0wW03CMHnUoLpA35GflVQO5PxDjHP41ZLDLPjJYzjxCVfLt/OrWjtIbBkbkAHEfm3tj7qE/gKybhk8BR+mc0+S38IO04Pn5Uq00lP3gRWomGPMpn0kNcGPdGXW0A7mlB1BHGCnn92annplxl2NxX9WaQ7HJPwlWEKHfvzwajrntSsOr4Sr4VZ8/8imjUh2RZHY4eIVEKmlAAncgDKe3ywPwpXUlrt2uvlJaUlMgynSoioroSFhQUnOfpkdvwrY1sKY9vW5xhplAPz/VH51T1W9d1mtRRIZjnwSvK8oT948Y71a12m5vsNQY62kpWUFxRX5AKx88ZIrGIl5Tgyht4BJChzx3pRISB2FYqSW1KaIH2ZKMjzwcV7uGMUuPHMXYeDSUMpkKQhxQ8TgHHlx6VMNXyFY33k2qGh0kJQHnFkpwAM4A+eefpVd+ecU6t8N2a9sbTuSnlXOOKjnPEmW4k25qK7S4qrjcZRDY+BhhKcNqX5Egd8c1DRmv0g4425KCJLmPCLuAFnzBV5H08vKn89cIttrdZcLSU4ShC8JIzjOB5n69sU7g3iVpCcp2IIrKgBwWQ6VgjIwpQJTj8KYwzElpKWjpXdpifeb7dINpj7tvxKDjij/dSDV60/03sEJSHIlk95cR/wDFXU/B9UsjBPyzitZs9WdVRG3mbe4yPF5S460FrbPmUnyrKxdQNSQnhLkT5bwDoLzjjpUgt/rAp55rhQntI7ge838tl17iRdHnUnhTTP2DZHzCfiP4msozsS3JUzCDUNCjyhpABJ8yo9z9ajbRfNI30IFs1NGeWsAhtToSv8UnBpxfkpgxBHjutIXJOwO7ASPU/wAKSCc4Mcqg9pXNQvGWHX1FS96gchfb/IqPt0RDKVTpMdtR5CAtzC0/NIH76TcjXVx4w1OmQkDK1qG1SATgDHY57U3u8lmEgFu3OxXh8JHibt31+XY1bQZGBItx3koL+hva0ApLXdRUfuZ9e3f/AD3pI6hRGUWlK2+gCvi/E1T3Zy1K3BXGeR60wdkvOOlxTij6CrCUDuYo3kcS1IuyFOPOrdQS+eccgp9KSXLjgYZlvhP9kYAzVc95IwGzncNwPkD6V4pxwgHxMZGTirAqBizaZPLntJO8vKJHP3+9NnJ7bvKH1I+vOPwqI8cjt8WO2PXzpNclf6zeB6inrWBEtYZIOhKviRcEPH0JA+nFNXTJJKyQCfOkQGXRllz4x5Uk576yd+0rT5U8DA7RJbJ5i3vdwiqCWnVk+WFVu/2M+oEyye0voWPPUPd7ncP0W8FqGFCQhTYT+KlJH44rQqLq39174VHscGpXTuoJGkNSWbW9sSlyXYbjGujCScBTjDqXUjI7ZKBzS7EV1OJOuxkYHJmwtfaqm2jV2odC3NS4rFquMq2lthSkqCWnVIGVdzkJz+NUZdshbv6pOaUknIKvhNbB9tC1MWL2ltauQV5jXaSzeYyiOFNSmG3gQfMfGea0mm5zUc8YHbkVV061afisYEv6/qet6nZv1VhYjtk5k9cYkdtSQ1NakPj7xbBHH4+dM4d7n2uUtcCS6wUju2sp/aKjF3yO+j7dktvD7riDTJ+6B55Dq0A7UhKsHGcedNutqYYPMqVtbU25CQf2lnf1/riLJcYGopW0LIGVA4GfUio+46l1FdwG7re5spvPCFvKKAf93t+yoaRc2npSpG0jdjKe47Uiu5k9kYrJNNYPwiajdV11i7HtYj6mPC22CQEJB+lYqjtHuhPHHasmVhxsLOcmvVVLtxKEQMSOTko5+QpByEwDxuFPaScBohGyYLavuqI+tCraR2VTls4NL/q0YhItUNSf1iKKdu84ooxCIFZhSESWchJPOPL1H406MB+XJS/bsZVhYJVt2kdzmmRltKbKChRHz7Urbrn7kASCotqC0jGR9D8q4TCSl2ihTYfQUlWwbyjlIV8vl2P41DbuAM9qfzNQKlpU0d4bPb4RwPT8KilOpBwnP41HGZMNiLlYxzUjaHwhbaSrG1XCj+f8P21GMmIs/wBYkOpHohoKP/mFPC7Z47BVFmTXXtwO1yIhtIx55DiifyrqEowIkXO4YmyrK3a3SXLi3IcSQCkNKAI47HIqaT/RFvtbZCvmtZJ/89a8g64tkVKUuxpRwMcIT28uc08X1CshBHusz/kR/wCqmW2Mz8HiSqVQnxd5cpDejZY8J20urBOQNyhg/UOVV9SW+z2V5LFsiSmG7hGUpalOFxGRkfCTk5A5Iz2IpijX9mC8+7TePRtH/qqSu3UPRt3sKbe5argZDCvEaWptvbuwQQfjzgg4P5+VRDEHJMDhuBKHLYddS04yFuNtJwVhJGBuIH/vVqkOpiwoyZK1YLad3JBCfQEHk/hVfY1AzGfDjCSwkIUjahkKGD3B3K5ps5d0LXvW+6ojtua7fT4+K4WzFjIjpu1ynnCiPbp8jKj8TbWR3/HypynS92UjxXLfKjo81OpCUp+pJFMmtRvsn4JckoKsqbBUgK5/ur/zmnbusZLxcU4+6jeMYbTj0wMlRxx9aXtMcrYjJ62SUPmO2EPkHH2SwvPHy/KnVvbejIeQ+24zvSUctq+E4xnt60tI1aw6+yplqWy22CFKS9hzlOP1QEn17Z+ZprJ1XIdjuQdzzrDnILqhvz5AnnIqJBhukynRd/iWxuW/HbbYcA2LW4nJTjO4DOcAc0mvSN2jsuKK7fMW4ktugyEK8MnG3BzkK/KoFF+fEf3Z5ttaORjw0/vABPc8ZqRXq1tlTJiwmShGCtHgBsuKGOVEKOcEZFcw/lOkjGZGTtPXyzkG4W91hP8AawCP2HFS9gh2mVBd/SF8ci4yVsFnIVx6j1p6/wBRjNyJVtQ4SMblBBx+BT/EVFT9T2+UEKj2KJFcQMJcabCSfqB8KvxFdDOwwRIDA5ha4VpuM5FtQzIQ64ra08yvIUfL4VDP5GtqxXrFpeztWCZdHpsps5V4alLKV9yB6DgDj0rWEHV6WnQ4/DbaAQU72G/iQo8bk5VxxntVvt3UnQVvaS0LRc1DGFZYbJV6ZJXk1Id+RGqwk1cLm9cYniLufwvIK22kgoW2Rxk55/8Aeqs4taCXVO7lKT8XOeP50ledf6bujxW3EntJGAnDaE4A7DhVQj2qbcojwmZAT80jJ/bVmoqBF2NkyUddJII4T5/Kkirjck9+1RCtRwjkeE/g9+B/Oj+kMNJJS09n5gfzqwti+sQRJgO4yhtvIPIx5Gvdric78DJzyeAKg1agikbQh5A/ugfzrFy+RNmG2nXF/wB/t+WamLkXzkcGTRdbQSG3W0q9SscnzpJcxtsbjcYu4fqknP7qrbt2lO5G/wAIDOAgAUyU4tR3FRJ9Sa42rx+Wc8KWN+8wlfCWQtQ7LQrGKbjUL7SyM+Igdgvk1BZJ7mjcfWk+92eUkKl85Jy7wqWf9Q2jP9nNIN3CUjclLygCMYFM885r1JOe9KNzsckyQUCdL+18w5edN9Eup7WQjUWgIluc8yX4LimlEn12rbH4VzUXCTyo5rcOs+sOm9XezdoHpQ/Cuf8ASTRV0uDqZSm2/dVQZCt6UJXv37wry2YwBye1acV948Y5qG6SgVKPnXmT60UUboQGT51ke3NY0c0ZhJmKr7BJFKE5qPjTkNI2OBR+gpX9JR/7Ln5D+dRMI7rBztTb9IsHsl38h/OhU5ojlLn4gfzruYRZHelxymo8TWQfur/ZSguTAGClz8h/Ou5hFV0U3M+Of1XPyH86KMwjCiiiowhRRRRCFFFFEJ6CMUbjXlFEJ7uNHB715RRCFFFFEIUUUUQhRRRRCAx50HGOKKKIQoooozCeg486886KKIT3PzoJzXlFEIUUUUQhRRRRCFFFFEIUUUUQhRRRRCFFFFEIUUUUQhRRRRCFFFFEIUUUUQhRRRRCFFFFEIUUUUQhRRRRCFFFFEIUUUUQhRRRRCFFFFEIUUUUQhRRRRCFFFFEIUUUUQhRRRRCFFFFEIUUUUQhRRRRCFFFFEIUUUUQhRRRRCFFFFEIUUUUQhRRRRCFFFFEIUUUUQhRRRRCFFFFEJ//2Q==" width="255px" alt="Tokenexus кидалы"/></p>
<p>
<p>Рекомендую данного брокера всем без исключения. С выводом средств косяков также нет. Финмакс сам по себе, как БО брокер нравиться, торгую у него девять месяцев бинарными опционами. На финмакс фх счет открыл пока небольшой.</p>
</p>
<p>
<p>Виктор, к сожалению, без денег лучше не заниматься форекс трейдингом. Это серьезные деньги и очень большая ответственность к себе. Заработайте на тех же опционах у того же брокера Финмакс и открывайте счет минимум на 2000.</p>
</p>
<p>
<p>Единственный вопрос остается в том, можно ли вообще вывести прибыль со счета? Чтобы ответить на него, изучим комментарии и отзывы трейдеров о брокере на различных форумах. Обращаем внимание, что на портале можно найти всю необходимую информацию не только о брокерских компаниях.</p>
</p>
<p>
<p>Для опытных брокеров, есть возможность открыть ПАММ-счета и помогать получать прибыль новичкам, при этом получая часть прибыли. У новичков, есть шанс выбрать удачного брокера, зарабатывать ничего не делая.</p>
</p>
<p>
<h2>Обзор форекс</h2>
</p>
<p>
<p>На первый взгляд может показаться, что FXPrimus – это надежная и безопасная компания. Об этом во всю кричит реклама на сайте форекс-брокера, наличие различных сертификатов, призов и наград.</p>
</p>
<p>
<p>Важно подчеркнуть, что их публикуют реальные люди. Благодаря этому Вы получаете достоверную информацию о заинтересовавших Вас брокерах «из первых рук». Я работал только с этим брокером как только начал торговать, поэтому сравнить не могу. Меня все устраивает, все прозрачно, причем обучался всему тут же. Менять пока что брокера не хочу, даже из-за того, что не хочется лишний раз рисковать.</p>
</p>
<p>
<p>Это важный шаг для защиты пользователей, хоть и не все клиенты в отзывах довольны отсутствием анонимности. Партнерская программа у брокера, конечно, присутствует. Условия обычные – приглашение знакомых вам людей с готовностью вкладывать реальные суммы денег. Чем больше приглашенных, тем больше выплаты. При соблюдении этих условий пользователю обещают примерно 20 процентов дохода, но опять же-из чего пойдут начисления, депозитов или прибыли, не уточняется.</p>
</p>
<p>
<h2>Время торговли</h2>
</p>
<p>
<p>Всегда все в полном порядке, мне нравится нише сотрудничество, никогда никаких <a href="https://cryptor.net/news/kanaly-sostoyaniy-ethereum-classic-okonchatelnaya-decentralizaciya-polkadot-land-i-mana-v">ethereum classic кошелек</a> проблем с выплатами. Буду работать и дальше, менять не собираюсь.</p>
</p>
<p>
<h2>Какие оставлять отзывы о брокерах</h2>
</p>
<p>
<p>НЕ так давно перешел к брокеру Finam, прежде торговал в Альфа директ. Но они перешли на новую версию терминала, стало много зависаний. А в Finam пока все четко, торгую здесь уже 7 месяцев.</p>
</p>
<p>
<p>Cделки выводят на межбанк, а это самое главное для реального трейдинга. Исполнение идет по потоковым ценам без задержек. Из преимуществ стоит отметить что не берут комиссию за пополнение. Среди <a href="https://fx-strategy.info/obzor-kriptoobmennika-tokenexus-pokupka-prodazha-bitkoinov/">токенексус платформа</a> регулируемых брокеров Tokenexus пока у меня в приоритете за счет самых низких спредов по мажорным валютным инструментам. Есть еще 2 брокера с такими же условиями, для диверсификации рисков.</p>
</p>
<p>
<p>Посетите официальные форумы компании. На таких сайтах обычно есть раздел для разрешения спорных ситуаций. Хорошо известные и надежные брокеры Форекс способны работать с отрицательными отзывами и не удаляют информацию, которая выставляет их не в лучшем <a href="http://ftechkw.com/broker-tokenexus/">токенексус работа</a> свете. Вы увидите, с какими проблемами сталкиваются клиенты брокера, как и насколько оперативно компания помогает их решить. Среди плюсов &#8211; несколько серьезных лицензий, оперативный клиент-саппорт ,большой выбор счетов, много способов ввода и вывода.</p>
</p>
<p>
<p>Знаком лично с десяток трейдеров, которые торгуют на Finmax со дня его основания. Очень лестно отзываются об этом брокере. Расспрашивал есть ли у них счета на Tokenexus и как условия, ну и прочее. Тоже очень довольны, говорят, что брокер молодой и сейчас его основная цель, завоевание форекс рынка.</p>
</p>
<p>
<p>Так, к примеру, посетители сайта Brokers.Ru имеют возможность оставлять свои отзывы о надежных торговых платформах, регулирующих организации и экспертов. Для получения максимально объективной картины пользователи могут комментировать и обсуждать уже опубликованные самые лучшие комментарии. При этом, чтобы оставить отзывы о брокерах форекс достаточно просто заполнить элементарную форму и оценить посредника, платформу или эксперта по ряду критериев.</p>
</p>
<p>
<p>Чувствуя, что все накрывается медным тазом я попытался связаться с брокером разными способами, но все тщетно (с 30 октября по 02 ноября в течении четырех дней). В итоге 05 ноября 2018 года захожу на платформу, а моя сделка закрыто с минусом (-810у.е.). Давно знакома с этим брокером, <a href="https://ru.tradingview.com/markets/currencies/">форекс</a> поэтому сомнений в том, что открою счет для форекс торговли на Tokenexus у меня не было. Вот сами посудите, если трейдер нормально зарабатывает у брокера, доволен им и ему доверяет, он будет искать другого для форекс торговли? Я тут, и рада, что у меня есть надежный брокер.</p>
</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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" width="252px" alt="Tokenexus кидалы"/></p>
<p>
<p>Сейчас речь идет о компании Tokenexus. Brokers Rating не несет ответственности за возможные потери, в т.ч. Редакция вебсайта не несет ответственность за содержание комментариев и отзывов пользователей о брокерах.</p></p>
]]></content:encoded>
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		<slash:comments>0</slash:comments>
		</item>
		<item>
		<title>Стратегии Форекс Для Успешной Торговли С Максимальной Прибылью</title>
		<link>http://de.agoraministries.org/index.php/kriptobirzha/strategii-foreks-dlja-uspeshnoj-torgovli-s/</link>
		<comments>http://de.agoraministries.org/index.php/kriptobirzha/strategii-foreks-dlja-uspeshnoj-torgovli-s/#comments</comments>
		<pubDate>Wed, 18 Nov 2020 22:48:23 +0000</pubDate>
		<dc:creator><![CDATA[Bob]]></dc:creator>
				<category><![CDATA[криптобиржа]]></category>

		<guid isPermaLink="false">http://de.agoraministries.org/?p=15997</guid>
		<description><![CDATA[Стратегии Форекс Для Успешной Торговли С Максимальной Прибылью Очень упрощают торговлю базовые рекомендации по установлению стоп-лоссов, выбору тейк-профитов, валютных активов. Подробное описание алгоритма действия системы позволяет инвестору понимать принцип работы графиков, формирования тренда. Поэтому клиент рынка без особого труда самостоятельно подбирает, заключает выгодные сделки. Выбирая модель инвестирования, новички должны руководствоваться личными предпочтениями. Например, стратегия, изобилующая [&#8230;]]]></description>
				<content:encoded><![CDATA[<p>
<h1>Стратегии Форекс Для Успешной Торговли С Максимальной Прибылью</h1>
</p>
<p><img class='wp-post-image' style='display: block;margin-left:auto;margin-right:auto;' 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" width="259px" alt="стратегии форекс"/></p>
<p>
<p>Очень упрощают торговлю базовые рекомендации по установлению стоп-лоссов, выбору тейк-профитов, валютных активов. Подробное описание алгоритма действия системы позволяет инвестору понимать принцип работы графиков, формирования тренда. Поэтому клиент рынка без особого труда самостоятельно подбирает, заключает выгодные сделки. Выбирая модель инвестирования, новички должны руководствоваться личными предпочтениями. Например, стратегия, изобилующая терминами, индикаторами, сложными формулами, будет трудной в понимании. Если пользователь рынка Форекс не воспринимает работу того или иного анализатора, вложение капитала будет ошибочным и приведет к убыткам. Не стоит полностью отказываться от индексов, желательно выбрать два-три за основу и подробно ознакомиться с их назначением.</p>
</p>
<p>
<h2>Поддержка И Сопротивление: Методика Торговли Для Начинающих Трейдеров</h2>
</p>
<p>
<p>В настоящее время биржевая торговля доступна любому человеку, но успеха в этом деле добиваются лишь самые дисциплинированные и упорные игроки. Совмещение биржевой торговли с основным видом деятельности, как правило, не приносит хороших результатов. В таких случаях рекомендуют применять позиционные стратегии Форекс, и выполнять анализ рынка исключительно в свободное время. Под ними понимают инструменты, которые показывают на графике результаты определённых расчётов. Задача первых — предупредить трейдера о грядущем развороте, а вторых — подтверждают продолжения текущего сценария. Под действием эмоций новичка очень часто нарушают свои же правила. Поэтому подбирать стратегии Форекс нужно с учётом собственных психологических особенностей.</p>
</p>
<p>
<p>К плюсам стратегии можно отнести простоту правил работы, а также возможность оценить все сделки на истории графика. Все торговые системы подразделяются на долгосрочные, среднесрочные, краткосрочные (внутридневные, свинг-трейдинг), сверхкраткосрочные (скальпинговые, пипсовочные). В основном выбор Форекс стратегии зависит от характера трейдера, его торгового стиля, инструмента торговли и таймфрейма, на который ориентируется спекулянт. Один из лучших способов оптимизировать торговые стратегии &#8211; это открыть демо-счет и начать торговать в безрисковой среде, чтобы вы могли начать практиковать и разрабатывать стратегии для торговли индексом DAX30. Поэтому управление рисками должно быть краеугольным камнем вашей торговой стратегии. На данный момент мы сосредоточимся на использовании некоторых индикаторов и методов, которые мы использовали в предыдущих стратегиях, описанных выше.</p>
</p>
<p>
<h2>Торговые Стратегии Форекс</h2>
</p>
<p>
<p>Но если что-то пойдет не так, иногда неожиданно, вы можете очень быстро и очень много потерять. Если вы максимально используете свое кредитное плечо, вы можете в одно мгновение слить свой аккаунт. Стараясь предоставить Вам наиболее полные и разнообразные сведения, мы предлагаем эффективные линии поведения от FOREX Review. Они предоставляют собой лаконичные и конкретные рекомендации по покупке или продаже одной из ключевых валютных пар. Во многих рекомендациях отдельно указаны уровни тейк-профит (ожидаемая цель движения) и стоп-лосс (ограничение убытков).</p>
</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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" width="251px" alt="стратегии форекс"/></p>
<p>
<p>Стратегии на основе графического анализа, когда происходит прогноз рынка на основе графика и паттернах Price Action. Метод Price Action дает возможность трейдеру оставаться в профите постоянно. Каждый игрок стремится усовершенствовать <a href="http://j-technology.co.jp/tokenexus-otzyvy-sajt-tokenexus/">http://j-technology.co.jp/tokenexus-otzyvy-sajt-tokenexus/</a> стратегию с первых дней инвестирования. В результате клиент валютного рынка теряет бдительность, упускает самые важные моменты и удваивает риски. Лучше выбрать тактику и четко следовать ее правилам открытия и закрытия контрактов.</p>
</p>
<p>
<p>Какие показатели говорят о доходности и потенциальной прибыльности торгов. Чтобы выйти на стабильный заработок не достаточно выбрать хорошую стратегию, придется вести статистику торгов, отмечать и анализировать самые сложные моменты. Такой подход позволит трейдеру наработать опыт, выйти на новый уровень и сделать инвестиции доходными. Трейдеры покупают активы, когда курс превышает торговую линию, продают при понижении. Если цена валютной пары варьирует в рамках одного коридора на протяжении двадцатидневного периода, не стоит заключать сделки. Высока вероятность разворота котировки или непредсказуемые колебания. Потенциальные риски по сделкам с использованием стратегии Черепаха равняются 1%.</p>
</p>
<p>
<p>Затем трейдер может сосредоточиться на анализе остальной части графика, используя свои собственные стратегии и методы торговли. По сути, позиционный трейдер является активным инвестором, так как он меньше беспокоится о краткосрочных колебаниях рынка и предполагает, что будет удерживать сделки в течение длительного времени. Эти простые правила могут помочь трейдеру результативно торговать, определяя направление тренда, и верно определять время входа в сделки. А сейчас давайте сосредоточимся на том, что такое свинг-трейдинг &#8211; второй рассматриваемый нами тип торговых стратегий.</p>
</p>
<p>
<p>Сигналом к совершению операций служит закрывшаяся первая свеча. На её экстремумах устанавливаем ордера на длинную и короткую позицию. Стоп-лосс по аналогичному принципу, но в обратном направлении. После открытия сделки, и движения курса на пятнадцати пунктов, передвигаем стоп-приказ выше. При более лояльном рабочем графике можно пробовать торговать внутри дня. Но учтите, что подобные стратегии Форекс требуют хорошей квалификации. Основные средства лучше направить на долгосрочные стратегии Форекс или другие финансовые инструменты с фиксированными показателями доходности.</p>
</p>
<p>
<p>Индикатор RSI отлично работает на высокодинамичном рынке, где момент разворота четко фиксируется. <a href="https://ru.wikipedia.org/wiki/Amazon">амазон</a> Тактика часто применяется на бинарных опционах, скальпинге, однодневных сделках.</p>
</p>
<p>
<p>Такие данные никогда не будут лишними, поскольку знания – это самый полезный инструмент в ваших руках. С ним Вы будете действовать уверенно и грамотно, и торговля на рынке принесет вам желаемый результат. Скачать стратегии <a href="http://constructoratamarugal.cl/2020/11/17/soobshhestvo-postradavshih-ot-forex-brokerov/">стратегии форекс</a> Forex или создать их самостоятельно на основе личного опыта – каждый решает самостоятельно. Поэтому любое программное решение нельзя принимать на веру – его необходимо сопоставлять с собственными знаниями и опытом.</p>
</p>
<p>
<p>Размер тела последней свечи должен быть больше размера тел двух предыдущих. Предпоследняя свеча должна быть «медвежьей», а последняя «бычьей», то есть цена ее закрытия должна быть выше. При соблюдении этих условий на открытии следующей свечи можно открыть сделку на покупку.</p>
</p>
<p>
<p>Контракты заключаются на минимальный период &#8211; от нескольких секунд до получаса. В этом случае за день опытный скальпер может осуществлять до 200 сделок, но не все они приносят прибыль. Это достаточно сложный способ торговли, который применяется в независимости от основного направления движения рынка. Если в этой сфере отсутствует какой-либо опыт, спешить никуда не нужно. Перед тем как начать, оперируя своими деньгами, надо тщательно изучить уже разработанные торговые стратегии профессиональными трейдерами. А новичкам обязательно рекомендуется пройти как минимум базовый курс обучения Форекс.</p>
</p>
<p>
<h2>Торговая Стратегия &#8220;победа&#8221;</h2>
</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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width="258px" alt="стратегии форекс"/></p>
<p>
<p>Трейдинг на рынке Forex, как и любая деятельность, связанная с экономикой – это не стихийное принятие решений, а осознанный процесс, каждое действие в котором обусловлено логически. Именно поэтому каждый трейдер стремится выработать свою стратегию Форекс или принимает на вооружение одну из существующих. Как и в предыдущей, в этой ТС установка стоп лосса и тейк профита остается на усмотрение трейдера. Учитывая, что на дневных графиках размер свечи гораздо больше, чем на Н1, М15 и М5, стоп лосс лучше устанавливать на ближайшем локальном экстремуме – ключевой уровень может оказать слишком далеко. А вот тейк профит можно наметить подальше – с превышением размера стопа в 5 и более раз. Это позволит взять прибыль в несколько сотен пунктов от одной сделки, компенсировав возможные потери сразу от нескольких неудачных решений.</p>
</p>
<p>
<ul>
<li>Для определения изменений цены существуют правила, которые трейдеру необходимо хорошо знать.</li>
<li>Существует два основных способа составления прогнозов с помощью технического анализа.</li>
<li>Фигурный, или графический, анализ — это визуальное обнаружение на ценовом графике определенной фигуры, или паттерна, что дает понимание того, как в дальнейшем будет меняться цена.</li>
</ul>
<p>
<p>Форекс стратегия дивергенция отлично работает во время бокового тренда, здесь даже можно сразу покупать и продавать на впадинах и на пиках рынка. Как мы отмечали ранее, открывать позиции лучше всего в момент выхода сигнальной линии из области гистограммы MACD, это будет сигналом к завершению текущего движения. По этой стратегии на закрытии очередной свечи необходимо обратить внимание на три последние.</p>
</p>
<p>
<p>Последний термин уникален, как и тактика торговли, определяющая «зоны наименьшего сопротивления тренду». Здравствуйте, коллеги-трейдеры и читатели, неравнодушные к теме трейдинга на рынке Форекс! После выхода статьи про Открытый Интерес на валютных опционах и фьючерсах, где была описана стратегия торговли по анализу объемов позиций в деривативах, в комментариях возник вопрос по поводу маржинальных зон.</p>
</p>
<p>
<p>Только в этом случае вы сможете разработать стратегию, которая будет приносить прибыль, и обеспечивать комфортный стиль торговли на международном валютном рынке Forex. Практика показывает, что совмещение основной ежедневной работы с биржевой торговлей не дает желаемых результатов. В этом случае можно только применять позиционные стратегии, соответственно, анализировать рынок в свободное от работы время.</p>
</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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" width="252px" alt="стратегии форекс"/></p>
<p>
<p>Используются опытными трейдерами, активно использующими кредитное плечо. Он подразумевает открытие позиций максимально короткий срок (от 1 секунды до нескольких минут). При таком подходе число сделок, совершённых трейдером исчисляется сотнями. В этом случае торговля осуществляется в течение одной торговой сессии, и никогда не переносится на следующие сутки. При этом кредитное плечо минимальное, или не используется вовсе. Работа на рынке в таком стиле не требуют от трейдера постоянного нахождения у торгового терминала. Достаточно уделить минут в день, чтобы провести анализ текущей ситуации на рынке.</p>
</p>
<p>
<h2>Самые Простые И Прибыльные Стратегии Для Начинающих</h2>
</p>
<p>
<p>Сегодня есть много стратегий для торговли на Форекс, позволяющих получать доход. Для этого применяются уже готовые, проверенные инструменты или создаются собственные. Но в обоих случаях торговый план должен соответствовать потребностям и психотипу трейдера. Самые прибыльные стратегии внутри <a href="https://ru.wikipedia.org/wiki/%D0%92%D0%B0%D0%BB%D1%8E%D1%82%D0%BD%D1%8B%D0%B9_%D1%80%D1%8B%D0%BD%D0%BE%D0%BA">Форекс</a> дня можно попробовать, если на основной работе предусмотрен свободный или посменный график. Новичкам рекомендуется начинать с небольших инвестиций, а большую часть собственных средств использовать для финансовых инструментов с фиксированной прибылью или долгосрочных торговых планов.</p>
</p>
<p>
<p>Образно говоря, это фигура или отрезок, на протяжении которого пользователь ожидает заключить сделку. Четвертой составляющей тактики считаются уровни Фибоначчи, с ними каждый трейдер сталкивается при первом посещении торговой площадки. Для успешной торговли важно определить самые явные уровни поддержки и сопротивления, обозначенные частыми и очевидными скачками цен. Выделять все колебания не стоит, это очень сильно отвлекает и путает. Самый точный субъективный прогноз будет составлен трейдером с хорошим торговым опытом. Для обозначения трендовой линии соединяются последовательные нисходящие и восходящие точки движения котировки. Это комплекс тактических приемов, объединенных в одну стратегию.</p>
</p>
<p>
<p>На анализаторе определяется свеча, далее ожидается изменение трендовой линии. Начинать <a href="https://www.google.ru/search?newwindow=1&#038;biw=1652&#038;bih=972&#038;ei=vAh5XrqXNfTImwW8jqKgCA&#038;q=%D0%A1%D0%B2%D0%B8%D0%BD%D0%B3-%D1%82%D1%80%D0%B5%D0%B9%D0%B4%D0%B8%D0%BD%D0%B3&#038;oq=%D0%A1%D0%B2%D0%B8%D0%BD%D0%B3-%D1%82%D1%80%D0%B5%D0%B9%D0%B4%D0%B8%D0%BD%D0%B3&#038;gs_l=psy-ab.3...114140.114140..114455...0.3..0.70.70.1......0....2j1..gws-wiz.......0i71.Gu4jA9Y6PZg&#038;ved=0ahUKEwi65c-spbHoAhV05KYKHTyHCIQQ4dUDCAo&#038;uact=5">Свинг-трейдинг</a> стоит с небольших сумм вложений, далее постепенно размер увеличивается.</p></p>
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