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	<title>MGC &#187; Форекс Обучение</title>
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	<description>Manan Gautam Choksi</description>
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		<title>Как покупать и продавать акции, инвестиции в ценные бумаги</title>
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		<pubDate>Mon, 16 Sep 2024 07:54:38 +0000</pubDate>
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				<category><![CDATA[Форекс Обучение]]></category>

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		<description><![CDATA[Если продажа совершается без услуг брокера, то сделка совершается на основании договора купли-продажи и обращением к регистратору или держателю реестра (эмитенту). Перед заключением соглашения потребуется получить выписку по счету держателя, в которой указывается точное количество акций, находящееся на руках у него в собственности. Акция — вид ценной бумаги, которая свидетельствует о вкладе физического лица в...<span class="continue-reading"> <a href="https://mgchoksi.com/kak-pokupat%d1%8c-i-prodavat%d1%8c-akcii-investicii-v-cennye-2/">Read More &#187;</a></span>]]></description>
				<content:encoded><![CDATA[<p>Если продажа совершается без услуг брокера, то сделка совершается на основании договора купли-продажи и обращением к регистратору или держателю реестра (эмитенту). Перед заключением соглашения потребуется получить выписку по счету держателя, в которой указывается точное количество акций, находящееся на руках у него в собственности. Акция — вид ценной бумаги, которая свидетельствует о вкладе физического лица в компанию с правом получения доли с ее прибыли.</p>
<ul>
<li>Например, российские акции Сбербанка, Газпрома, Лукойла или зарубежные ценные бумаги Tesla, Apple.</li>
<li>Однако, используя нехитрые правила и руководствуясь здравым смыслом можно весьма существенно снизить эти риски.</li>
<li>Но обслуживание в Тинькофф Инвестиции является довольно дорогим.</li>
<li>Также можно торговать на внебиржевом рынке, но это займет больше времени и сопряжено с дополнительными сложностями.</li>
</ul>
<h2>Размер дивидендов</h2>
<p>Мы составляем список крупнейших компаний из 5—10 игроков рынка и регулярно покупаем их, например, раз в месяц, не планируя продавать в горизонте 5—10 лет», — подчеркнула эксперт. Этот способ предполагает покупку ценных <a href="https://finprotect.info/binarnye-opciony-sposob-stabilnogo-zarabotka/">официальные бинарные опционы</a> бумаг на длительный срок (несколько лет или даже десятилетий). Акции, особенно крупных компаний, обладают долгосрочным потенциалом роста, увеличивая тем самым капитал инвестора. Клиенты брокера Сбербанка, обратите внимание на особенность торговли в мобильном приложении “Сбербанк Инвестор”. По умолчанию в терминале стоит галочка “по рыночной цене”, которая к тому же еще увеличена на 2 %.</p>
<h2>Напрямую у эмитента</h2>
<p>Далеко не все брокеры его показывают, а это очень удобный инструмент, помогающий покупать и продавать по более привлекательной цене. Однако процесс покупки акций может показаться сложным для новичков. Второй способ выбора бумаги – изучить подборки топ-акций в&nbsp;вашем мобильном приложении для инвестиций. Как правило, каждый месяц брокер анализирует новые акции и&nbsp;отбирает те&nbsp;бумаги, которые, по&nbsp;мнению специалистов, обладают наибольшим потенциалом роста в&nbsp;будущем.</p>
<h2>О компании Mail.Ru</h2>
<ul>
<li>Кроме того, стоит обратить внимание на возможность торговать производными инструментами.</li>
<li>Так что открываете счет у любого брокера (Сбербанк, ВТБ, Тинькофф.. и тп) вносите деньги и покупаете.</li>
<li>На 2025 год лучшими мобильными приложениями для инвестиций были признаны «Тинькофф Инвестиции», «ВТБ инвестиции» и «Finam Trade».</li>
<li>Одним из способов инвестирования является покупка акций крупных компаний, участвующих в торгах на московской фондовой бирже.</li>
<li>Если вы покупали бумаги в долгосрочный портфель, то сейчас их реализовывать не надо.</li>
</ul>
<p>После исполнения заявки акции появятся на вашем счете. Обычно это занимает от нескольких секунд до одного торгового дня. Процесс открытия счета обычно прост и занимает от нескольких часов до пары дней. Прежде чем приступать к покупке акций, важно понять, зачем вы это делаете. На&nbsp;2025 год лучшими мобильными приложениями для инвестиций были признаны «Тинькофф Инвестиции», «ВТБ инвестиции» и «Finam Trade». Для составления прогноза необходимо изучить график акций Mail.ru и провести технический анализ.</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' width="608px" alt="как купить акции mail ru" 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"/></p>
<p>Другие варианты, которые основываются на техническом анализе, больше подходят трейдерам, а не долгосрочным инвесторам. Бумаги тех эмитентов, которые, по вашему мнению, имеют хорошие перспективы развития и на сегодня недооценены рынком. Из-за обилия различных акций на&nbsp;бирже выбор прибыльной бумаги весьма затруднителен для новичков.</p>
<p>Разрешается также давать указание брокеру <a href="https://fxtrend.org/">https://fxtrend.org/</a> о реализации ценных бумаг по заданной цене. Также можно торговать на внебиржевом рынке, но это займет больше времени и сопряжено с дополнительными сложностями. Физические лица могут приобрести акции напрямую у компании, которая их выпускает.</p>
<h2>Долгосрочные инвестиции</h2>
<p>4) За каждую операцию с акциями брокер берёт с инвестора комиссию. Биржа – это площадка, которая организовывает торги ценными бумагами. В России две биржи – Московская и Санкт-Петербургская. Компания «Альпари-Брокер» предоставляет услуги как брокерского обслуживания, так и доверительного управления активами клиентов. Для начинающих инвесторов брокер проводит обучающие <a href="https://fxsteps.info/exness-foreks-broker/">exness форекс брокер</a> курсы, открывает доступ к полезным статьям и аналитике.</p>
<h2>Как может поменяться стоимость акций VK Company Limited (Mail.ru Group)</h2>
<p>Дивиденд — доля прибыли акционерного общества, которая распределяется между акционерами в зависимости от того, каким количеством и видом акций они владеют.</p>
<p>Она регистрирует инвестора на бирже и исполняет его поручение по покупке или продаже акций. Из-за этого тем инвесторам, которые покупают акции, чтобы держать их и получать дивиденды, не стоит пополнять свой портфель бумагами VK Company. Несмотря на то что ежегодно в России увеличивается количество участников биржевой торговли, инвестирование в акции пока еще отстает по сравнению с рядом западных стран. Это связано с недостаточной финансовой грамотностью населения, которое предпочитает хранить средства на банковских вкладах, в валюте или наличными дома. Но нужно использовать разные механизмы сбережения и инвестирования.</p>
<p>В конце 2021 года концерн Mail.ru Group сменил имя на VK Company Limited. Именно под этим брендом бывшая компания Маил.ру планирует увеличить узнаваемость в России и провести экспансию на мировой рынок. Приобретение акций VK Company в 2022 году может оказаться выгодным вложением средств. Разберемся с возможностями покупки ценных бумаг, деятельностью эмитента, перспективами инвестирования в акции ВК Компани. Если же&nbsp;ваш брокер – это инвестиционная компания (например, БКС или АТОН), то&nbsp;пополнить брокерский счет или ИИС можно банковским переводом по&nbsp;реквизитам.</p>
<h2>Как купить акции физическому лицу</h2>
<p>Например, передать ваш капитал в&nbsp;доверительное управление, предварительно выбрав стратегию инвестирования. Это может быть вложение капитала в&nbsp;акции ведущих компаний России, акции иностранных предприятий, ценные бумаги нефтегазового сектора и т. Именно о безопасной, выгодной покупке и продаже акций, о возможности сохранения и приумножения заработанных средств и пойдёт речь на этом сайте. Минимальные суммы устанавливаются брокерами, а также эмитентами, если последние решают продавать акции в обход фондовой биржи.</p>
<p>Для совершения сделки купли-продажи потребуется заключить договор с привлечением нотариуса. После этого ценные бумаги отдаются регистратору, который отправляет их на депозитарный счет покупателя. При таком способе приобретения акций их цена может быть выше рыночной. Приобретение акций — один из доступных и эффективных способов не только сохранения своих сбережений, но и получения дохода. При наличии свободных денежных средств будет разумно их диверсифицировать, вкладывая часть в приобретение ценных бумаг. Проанализируем совместно с финансовым аналитиком, как купить акции физическому лицу в 2025 году, какие при этом возникают преимущества и риски.</p>
<p>Все, что необходимо сделать инвестору, – открыть в&nbsp;отделении банка или в&nbsp;его мобильном приложении счет (брокерский и/или ИИС). Купить акции компаний физическому лицу напрямую у&nbsp;биржи не&nbsp;получится. Инвестор пополняет счет и&nbsp;приобретает доступные ему акции. Покупая акции, вы тем самым приобретаете долю компании, выпустившей эти акции.</p>
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		<title>Лучший Индикатор Скальпера Форекса Для Максимальной Эффективности</title>
		<link>https://mgchoksi.com/luchshij-indikator-skal%d1%8cpera-foreksa-dlja/?utm_source=rss&#038;utm_medium=rss&#038;utm_campaign=luchshij-indikator-skal%25d1%258cpera-foreksa-dlja</link>
		<comments>https://mgchoksi.com/luchshij-indikator-skal%d1%8cpera-foreksa-dlja/#comments</comments>
		<pubDate>Thu, 11 Apr 2024 17:06:02 +0000</pubDate>
		<dc:creator><![CDATA[wpupdateuser]]></dc:creator>
				<category><![CDATA[Форекс Обучение]]></category>

		<guid isPermaLink="false">http://mgchoksi.com/?p=9783</guid>
		<description><![CDATA[VWAP показывает среднюю цену актива с учетом объема. Это “справедливая” цена, которую используют институциональные трейдеры. Индикатор является преимущественно трендовым и не подходит для торговли во флэте. Если индикатор пересекает значение 200 сверху вниз, то открываем короткие позиции. Но и в данном случае необходимо находить подобные уровни под каждый таймфрейм и инструмент отдельно. Также рекомендуется использовать...<span class="continue-reading"> <a href="https://mgchoksi.com/luchshij-indikator-skal%d1%8cpera-foreksa-dlja/">Read More &#187;</a></span>]]></description>
				<content:encoded><![CDATA[<p>VWAP показывает среднюю цену актива с учетом объема. Это “справедливая” цена, которую используют институциональные трейдеры. Индикатор является преимущественно трендовым и не подходит для торговли во флэте.</p>
<p>Если индикатор пересекает значение 200 сверху вниз, то открываем короткие позиции. Но и в данном случае необходимо находить подобные уровни под каждый таймфрейм и инструмент отдельно. Также рекомендуется использовать CCI с другими индикаторами. И он весьма хорошо подходит для торговли на таймфреймах M30 <a href="https://boriscooper.org/">https://boriscooper.org/</a> и больше. Но если вы пользуетесь скальпингом, то предпочтительнее его снизить хотя бы до 10. Пользуются им на малых временных периодах точно так же, как и в среднесрочных и долгосрочных стратегиях.</p>
<h2>Forex Turbo Scalper</h2>
<ul>
<li>Визуально индикатор представляет собой скользящую среднюю окрашенную в один из двух цветов, в зависимости от направления текущей тенденции.</li>
<li>Также существует разновидность LWMA, где вес убывает экспоненциально.</li>
<li>В первом случае при движении цены вниз началось расширение коридора.</li>
<li>BinaryCash Comodo относится к числу стрелочных инструментов технического анализа.</li>
</ul>
<p>Для сигнала тело свечи должно быть больше заданного диапазона. Он определяется настройкой “DojiDiff”, который также можно найти в параметрах индикатора. Еще одним стандартным инструментом для скальпинга является индикатор Stochastic Oscillator. Если линии индикатора выходят из зоны перепроданности, а %K пересекает %D снизу вверх.</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' width="606px" alt="лучший индикатор для скальпинга" 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"/></p>
<h2>Стандартные Индикаторы</h2>
<p>Помните, что MACD работает лучше всего при подтверждении общего тренда и контекста рынка. Проверьте долгосрочные графики, чтобы убедиться, что тренд вам благоприятен, прежде чем следовать за MACD. Ищите признаки удержания или прорыва ключевых уровней, чтобы оценить, может ли пересечение быть реальным. Просматривайте новостные ленты, чтобы обнаружить любые события, которые могут способствовать изменению тренда.</p>
<p>Бесплатная модификация Zigzag Double не дает перерисовки, генерирует более точные сигналы в сравнении <a href="https://boriscooper.org/luchshie-foreks-indikatory-dlya-skalpinga/">индикаторы для скальпинга</a> со стандартным, но на графике вместо стрелок рисует точки. Индикатор для скальпинга обычно используется с целью упрощения выполнения технического анализа рынка и повышения скорости принятия решений. Так, если в долгосрочной торговле трейдер имеет возможность долго и основательно анализировать происходящие на рынке события, то в процессе скальпинга делать все нужно быстро. И чтобы лучше понимать рынок, не пропускать удачных моментов для заключения сделок, используют индикаторы. Конечно, существует и контртрендовая торговля, но практикуют ее лишь наиболее опытные и уверенные в себе трейдеры. Основное же большинство людей, занимающихся скальпингом, предпочитают торговать по тренду.</p>
<p>Если индикатор рисует одинаковые столбики продолжительное время, входить не стоит — флет. Также, если есть профит по позиции, а индикатор показывает 5 одинаковых столбиков, — выходим. Также закрываем позицию при появлении противоположного сигнала. На мой взгляд, основная проблема начинающего скальпера — избыточности или если по-научному, мультиколлинеарность.</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' width="606px" alt="лучший индикатор для скальпинга" 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"/></p>
<p>Автор не раскрывает принцип анализа рынка, констатируем только, что осциллятор с зонами перепроданности и перекупленности. При этом показатель Trend Energy (сила тренда) должен быть больше sixty five. При появлении сигнала открывается отдельное окно с указаниями по установке стоп-лосса и тейк-профита. Выход из позиции осуществляется при появлении столбца противоположного цвета. Скачать индикатор для скальпинга криптовалют Foreign Exchange turbo scalper можно по ссылке.</p>
<p>Чтобы избежать ложных сигналов, обратитесь к другим индикаторам. Дождитесь появления как минимум трех сигналов, подкрепленных соответствующими новостями, слухами или и тем, и другим. Такой многосторонний подход позволит вам покупать или продавать с большей уверенностью. В Bitsgap мы знаем, что трейдеры часто используют различные индикаторы для принятия торговых решений. Поэтому мы придумали нечто гораздо более простое — виджет Technicals, который упрощает этот цирк, объединяя и усредняя самые популярные индикаторы в один показатель. Одна из самых больших проблем с дивергенцией заключается в том, что она часто дает ложные сигналы, сигнализируя о развороте, который никогда не наступает.</p>
<p>Можно ли использовать несколько индикаторов одновременно? Чтобы снизить вероятность запаздывания, снижаем стандартные настройки с (12, 26, 9) до (5, 13, 3). Насколько снижать какой параметр – подбираете в тестере в зависимости от интервала (М1, М5, М15) и уровня волатильности актива. Чем выше волатильность, тем меньше значение параметров – индикатор должен мгновенно реагировать на резкое изменение цены.</p>
<p>Схождение линий, когда они поднимаются выше свечей, дает сигнал на продажу и наоборот, если они сходятся ниже ценового минимума — это сигнал на покупку. Программное решение показывает высокие результаты, но присутствуют ложные сигналы. Для минимизации убытков рекомендуется <a href="https://www.google.com/search?hl=ru&amp;gl=RU&amp;ei=63P0X-HEEuGMrgTLj66oDw&amp;q=%D0%B8%D0%B3%D1%80%D0%B0+%D0%BD%D0%B0+%D0%B1%D0%B8%D1%80%D0%B6%D0%B5&amp;oq">игра на бирже</a> выставлять стоп-ордера. В ПО встроен аллерт, дающий советы на покупку и продажу. Опция облегчает процесс торгов, трейдеру не нужно пристально наблюдать за графиком.</p>
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		<title>Признаки Качественного Пробоя Уровня  Ложный Пробой</title>
		<link>https://mgchoksi.com/priznaki-kachestvennogo-proboja-urovnja-lozhnyj/?utm_source=rss&#038;utm_medium=rss&#038;utm_campaign=priznaki-kachestvennogo-proboja-urovnja-lozhnyj</link>
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		<pubDate>Wed, 03 Apr 2024 21:38:51 +0000</pubDate>
		<dc:creator><![CDATA[wpupdateuser]]></dc:creator>
				<category><![CDATA[Форекс Обучение]]></category>

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		<description><![CDATA[Пробой, который оказывается ложным, является признаком силы в нисходящем тренде или слабости в восходящем. Фактически, любой пин бар на более старшем таймфрейме является ложным пробоем на младшем. Одной из основных причин возникновения ложных пробоев является скопление стоп приказов за границей уровня. В данном случае получается так, что концентрация отложенных ордеров ложный пробой трейдинг по какой...<span class="continue-reading"> <a href="https://mgchoksi.com/priznaki-kachestvennogo-proboja-urovnja-lozhnyj/">Read More &#187;</a></span>]]></description>
				<content:encoded><![CDATA[<p>Пробой, который оказывается ложным, является признаком силы в нисходящем тренде или слабости в восходящем. Фактически, любой пин бар на более старшем таймфрейме является ложным пробоем на младшем. Одной из основных причин возникновения ложных пробоев является скопление стоп приказов за границей уровня. В данном случае получается так, что концентрация отложенных ордеров <a href="https://boriscooper.org/lozhnyy-proboy-urovnya-v-treydinge/">ложный пробой трейдинг</a> по какой либо причине смещается за первоначальную границу уровня. Новичку в мире трейдинга здесь может показаться некоторое противоречие.</p>
<h2>Торгуйте По Тренду</h2>
<p>Благодаря тому, что большинство игроков начнут фиксацию убытков, почуяв падение, рынок начнёт падать ещё стремительнее. Заранее разработанная стратегия защитит от&nbsp;поспешных решений, а&nbsp;торговля с&nbsp;короткими стопами&nbsp;— поможет снизить риск убытков. Пример – на графике ниже, это акции GAZP, дневной таймфрейм. Трейдеры, которые вошли в лонги выше 60к на хороших новостях, оказались жертвами ложного пробоя.</p>
<p>Причина в том, что цена может развернуться, что приведет к убыткам. Именно для того, чтобы избежать подобной ситуации, выполнить торговый план или получить прибыль, необходимо знать, что такое пробой уровня. Пробой ценовой зоны — это похожий способ торговли, но с учетом направленного движения. При пробое трендовой границы, позицию ставят со следующего бара. Спекулянт может использовать пробои, чтобы торговать против основного направления рынка. Необходимо найти на графике минимум диапазона, который опирается на уровень высшего таймфрейма.</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' width="600px" alt="ложный пробой в трейдинге" src="https://boriscooper.org/wp-content/uploads/2021/09/83a01f5c-53c8-48f7-88f5-b62c129708dc.jpg"/></p>
<p>Важным моментом при торговле ложным пробоем является размещение стоп-ордера на вход. Рекомендуется разместить стоп-лосс на расстоянии 1 ATR (средний истинный диапазон) от уровня сопротивления или поддержки, <a href="https://www.google.com/search?hl=ru&amp;gl=RU&amp;ei=nm_0X6_BL-uGrwTfuZTIBA&amp;q=forex&amp;oq=forex&amp;gs_lcp">forex</a> на котором произошел прорыв. Таким образом, мы оставляем достаточное пространство для цены и уменьшаем риск случайного срабатывания стоп-лосса.</p>
<p>Другое ожидаемое место для ложных пробоев – круглые психологические <a href="https://boriscooper.org/">https://boriscooper.org/</a> уровни. (как пример можно рассмотреть паттерн 2 на графике выше, когда цена опустилась под “достаточно круглый уровень” 220). Дело в том, что когда новичок принимается изучать трейдинг, зачастую одна из первых стратегий, которую он пробует освоить – это стратегия торговли пробоев. Избегание ложных пробоев в трейдинге является важной стратегией, поскольку такие ситуации могут привести к финансовым потерям.</p>
<ul>
<li>Эти трейдеры оказываются в ловушке, когда цена разворачивается, что приводит к срабатыванию череды стоп-лоссов.</li>
<li>Например, наносят на график лишние или ошибочные уровни.</li>
<li>Также полезно следить не только за объемом торгов, но и за движение цены на младшем таймфрейме.</li>
<li>Как следствие, общее число трейдеров, которые будут воспринимать такой пробой как истинный снижается, вместе с этим сокращается вероятность отработки такого сигнала.</li>
<li>В стратегиях на отбой от уровня, напротив, при ложном пробое срабатывает сигнал на закрытие позиций.</li>
</ul>
<h2>Ложный Пробой В&nbsp;Трейдинге: Что&nbsp;Это&nbsp;И&nbsp;Как&nbsp;Использовать С&nbsp;Умом</h2>
<p>Все типы уровней используются трейдерами для установки стопов и тейк-профитов. По уровням можно примерно предположить положение зон, в которых находятся стопы толпы, маркетмейкер вполне может сместить график в эту область. И только после срабатывания SL развивается движение в нужном направлении. Многие трейдеры испытывают большой соблазн открыть сделку, когда видят стремительное движение цены на больших бычьих свечах.</p>
<p>Это действительно необходимо, мы не пишем этот абзац просто ради web optimization. Хотя приведенное выше определение достаточно расплывчатое, тем не менее ложные пробои хорошо понятны даже трейдерам с небольшим опытом. Соблюдение этих рекомендаций поможет трейдеру распознать ложные пробои и снизить риски при трейдинге на рынке. Важно помнить, что ни одна стратегия не гарантирует полного исключения потерь, поэтому необходима осмотрительность и грамотное управление капиталом. Стратегия, основанная на пробое уровня, является одной из самых популярных в трейдинге. Поэтому важно уметь определить настоящий пробой от ложного.</p>
<p>Нужно помнить, что если цены продолжают после этого расти, то отскок – явление неизбежное, за которым последует новый подъем. Наиболее значимым является показатель размера пробиваемой свечи. Во время анализа нужно использовать идеи, основанные на наблюдениях за рынком. Они позволяют повысить шанс на правильный, то есть реальный пробой.</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' width="604px" alt="ложный пробой в трейдинге" src="https://boriscooper.org/wp-content/uploads/2021/09/a9a5d965-f67f-496d-8946-9283528502bf-scaled.jpg"/></p>
<p>Но умело распознанный ложный пробой позволит не только избежать убытков. Он может служить важным сигналом разворота рыночного тренда. Ложный пробой – это ситуация, когда цена актива кратковременно прорывает уровень поддержки или сопротивления, а затем возвращается обратно в предыдущий диапазон. Такие ситуации часто являются ловушкой для трейдеров, которые открывают позиции в направлении ложного пробоя. На рынке встречаются ситуации, когда на первый взгляд тяжело определить, был пробит уровень сопротивления или поддержки, или нет. И, наконец, я осветил вопрос, почему следует торговать на сетапах ложного пробоя в направлении тренда, показывая методы входа в рынок и размещение уровней стоп лосс и тейк профит.</p>
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