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	<title>Финтех - Vedan</title>
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		<title>Как Работает Ордер Трейлинг-стоп: Введение</title>
		<link>https://www.vedan.com.kh/kak-rabotaet-order-trejling-stop-vvedenie/</link>
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		<dc:creator><![CDATA[giant]]></dc:creator>
		<pubDate>Tue, 03 Sep 2024 18:25:33 +0000</pubDate>
				<category><![CDATA[Финтех]]></category>
		<guid isPermaLink="false">https://www.vedan.com.kh/?p=7323</guid>

					<description><![CDATA[<p>Каждый трейдер или разработчик подбирает параметры стратегии исходя из его системы ценностей. Некоторое время назад мы тестировали стратегию на индикаторах Williams %R и Parabolic SAR. Версия №1 была с трейлинг-стопом, версия №2 — без. Глядя на 3-ю пару столбиков, попробуем замахнуться на такой вывод, что для хороших торговых стратегий со стабильно растущими кривыми доходности добавление [&#8230;]</p>
<p>The post <a href="https://www.vedan.com.kh/kak-rabotaet-order-trejling-stop-vvedenie/">Как Работает Ордер Трейлинг-стоп: Введение</a> first appeared on <a href="https://www.vedan.com.kh">Vedan</a>.</p>]]></description>
										<content:encoded><![CDATA[<p>Каждый трейдер или разработчик подбирает параметры стратегии исходя из его системы ценностей. Некоторое время назад мы тестировали стратегию на индикаторах Williams %R и Parabolic SAR. Версия №1 была с трейлинг-стопом, версия №2 — без. Глядя на 3-ю пару столбиков, попробуем замахнуться на такой вывод, что для хороших торговых стратегий со стабильно растущими кривыми доходности добавление трейлинг-стопа только улучшит результат. Судя по первой паре столбиков, <a href="https://www.extraordinaryfacility.com/britains-carbon-forecast/">https://www.extraordinaryfacility.com/britains-carbon-forecast/</a> выключение трейлинга как бы разглаживает кривые доходности.</p>
<h2>Как Применять Stop Loss И Take Profit В Atas?</h2>
<p>Оператор обязуется предпринять необходимые меры для обеспечения сохранности Персональных данных третьих лиц, занесённых Пользователем. Пользователь обязуется получить предварительное согласие субъекта Персональных данных на их использование посредством Сайта. Пользователь самостоятельно несет ответственность за отсутствие такого согласия. Пользователь имеет право на защиту своих прав и законных интересов, в том числе на возмещение убытков и (или) компенсацию морального вреда в судебном порядке. Оператор передает обработанную информацию транспортным &nbsp;(курьерским) компаниям на основании согласия Пользователя (ст. 9 ФЗ «О персональных данных»).</p>
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" width="607px" alt="стопы в трейдинге"/></p>
<h2>Как Выставить Stop-loss И Take-profit</h2>
<p>Это те же стоп-заявки, но с парой отличий. Преимущество стоп-лимитного ордера – он исполняется по указанной цене. Маркет-ордер может “проскальзывать” – исполняться по цене ниже или выше той, по которой был выставлен. Поэтому рекомендуем использовать рыночные ордера на высоколиквидных рынках с низкими спредами. На сайте SDG Trade и связанных сайтах компании SDG Consulting предоставляются исключительно обучающие и консалтинговые услуги. Компания не предоставляет услуги открытия счетов, торговли на финансовых рынках и прочих лицензионных услуг.</p>
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" width="609px" alt="стопы в трейдинге"/></p>
<ul>
<li>Чтобы купить ее более выгодно, вы выставляете заявку трейлинг-стоп с аналогичным шагом в 10 ₽.</li>
<li>Из протестированных алгоритмов (где было больше всего именно трендовых стратегий) получилось, что чаще всего доля прибыльных сделок будет от 35% до 45%.</li>
<li>Выставление стоп-приказа зависит от сильных линий ПС.</li>
<li>Трейлинг-стоп – это разновидность приказа стоп-лосс, который служит для ограничения убытков в случае, если цена пойдёт против трейдера.</li>
</ul>
<p>Уведомление будет приходить на указанный Вами адрес электронной почты при появлении нового комментария. В каждом уведомлении Вам будет предоставлена возможность отписаться от обновлений или изменить адрес электронной почты. Интересную трансформацию при использовании потенциальной доходности получает идея тейк-профита.</p>
<p>Прохождение обучения не гарантирует получение прибыли на финансовых рынках. Каждая торговая стратегия должна иметь не только правила входа в позицию, но и правила выхода. Поэтому кроме стопов трейдеры используют тейк-профит или скользящий стоп, он же трейлинг (о нем обязательно будет ниже). Ему совсем необязательно приходить на выгодную для трейдера величину. Он сразу может начать двигаться в обратном направлении, а на этот случай трейлинг-стоп не предусмотрен. То есть трейдер ждет стоимость акций пониже, поставил шаг в 10 ₽.</p>
<p>С помощью тейк-профита, установленного «механически», невозможно определить, исчерпал ли актив свой потенциал. В этом случае актив может быть продан не потому, что это экономически обосновано, и весь его последующий рост пройдет мимо. Проходите модуль Системный трейдинг, чтобы уметь выбирать верные уровни для стоп-лоссов и тейк-профитов.</p>
<p><img decoding="async" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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width="609px" alt="стопы в трейдинге"/></p>
<p>Важно помнить, что цена, как правило, двигается вверх-вниз, поэтому не стоит ставить стопы очень близко к точке входа в позицию. На рынке существует возможность ограничить возможные убытки. Для этого нужно поручить брокеру продать акции при достижении определенного уровня.</p>
<p>Ниже мы рассмотрим тест простой стратегии на двух валютных парах — EUR/USD, GBP/USD. Нас интересует в ней только соотношение стоп-лосса/тейк-профита — как оно влияет на показатель дохода. Импульсные стратегии ловят быстрые ценовые движения, которые могут сохраняться какое-то время. В таких гипотезах можно тестировать соотношения риска к прибыли, начиная с 1 к 1. Стратегии выше — реальные стратегии, которые на момент написания статьи работают в нашем системном портфеле. На диаграмме ниже — распределение по доле прибыльных сделок протестированных нами стратегий.</p>
<p>Есть и другой вариант — просто перетащить линию SL на графике, зажав её клавишей мышки. Однако пользоваться этим способом рекомендуется только опытным трейдерам, поскольку происходит автоматический переход в режим «Торговля в один клик», о чём сразу же предупреждает терминал. При наведении курсора на линию SL появляется информация о предполагаемой прибыли/убытке в случае срабатывания приказа.</p>
<p>Иначе говоря, делает краткосрочные спекуляции, а не «играет вдолгую». Наконец, стоп-лосс спасет вложенные деньги, если в процессе торгов инвестор неправильно оценил ситуацию. К примеру, если ему показалось, что тенденция к снижению цены скоро закончится и акции отыграют потери, но его ожидания не сбылись, и бумага продолжает падать.</p>
<p>Кроме того, поскольку интернет не обеспечивает в полной мере надежной защиты информации, Сайт не несет ответственности за информацию, присылаемую через интернет. Проще говоря, Take-Profit – это планка, до которой цена должна дотянуться, чтобы трейдер получил максимум расчетной прибыли. Stop-Loss – страховочный канат, который не даст трейдеру «упасть» и ограничит убыток. Если трейдер открывает позицию на цене $100, ставит TP на $110, а SL на $90, то TP и SL автоматически сработают только на отметках в $110 и $90 соответственно.</p><p>The post <a href="https://www.vedan.com.kh/kak-rabotaet-order-trejling-stop-vvedenie/">Как Работает Ордер Трейлинг-стоп: Введение</a> first appeared on <a href="https://www.vedan.com.kh">Vedan</a>.</p>]]></content:encoded>
					
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			</item>
		<item>
		<title>Создайте свою собственную коллекцию NFT: пошаговое руководство</title>
		<link>https://www.vedan.com.kh/sozdajte-svoju-sobstvennuju-kollekciju-nft/</link>
					<comments>https://www.vedan.com.kh/sozdajte-svoju-sobstvennuju-kollekciju-nft/#respond</comments>
		
		<dc:creator><![CDATA[giant]]></dc:creator>
		<pubDate>Wed, 27 Mar 2024 00:12:57 +0000</pubDate>
				<category><![CDATA[Финтех]]></category>
		<guid isPermaLink="false">https://www.vedan.com.kh/?p=6374</guid>

					<description><![CDATA[<p>Финансовые и иные операции, упомянутые в статье, не являются руководством к действию. Криптовалюта — высокорискованный актив, операции с которым могут привести к финансовым потерям. Пользователю следует самостоятельно провести анализ, на основе которого можно будет делать выводы и принимать решения о проведении любых операций с как создать свою nft криптовалютой и/или токенами. Минтинг отвечает за то, [&#8230;]</p>
<p>The post <a href="https://www.vedan.com.kh/sozdajte-svoju-sobstvennuju-kollekciju-nft/">Создайте свою собственную коллекцию NFT: пошаговое руководство</a> first appeared on <a href="https://www.vedan.com.kh">Vedan</a>.</p>]]></description>
										<content:encoded><![CDATA[<p>Финансовые и иные операции, упомянутые в статье, не являются руководством к действию. Криптовалюта — высокорискованный актив, операции с которым могут привести к финансовым потерям. Пользователю следует самостоятельно провести анализ, на основе которого можно будет делать выводы и принимать решения о проведении любых операций с <a href="https://www.xcritical.com/ru/blog/kak-sozdat-nft-token-i-zarabotat-na-ego-prodazhe/">как создать свою nft</a> криптовалютой и/или токенами. Минтинг отвечает за то, чтобы данные о ваших NFT попали в блокчейн.</p>
<h2>Как создать и продать собственный NFT-токен</h2>
<p>Некоторые примеры таких блокчейнов – Polygon, Tezos, Solana и Cardano. Существует несколько сайтов фриланса, таких как Fiverr, Freelancer и Upwork, где вы можете нанять художника или разработчика NFT. Discord – еще один отличный вариант для поиска художников и разработчиков. Если ни один из этих вариантов не подходит вам, вы можете поискать цифровых художников и разработчиков, которых знаете вы или ваши друзья. В широком смысле, кошельки crypto/nft классифицируются на программные или аппаратные кошельки. Создание NFT — это значимый, если не самый важный инструмент для авторов.</p>
<p><img decoding="async" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.xcritical.com/wp-content/uploads/2022/08/image-XKPWtrvzFENcCxO3-768x432.webp" width="304px" alt="как создать свою nft"/></p>
<h2>компаний DeFi, о которых вам стоит знать</h2>
<p>Вы можете использовать различные инструменты, включая Photoshop, Illustrator и Procreate. Убедитесь, что файл сохранен в совместимом формате, таком как PNG, JPEG или GIF, и соответствует спецификациям, требуемым OpenSea. После того как будущий цифровой актив создан, его необходимо выпустить на блокчейне. NFT используются для предоставления прав собственности на доменные имена.</p>
<ul>
<li>Однако есть некоторые сложности, связанные с получением дохода от роялти.</li>
<li>По мере развития технологии мы можем ожидать появления еще более креативных вариантов использования.</li>
<li>В этом разделе мы рассмотрим экологические проблемы, связанные с NFT, и некоторые из предложенных решений.</li>
<li>Чтобы выставить токен на продажу, стоит перейти в меню создания листинга и указать точную стоимость или выбрать аукцион, минимальный шаг и время до завершения торгов.</li>
<li>Хотя эта технология имеет много преимуществ, она также очень энергоемкая.</li>
</ul>
<h2>Можно ли заработать миллионы долларов на продаже NFT?</h2>
<p>NFT также могут представлять цифровые предметы коллекционирования, такие как карточки, виртуальные питомцы или внутриигровые предметы. Пользователи могут отслеживать их дефицит и торговать ими так же, как и физическими коллекционными предметами. Среди распространенных игровых NFT можно выделить внутриигровую валюту, персонажей и внутриигровые предметы, такие как оружие, броня и скины.</p>
<h2>Шаг 3. Переходим на Opensea и подключаем кошелек</h2>
<p>Владелец бизнеса может без труда создать токенизированную коллекцию скидок для владельцев цифровых коллекций, ведь теперь каждый знает, как создать токен NFT. Но если вы уверенно решили начать карьеру в данной сфере бесплатно, то можно обратить внимание на площадку Treasureland. Все расходы ложатся на плечи коллекционеров и других покупателей работ.</p>
<h2>Как создать NFT и как его продать?</h2>
<p>Помните, что успех на рынке NFT требует не только первоклассного контента, но также эффективного маркетинга и взаимодействия с сообществом. Сосредоточьтесь, оставайтесь на связи и наблюдайте, как ваша коллекция NFT становится востребованным цифровым шедевром. Помимо этих решений, некоторые художники и коллекционеры также изучают альтернативные способы создания и продажи цифрового искусства, которые не зависят от NFT или технологии блокчейн.</p>
<h2>Шаг 2. Создайте цифровой кошелек и внесите в него криптовалюту</h2>
<p><img decoding="async" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.xcritical.com/wp-content/uploads/2022/08/759f05b1-929e-4774-a45f-9fe842b38aac-768x461.webp" width="308px" alt="как создать свою nft"/></p>
<p>Очень важно выбрать связную тему, которая объединяет произведения искусства или ресурсы, которые вы планируете создать. Это может быть связано с определенным жанром, стилем или концепцией. Например, вы можете создать коллекцию абстрактных цифровых картин или серию музыкальных альбомов ограниченным тиражом. Возможности безграничны, так что будьте изобретательны и мыслите нестандартно. Благодаря технологии NFT создатели контента получили возможность продавать свои творения, закрепляя за собой право владения ими. К примеру, у него есть уникальная серия цифровых картин, которую он хочет представить на рынке.</p>
<h2>Ультимативный гайд по NFT. Как создать свой первый токен и начать зарабатывать</h2>
<p>Во-вторых, для создания NFT обязательно наличие криптовалютного кошелька (к примеру, MetaMusk, Trust Wallet, Coinbase Wallet). Чтобы оплатить комиссию за создание токена, на кошельке должен быть некоторый запас криптовалюты. Авторское право распространяется на NFT так же, как и на другие формы творчества. Поэтому использование чужой работы без разрешения может иметь юридические последствия.</p>
<h2>Как сделать с нуля свой NFT-токен и выставить его на продажу</h2>
<p><img decoding="async" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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" width="306px" alt="как создать свою nft"/></p>
<p>Он может создавать NFT на каждую единицу продукции и продавать на андроид. Сделать это можно на специализированных маркетплейсах, одним из которых является OpenSea. Чтобы создать NFT, вам нужно загрузить свой цифровой контент на платформу и заполнить необходимые поля. Обычно вам потребуется указать название, описание и стоимость вашего NFT. SuperRare&nbsp;— это курируемая торговая площадка NFT, ориентированная на высококачественное цифровое искусство. Он работает на блокчейне Ethereum и позволяет создателям чеканить и продавать ограниченные серии NFT.</p>
<p>Rarible – еще один популярный NFT маркетплейс, объем продаж которого на сегодняшний день составляет свыше 264 миллионов долларов. Если вы не используете функцию ленивой чеканки, то вам придется покрыть расходы на чеканку токенов. Маркетплейс позволяет чеканить токены без кода, предлагает простой и привлекательный интерфейс и имеет хорошее обслуживание клиентов.</p>
<p>Цифровое искусство (изображения, интерактивные художественные произведения и даже творения ИИ) можно преобразовать в NFT. Эта возможность позволяет художникам создавать, продавать и отслеживать свои цифровые работы. Широкую известность технология NFT получила благодаря игре CryptoKitties, в которой можно коллекционировать котов.</p>
<p>Например, один биткоин всегда имеет такую же стоимость, как другой биткоин, в то время как каждый NFT-токен, даже если он внешне сходен с другим, имеет свою собственную ценность. Сюда вам нужно будет загрузить цифровой объект, который вы планируете сделать NFT, придумать для него название и добавить описание. После выполнения&nbsp;этих простых действий нажмите кнопку Create&nbsp;внизу страницы. Итак, для начала вам нужно будет зарегистироваться на выбранной площадке либо пройти авторизацию через криптокошелек (мы сделали это на площадке OpenSea с помощью кошелька MetaMusk).</p>
<p>Не помешает и грамотно составленная дорожная карта вашего токена. Она представляет собой бизнес-план по масштабированию и увеличению инвестиций владельцев токенов. Недостаточно просто создать NFT картинку, важно учесть будущие расходы на маркетинг и не игнорировать возможности продвижения.</p>
<p>Кроме того, они поддерживают добавление свойств, а также разблокируемого контента в ваши NFT. Разблокируемый контент – это контент, который покупатель может увидеть (или “разблокировать”) только после того, как NFT будет продан и он получит право собственности. Такой контент может включать в себя файлы с высоким разрешением, закулисные видео, билеты на концерты, подписанный товар и многое другое. Таким образом, прежде чем начать создавать свой первый NFT, крайне важно понять плюсы и минусы различных блокчейнов. Например, блокчейн Ethereum является домом для большинства проектов NFT и DeFi и доминирует в отрасли. Однако, из-за более высокой сетевой активности, плата за газ на блокчейне Ethereum намного выше.</p><p>The post <a href="https://www.vedan.com.kh/sozdajte-svoju-sobstvennuju-kollekciju-nft/">Создайте свою собственную коллекцию NFT: пошаговое руководство</a> first appeared on <a href="https://www.vedan.com.kh">Vedan</a>.</p>]]></content:encoded>
					
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		<title>Что Делает Деньги Ценными? Взгляд На Фиатную Валюту И Золотой Стандарт Ликбез Инвестора Золотой Запас</title>
		<link>https://www.vedan.com.kh/chto-delaet-den%d1%8cgi-cennymi-vzgljad-na-fiatnuju/</link>
					<comments>https://www.vedan.com.kh/chto-delaet-den%d1%8cgi-cennymi-vzgljad-na-fiatnuju/#respond</comments>
		
		<dc:creator><![CDATA[giant]]></dc:creator>
		<pubDate>Wed, 17 Jan 2024 04:01:28 +0000</pubDate>
				<category><![CDATA[Финтех]]></category>
		<guid isPermaLink="false">https://www.vedan.com.kh/?p=7351</guid>

					<description><![CDATA[<p>И зависит это доверие от эффективности экономической и финансовой политики государства. Фиатная валюта является основой традиционной финансовой системы и представляет собой деньги, используемые в ежедневных транзакциях и инвестициях. Фиатные деньги в отличие от криптовалюты являются законным платежным средством, поэтому принимаются везде, а криптовалюта имеет более ограниченное использование. Однако, по мере того, что люди чаще используют [&#8230;]</p>
<p>The post <a href="https://www.vedan.com.kh/chto-delaet-den%d1%8cgi-cennymi-vzgljad-na-fiatnuju/">Что Делает Деньги Ценными? Взгляд На Фиатную Валюту И Золотой Стандарт Ликбез Инвестора Золотой Запас</a> first appeared on <a href="https://www.vedan.com.kh">Vedan</a>.</p>]]></description>
										<content:encoded><![CDATA[<p>И зависит это доверие от эффективности экономической и финансовой политики государства. Фиатная валюта является основой традиционной финансовой системы и представляет собой деньги, используемые в ежедневных транзакциях и инвестициях. Фиатные деньги в отличие от криптовалюты являются законным платежным средством, поэтому принимаются везде, а криптовалюта имеет более ограниченное использование. Однако, по мере того, что люди чаще используют криптовалюты, различные сервисы пытаются упростить взаимодействие пользователей с криптоактивами, позволяя покупать из за фиат. Фиат, или бумажные деньги — это выпущенная государством валюта, которая обычно <a href="http://falcovet.ru/kommunikacii_i_svyaz/internet-_trejding.php">http://falcovet.ru/kommunikacii_i_svyaz/internet-_trejding.php</a> не обеспечена каким-либо залоговым активом. Бумажные деньги представляют собой централизованную форму денег и действуют как законное платежное средство страны, ее официальная валюта.</p>
<h2>Ключевые Характеристики Фиатной Валюты</h2>
<p>Тем не менее, на данный момент фиат остается основным элементом современной финансовой системы. Первый прототип фиата появился в Китае еще в 11 веке, когда стали использоваться бумажные купюры. Однако широкое распространение фиатная система получила только в 20 веке после отказа от золотого стандарта. Несмотря на в целом эффективную реализацию самой идеи фиатной валюты, у неё есть некоторые недостатки. Собственно, именно для их преодоления и был в своё время создан биткоин.</p>
<h2>Почему Крупные Инвесторы Мало Инвестируют В Золото?</h2>
<p>Как стало известно, фонд хочет изменить свою стратегию инвестирования и сделать упор на физическое золото. Золото применяется не только для производства ювелирных украшений и в электронике, но и в экспериментальной медицине. Учёные разных стран создают новые способы лечения болезней с помощью жёлтого драгметалла.</p>
<ul>
<li>А по всем остальным параметрам они отличаются, причём – довольно сильно.</li>
<li>Она является средством обмена и оплаты товаров и услуг, а также используется как средство накопления.</li>
<li>Так закончилась эпоха денег, обеспеченных золотом, серебром или другими драгоценными металлами либо материальными ценностями.</li>
<li>Для этого им не нужно накапливать товары (драгоценные металлы) либо иные виды платежных средств.</li>
</ul>
<p>Девальвация национальной валюты может сделать импортные товары дороже, что ухудшает экономическое положение страны и снижает уровень жизни граждан. Когда правительство выпускает больше денег, чем необходимо для поддержания экономики, стоимость каждой единицы валюты падает. Например, если правительство решит покрыть дефицит бюджета путем печати дополнительных денег, это может привести к росту инфляции, снижая ценность накоплений граждан и стоимость заработанных средств. Инфляция — это процесс повышения общего уровня цен в экономике, который приводит к снижению покупательной способности денег.</p>
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" width="607px" alt="фиатные деньги это"/></p>
<p>А по всем остальным параметрам они отличаются, причём – довольно сильно. В условиях гиперинфляции деньги теряют свою функцию средства накопления и средства обмена, так как люди ищут альтернативные активы для сбережений. Например, криптовалюта прибавила в финансовом весе после слов Илона Маска о том, что электрокары Tesla станут продавать за биткоины. Классические и фиатные деньги — это средства оплаты товаров и услуг.</p>
<p>Если банк или предприниматель становились банкротами, то вексель из денег превращался в бесполезный клочок бумаги. На заре человечества и еще долгое время потом на рынке преобладал бартер. Охотник платил оружейнику своей добычей, крепостной крестьянин расплачивался с феодалом своим трудом и сельхозпродукцией и т.д. Но, уже тогда часто случалось так, что одной из сторон сделки мог просто не понадобиться предлагаемый взамен товар. Возникала необходимость в наличии универсального эквивалента стоимости — в деньгах. Их роль поначалу играли самые востребованные товары, которые всеми признавались, как универсальное средство платежей.</p>
<p>Одним из самых популярных аргументов в пользу бумажной валюты является гибкость, которую она предлагает правительствам. В то время как деньги, обеспеченные сырьевыми товарами, ограничивают расходы, бумажная валюта не связана никакими ограничениями по ресурсам. Фиатные деньги (fiat money, exterior cash, от лат. fiat – декрет, указание) эмитировались государством в форме казначейских билетов. С возникновением государственной монополии на эмиссию кредитные деньги, создаваемые банками, были уравнены в правах с фиатными деньгами. Кредитные деньги (credit money, inside money) появились с возникновением первых банков. Они представляли собой долговые обязательства банков – банкноты, либо депозиты.</p>
<p>Эти финансовые барьеры вынуждают лидеров действовать по средствам, обеспечивать финансовую устойчивость и избегать чрезмерных долгов, что приводит к долгосрочной стабильности и здоровой экономике. Аналитики прогнозируют, что цена золота достигнет 3000$ за унцию в 2025 году, несмотря на краткосрочные колебания. Влияние геополитической напряжённости, инфляции и укрепления Востока продолжат поддерживать рост цен на золото. Золото является неотъемлемой частью индийского образа жизни, а также важным элементом национальной культуры и экономики.</p>
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" width="600px" alt="фиатные деньги это"/></p>
<p>Деньги в банковской системе также существуют в виде депозитов, зафиксированных на банковских счетах и бухгалтерских книгах. Клиенты могут передавать и обменивать их в любых объемах, что делает наличные деньги делимыми. Золото хорошо диверсифицирует портфель благодаря низкой корреляции с традиционными активами, такими как акции и облигации. Это означает, что когда акции падают в цене, то высокая спотовая цена на золото уменьшает убытки портфеля.</p>
<p>Золотовалютных резервов обычно хватает лишь, чтобы стабилизировать курсы обмена денег. Сам по себе биткоин имеет некоторое сходство с фиатными деньгами без материального обеспечения. Однако эмитирует его уже не государство, а диверсифицированный компьютерный комплекс, сохраняющий операции посредством блокчейн технологий.</p>
<p>Когда экономическая ситуация ухудшается, то компании не приносят должного объема доходов, а котировки их акций снижаются. При этом курс золота стабилен ввиду внутренней стоимости, сохраняя покупательную способность. Между тем, другие классы активов могут оказаться в незавидном положении, учитывая ухудшение состояния малого бизнеса и рост безработицы. Он использовался в качестве денег, по крайней мере, на протяжении 6 тыс.</p>
<p><img decoding="async" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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" width="608px" alt="фиатные деньги это"/></p>
<p>Так, для России фиатная валюта &#8211; это рубли, для Украины &#8211; гривны, для США &#8211; доллар и так далее. В этом году будет ровно полвека с перехода к фиатным необеспеченным деньгам и отмене золотого стандарта. Новая система ожидаемо не стала панацеей от мировых кризисов, так что периодически возникают разговоры о возвращении к обеспечению валют золотом в той или иной форме. Что, кстати, толкает цену золота вверх – за последние 50 лет оно показало очень неплохие результаты. Останется ли система в нынешнем виде и сумеет ли электронное обращение полностью вытеснить фиатную бумагу, покажет время. Не последнюю роль в этом процессе сыграл тот факт, что к середине XIX века открылись богатые месторождения золота в Америке и в Африке.</p>
<p>А первые золотые монеты были выпущены на год позднее после принятия соответствующего монетного акта, согласно которому производились монеты номиналом в 2,5, 5 и 10 долларов. Считается, что первые драгоценные монеты появились в Лидии около 685 года до н. Изготавливали их из природного сплава серебра и золота, который назывался электрум.</p>
<p>Однако фиатная система позволяет правительствам стран действовать гибко при финансовых кризисах. Это же относится к единицам стоимости электронных нефиатных платёжных систем (разновидность электронных денег). Большинство активов в мире показали за последние 38 лет значительный рост, кроме золота, доходность которого едва покрывает инфляцию в США. Именно поэтому крупные инвесторы мало инвестировали в драгметалл все эти годы. Маленькое островное государство Маврикий, которое находится в Индийском океане, планирует реализовать большие проекты в финансовом секторе.</p><p>The post <a href="https://www.vedan.com.kh/chto-delaet-den%d1%8cgi-cennymi-vzgljad-na-fiatnuju/">Что Делает Деньги Ценными? Взгляд На Фиатную Валюту И Золотой Стандарт Ликбез Инвестора Золотой Запас</a> first appeared on <a href="https://www.vedan.com.kh">Vedan</a>.</p>]]></content:encoded>
					
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		<title>Топ 10 лучших криптокошельков перечень кошельков для надежного хранения криптовалют Крипто на vc ru</title>
		<link>https://www.vedan.com.kh/top-10-luchshih-kriptokoshel%d1%8ckov-perechen%d1%8c/</link>
					<comments>https://www.vedan.com.kh/top-10-luchshih-kriptokoshel%d1%8ckov-perechen%d1%8c/#respond</comments>
		
		<dc:creator><![CDATA[giant]]></dc:creator>
		<pubDate>Wed, 06 Sep 2023 19:54:08 +0000</pubDate>
				<category><![CDATA[Финтех]]></category>
		<guid isPermaLink="false">https://www.vedan.com.kh/?p=6452</guid>

					<description><![CDATA[<p>В этом случае пользователь доверяет хранение своих криптоактивов компании-провайдеру. Преимущество таких кошельков в том, что пользователю не нужно беспокоиться о безопасности и хранении ключей. Однако это также означает, что пользователь теряет полный контроль над своими активами. Криптокошелек — это программное обеспечение или устройство, которое позволяет пользователям хранить, кастодиальные и некастодиальные кошельки отправлять и получать криптовалюты. [&#8230;]</p>
<p>The post <a href="https://www.vedan.com.kh/top-10-luchshih-kriptokoshel%d1%8ckov-perechen%d1%8c/">Топ 10 лучших криптокошельков перечень кошельков для надежного хранения криптовалют Крипто на vc ru</a> first appeared on <a href="https://www.vedan.com.kh">Vedan</a>.</p>]]></description>
										<content:encoded><![CDATA[<p>В этом случае пользователь доверяет хранение своих криптоактивов компании-провайдеру. Преимущество таких кошельков в том, что пользователю не нужно беспокоиться о безопасности и хранении ключей. Однако это также означает, что пользователь теряет полный контроль над своими активами. Криптокошелек — это программное обеспечение или устройство, которое позволяет пользователям хранить, <a href="https://www.xcritical.com/ru/blog/kastodialnyy-i-nekastodialnyy-koshelek-dlya-kriptovalyut-v-chem-raznitsa/">кастодиальные и некастодиальные кошельки</a> отправлять и получать криптовалюты.</p>
<h2>Лучшие некастодиальные кошельки для криптовалюты</h2>
<div style='text-align:center'><iframe width='564' height='318' src='https://www.youtube.com/embed/U-kyxhVoFEY' frameborder='0' alt='кастодиальные и некастодиальные кошельки' allowfullscreen></iframe></div>
<p>Кошелек Trezor – это аппаратное устройство, обеспечивающее безопасность за счет хранения монет в оффлайн-режиме. За 12+ лет работы завоевал доверие более 2 млн пользователей. Позволяет управлять активами через специализированное приложение Trezor Suite, а каждая транзакция подтверждается непосредственно на устройстве. Trezor отличается простотой настройки и использования, не требуя особых знаний для начала работы.</p>
<h2>Как выбрать для себя криптовалютный кошелёк: главные вопросы</h2>
<ul>
<li>Новичкам или тем, кто только отправляет и получает криптовалюту, лучше присмотреться к другому кошельку.</li>
<li>Альтернативой кастодиальным кошельком ожидаемо являются их противоложности – некастодиальные кошельки (например, Electrum для Биткоин).</li>
<li>Кастодиальные кошельки — сервисы, предоставляемые третьей стороной, обычно криптовалютными биржами или финансовыми учреждениями.</li>
<li>Компания из Тайвани SecuX Technology выпускает холодные кошельки с 2018 года.</li>
<li>Он функционирует как цифровой банковский счет, но вместо традиционных валют, в нем хранятся криптоактивы.</li>
<li>Заявляет о сотрудничестве с Huobi, OKX, KuCoin и другими.</li>
<li>Эта статья предназначена для первичного ознакомления с различными криптокошельками, она не содержит подробного описания каждого из них.</li>
</ul>
<p>В 2018 году Trust Wallet был выкуплен криптобиржей Binance, теперь она отвечает за административную часть продукта. Trust Wallet позиционируется как Ethereum-кошелек, который поддерживает все токены ERC20 и ERC223, созданные на блокчейне эфириума. Но также поддерживает множество других криптовалют, в том числе BTC, BCH, BNB, TRX, XTZ и многие другие. Если вы оперируете небольшими суммами, то проще будет хранить все монеты в одном кошельке и обеспечить дополнительную защиту, например, 2FA. Основной недостаток Tangem – поддержка только одной криптовалюты. Есть версии аппаратного кошелька Tangem для Bitcoin (BTC), Ethereum (ETH), Ripple (XRP) и Stellar (XLM).</p>
<h2>Правильное обращение с мнемоническим ключом</h2>
<p>Coinbase поддерживает множество криптовалют, но работает только с legacy-адресами биткоина. Coinbase предоставляет дополнительную защиту 2fa для отправки транзакций. CoolWallet S – это компактные аппаратные устройства в виде кредитной карты, который поддерживает множество криптовалют, со встроенным небольшим экраном и кнопкой. Девайс можно хранить прямо в бумажнике вместе с другими карточками, поэтому он сочетает в себе безопасность и портативность.</p>
<p>Например, утратив пароли или ключи, пользователь сможет восстановить доступ к своим средствам. Открытый ключ является адресом (счетом), на который пересылаются цифровые деньги, его видят другие пользователи. Приватный ключ используется для цифровой подписи, без которой невозможно осуществить перевод.</p>
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" width="307px" alt="кастодиальные и некастодиальные кошельки"/></p>
<p>У Advcash можно заказать дебетовую карту, привязанную к балансу кошелька. Криптобиржа, кастодиальный сервис и международная платёжная система в одном лице. Payeer работает с популярными на территории СНГ платёжными системами вроде Ю.money, Qiwi, балансов мобильных операторов, карт МИР. Старый кастодиальный крипто кошелёк, работающий с 2011 года.</p>
<p><img decoding="async" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.xcritical.com/wp-content/uploads/feed_images/b-ek-ofis-foreks-vybor-programmnogo-obespecheniya-dlya-brokera-img-2-img-1-768x512.webp" width="303px" alt="кастодиальные и некастодиальные кошельки"/></p>
<p>К ним же относятся криптовалютные биржи, на которых также можно хранить криптовалюту, получать её и отправлять. Помните о риске фишинговых атак Не теряйте бдительности&nbsp;– в интернете полно фишеров, которые настойчиво добиваются доступа к чужим криптокошелькам. Если вам звонят или пишут с просьбой поделиться закрытым ключом&nbsp;– игнорируйте и будьте начеку. Во время фишинговой атаки мошенники нередко играют на эмоциях пользователя, чтобы выведать нужную информацию. Не верьте сообщениям, в которых у вас просят закрытый ключ для восстановления вашего доступа к криптобирже или участия в беспроигрышной лотерее.</p>
<p><img decoding="async" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.xcritical.com/wp-content/uploads/2022/08/D8oGidjWsAAp9yB-768x465.webp" width="300px" alt="кастодиальные и некастодиальные кошельки"/></p>
<p>Если приватные ключи утеряны, доступ к криптовалюте теряется навсегда. Кастодиальные кошельки решают эту проблему, предоставляя возможность восстановления доступа через службу поддержки. Вопреки распространенному мнению, криптовалютные кошельки не хранят цифровые активы.</p>
<p>Это легкий клиент, который хранит только часть истории блокчейна, подгружаемую затем на сервер. Об этом и об особенностях кошелька мы рассказали в статье “Обзор MetaMask”. В ней описана полная настройка приложения, процесс создания счета, добавления сетей и подключения к dapps. Недавно на нашем YouTube канале вышло подробное получасовое видео о всех возможностях сервиса. Многим начинающим пользователям, как правило, достаточно базового функционала для перевода (получения) монет. Им не нужны расширенные функции, которые нагружают интерфейс клиента.</p>
<p><img decoding="async" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.xcritical.com/wp-content/uploads/2022/08/81596c41-94c2-4ca4-80af-dae2eb8f550c-768x512.webp" width="306px" alt="кастодиальные и некастодиальные кошельки"/></p>
<p>Некоторым пользователям может не понравиться простоватый интерфейс. Не устанавливается в виде браузерного приложения, что не позволит пользоваться через него децентрализованными приложениями в популярных браузерах. Имеет для этой цели собственный встроенный браузер, с ограниченным функционалом. Некастодиальное хранение подразумевает, что только вы имеете доступ к приватному ключу от вашего кошелька.</p>
<p>Существует два самых популярных вида холодных кошельков, которые находятся по разные стороны технического прогресса,&nbsp;– аппаратные и бумажные. И примитивные бумажные кошельки, и высокотехнологичные аппаратные кошельки считаются надежным инструментом для хранения криптовалюты. Горячим называется криптокошелек, для работы с которым требуется подключение к интернету. Они довольно просты в использовании и поэтому более популярны. С другой стороны, из-за привязки к интернету они также более уязвимы для взлома.</p>
<p>Однако с появлением криптовалют появился шанс использовать весь этот инструментарий разорения себе на пользу – вопрос в их правильном выборе. Вместе с тем не менее важным является и вопрос какой выбрать кошелек для хранения криптовалюты. Пользователь может потерять доступ к кошельку и средствам по решению властей или суда, а также в результате хакерской атаки. В зависимости от наличия кастодиана (третьей стороны), которая отвечает за хранение личных данных, кошельки делятся на кастодиальные и некастодиальные.</p>
<p>При нем происходит прямой обмен монетами между пользователями, комиссия при этом не взимается. Для отображения курса сервис работает сразу с 15 крупными биржами, дает наглядную картину ситуации на всем рынке криптовалют. Простой кастодиальный криптокошелёк с поддержкой 100 самых популярных монет.</p>
<p>Любой криптокошелек позволяет пользователю отправлять, получать и хранить криптовалюту, а некоторые&nbsp;– покупать и тратить. Альтернативой кастодиальным кошельком ожидаемо являются их противоложности – некастодиальные кошельки (например, Electrum для Биткоин). При использовании таких кошельков криптовалютные ключи находятся полностью под вашим контролем.</p><p>The post <a href="https://www.vedan.com.kh/top-10-luchshih-kriptokoshel%d1%8ckov-perechen%d1%8c/">Топ 10 лучших криптокошельков перечень кошельков для надежного хранения криптовалют Крипто на vc ru</a> first appeared on <a href="https://www.vedan.com.kh">Vedan</a>.</p>]]></content:encoded>
					
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		<item>
		<title>Interactive Brokers отзывы, рейтинг, торговые условия брокера Interactive Brokers</title>
		<link>https://www.vedan.com.kh/interactive-brokers-otzyvy-rejting-torgovye/</link>
					<comments>https://www.vedan.com.kh/interactive-brokers-otzyvy-rejting-torgovye/#respond</comments>
		
		<dc:creator><![CDATA[giant]]></dc:creator>
		<pubDate>Fri, 28 Jul 2023 00:49:21 +0000</pubDate>
				<category><![CDATA[Финтех]]></category>
		<guid isPermaLink="false">https://www.vedan.com.kh/?p=6448</guid>

					<description><![CDATA[<p>Сбербанк в этом случае явно не подходит, а вот ВТБ24 вполне подойдет. При этом с ВТБ24 можно также работать через Телебанк дистанционно, подгружая в систему инвойс и необходимые документы по запросу. Продажа иностранной валюты за рубли в самом Райффайзенбанке будет без комиссии, но банковский курс ib forex валюты обычно невыгодный. «Это удивительный симбиоз, когда все [&#8230;]</p>
<p>The post <a href="https://www.vedan.com.kh/interactive-brokers-otzyvy-rejting-torgovye/">Interactive Brokers отзывы, рейтинг, торговые условия брокера Interactive Brokers</a> first appeared on <a href="https://www.vedan.com.kh">Vedan</a>.</p>]]></description>
										<content:encoded><![CDATA[<p>Сбербанк в этом случае явно не подходит, а вот ВТБ24 вполне подойдет. При этом с ВТБ24 можно также работать через Телебанк дистанционно, подгружая в систему инвойс и необходимые документы по запросу. Продажа иностранной валюты за рубли в самом Райффайзенбанке будет без комиссии, но банковский курс <a href="https://www.xcritical.com/ru/blog/predstavlyayushchiy-broker-kto-eto-i-kakovy-osnovnye-funktsii-ib/">ib forex</a> валюты обычно невыгодный. «Это удивительный симбиоз, когда все три стороны не конфликтуют друг с другом. Прозрачные и честные отношения между всеми участниками процесса позволяет каждому реализовывать свои интересы и вместе зарабатывать», – отмечает Станислав.</p>
<h2>CRM АДАПТИРОВАНА ДЛЯ НАЧИНАЮЩЕЙ БРОКЕРСКОЙ ФИРМЫ</h2>
<p>После активации вашего VPS вы получите электронное письмо со всеми необходимыми деталями для немедленного доступа к вашему серверу. Единственное, что требуется от вас &#8211; это вход в ваш аккаунт MT4 или любую другую торговую платформу, которую вы планируете использовать. Для дополнительного удобства мы предварительно установили Chrome и подборку других приложений, чтобы вы могли начать работу немедленно. Это означает, что вы можете сосредоточиться больше на торговле и меньше на технической настройке. Если подключить котировки в реальном времени или более глубокий уровень цен в стакане, то фиксированные ежемесячные расходы возрастут в разы.</p>
<p><img decoding="async" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.xcritical.com/wp-content/uploads/2022/11/market-meiker-fondovii-rinok-birzha-36-768x512.webp" width="305px" alt="ib forex кто это"/></p>
<h2>Может ли VPS предложить лучшую безопасность для моих торговых приложений?</h2>
<p><img decoding="async" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.xcritical.com/wp-content/uploads/2023/01/1_u4ngKQBVEQ8TCtj4gcvhAA-768x432.webp" width="300px" alt="ib forex кто это"/></p>
<p>На&nbsp;денежном счете инвестор использует только свои, доступные в&nbsp;данный момент деньги, минимальной суммы для&nbsp;открытия счета нет. Это более безопасный вариант для&nbsp;начинающих инвесторов, но&nbsp;из-за режима торгов Т+ здесь нельзя использовать деньги от&nbsp;проданных акций в&nbsp;тот&nbsp;же&nbsp;день&nbsp;— нужно ждать, когда они реально поступят на&nbsp;ваш счет. Компания Vantage Point Trading советует открывать торговый счет на сумму не менее $2000. Рынок Форекс не требует большого начального капитала, однако лучше вкладывать средства на сумму не ниже указанной.</p>
<h2>Стоит ли&nbsp;открывать счет в&nbsp;Interactive Brokers</h2>
<p><img decoding="async" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.xcritical.com/wp-content/uploads/2023/01/prem-dex-bir-768x535.webp" width="306px" alt="ib forex кто это"/></p>
<p>Interactive Brokers Group, Inc. была основана ее исполнительным директором — Томасом Петерффи. За последние 38 лет компания непрерывно развивалась и стала одной из ведущих фирм, работающих с ценными бумагами; ее капитал превышает $5 млрд. Рекомендуем начинающим трейдерам ознакомиться с нашим бесплатным курсом скальпинга.</p>
<p><img decoding="async" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.xcritical.com/wp-content/uploads/2022/08/vozmozhnosti-api-na-foreks-768x473.webp" width="300px" alt="ib forex кто это"/></p>
<h2>СОЗДАНИЕ И ОТКРЫТИЕ БРОКЕРСКИХ ФИРМ</h2>
<p>На сайте таких сервисов можно получить консультацию о плюсах и минусах различных форекс-брокеров в зависимости от вашего депозита и предпочтений, а также оценить размер рибейта – возврата комиссии. Естественно, связанные с этим затраты на открытие брокерской компании White Label выше, чем затраты, связанные с открытием IB, как и процедурные требования, но потенциальная прибыль и возможности роста одинаково выше. По сути, представляющий брокер — это скорее специалист по партнерскому маркетингу, чем настоящая брокерская компания.</p>
<p>Раздел FAQ&nbsp;&nbsp;&nbsp;— прекрасный способ ознакомиться с особенностями рынка и «из первых уст» узнать о торговле валютой, акциями и биржевой торговле. Здесь можно найти архивы котировок, стратегии forex-торговли, информация о торговых советниках, а также ссылки на литературу по финансовой грамотности и торговле на финансовых рынках Forex . После переходим к форме заполнения данных и указываем информацию об источниках дохода, целях использования брокерского счета и т. На все вопросы отвечаем честно – от этого зависит успешность рассмотрения заявки. А&nbsp;еще вы&nbsp;можете выводить деньги с&nbsp;совместного брокерского счета только на&nbsp;тот банковский счет, что привязан к&nbsp;брокерскому.</p>
<p>Если вы&nbsp;не&nbsp;системный дневной трейдер, таких сделок можно совершать до&nbsp;трех в&nbsp;неделю. Купили акции сегодня, а&nbsp;продали завтра&nbsp;— это не&nbsp;дневная сделка. Таких сделок можно совершать сколько угодно вне&nbsp;зависимости от&nbsp;классификации.</p>
<ul>
<li>Мы являемся надежной, всемирно известной брокерской фирмой, получившей на сегодняшний день более 40 престижных наград онлайн-трейдинг и налаженной партнерской сетью, с которой вы можете получить выгоду сразу после присоединения.</li>
<li>Наши торговые VPS-системы поставляются готовыми к использованию, что обеспечивает возможность начать торговую деятельность без каких-либо предварительных хлопот.</li>
<li>По данным журнала US News, ежедневный объем валютных торгов составляет $6,5 триллиона.</li>
<li>После поступления евро в Райффайзенбанк их можно продать за рубли в самом Райффайзенбанке, а можно перевести на брокерский счёт Райффайзен Инвестициях и там продать за рубли на Мосбирже.</li>
<li>VPS гарантирует, что ваша торговая платформа всегда включена и доступна, независимо от того, где вы находитесь или какое устройство используете.</li>
</ul>
<p>Денежные средства на счетах застрахованы на 250 тысяч долларов, активы – на 500 тысяч долларов. Всевозможными комиссиями и надзорными ведомствами компания регулируется и является полноценным брокером в США, предоставляя услуги, в том числе американским гражданам. На сегодняшний день многие инвесторы в России и в Украине устали от непрозрачных схем вложения средств и заняты поиском надежных способов заработка. Безусловно, самым цивилизованным способом приумножения средств является покупка долевых ценных бумаг (акций) и долговых инструментов (инвестиции в облигации) через профессиональных участников регулируемых биржевых рынков. В прошлой статье (см. акции и брокеры на американской бирже)&nbsp;я попытался объяснить целесообразность и необходимость выхода на фондовый рынок США. Сегодня мне бы хотелось поговорить о прикладных аспектах открытия и ведения торгового счета на примере компании Interactive Brokers LLC (interactivebrokers.com).</p>
<div style='text-align:center'><iframe width='562' height='313' src='https://www.youtube.com/embed/e_aS2ZW0SJM' frameborder='0' alt='ib forex кто это' allowfullscreen></iframe></div>
<p>Следовательно, необходимо окупать часть постоянных расходов регулярными поступлениями от безопасных низко рисковых финансовых инструментов вроде US&nbsp;Treasuries и REITs. В конце концов, держать на брокерском счету денежные средства в любой юрисдикции противопоказано. Я бы настоятельно не советовал связываться с отечественными банками (см. как правильно выбрать банк), тем более декларировать брокерские счета и какие-либо активы за рубежом. Лучше потратить 500 долларов на дистанционное открытие транзитного счета в Прибалтике или Центральной Европе (Чехия, Словакия, Словения тоже подойдет), чем выкладывать всю подноготную валютному контролю банка. Потому что в работе брокера в строгой юрисдикции есть множество меняющихся во времени нюансов, в связи с чем каждый шаг при регистрации и пополнении счета необходимо согласовывать с менеджерами компании. Отдельно отмечу, что кнопка Чат в данный момент для недействительных клиентов брокера остается пустой, но в будущем послужит отличным способом быстро урегулировать возникающие проблемы в случае полноценной регистрации.</p>
<p>Кроме того, клиенты после тематических выставок и конференций приходят на валютную секцию торговли IB, где их ждут действительно худшие, по сравнению с привычным FOREX, условия. Если вы все-таки оказались в отделении, то нужно уточнить не о факте наличия услуги перевода SWIFT, а о действующих сотрудниках, которые имели опыт трансатлантических переводов. Кривые руки персонала могут потерять 10 тысяч долларов на несколько месяцев на транзитных и корреспондентских счетах в Европе, где обслуживаются наши даже самые крупные банки. Если перевод необходимо сделать в иной валюте (не базовая и не одна из общих валют —&nbsp;USD,&nbsp;EUR, HKD, GBP, AUD, SGD, CHF, CAD, JPY), для этого необходимо будет делать смену базовой валюты счета. Финансовые вложения в этот вид бизнеса в десятки раз меньше. Суть его заключается в том, что IB – партнер привлекает клиентов в форекс – компанию, а компания делится комиссией с торгового оборота привлеченных клиентов.</p>
<p>Процесс открытие брокерской компании White Label очень структурирован, эффективен и прост, и многие провайдеры предлагают предварительно структурированные пакеты для создания собственной брокерской компании «white label». LXLite от Leverate и LXSuite пакеты дают вам достаточно места для развития вашего бренда и являются отличным трамплином для тех, кто хочет добиться полной независимости в качестве форекс-брокера. Вы будете ограничены во внутридневной торговле акциями и не ограничены в производных финансовых инструментах. Их можно подключить бесплатно, а также бесплатно можно совершать сделки на зарубежных рынках.</p>
<p>US&nbsp;News советует трейдерам быть начеку и избегать аферистов и ненадежных компаний. Нечистые на руку брокеры могут лишить вас денег и даже впутать в неприятности с законом. Чтобы избежать таких серьезных последствий, изучите критерии, по которым следует выбирать брокера (в частности, его деятельность должен контролировать регулирующий орган).</p>
<p>Для акций Великобритании применяются упомянутые ранее комиссионные ставки. Например, для акций, торгуемых на Euronext, комиссия 0,1%, минимум 4 EUR. Структура комиссий по акциям и ETF зависит от биржи и объема торгов. Например, комиссия для акций США – $0,005 (минимум $1). Для британских акций комиссия – 0,05% от стоимости сделки при минимальной сумме в 6 GBP. Комиссии в Interactive Brokers имеют сложную многоуровневую структуру.</p>
<p>Размер сбора зависит от рынков, инструмента, региона, счета пользователя и других факторов. Приведем общие параметры торговых сборов на основных рынках IB. Представляющие брокеры заинтересованы в том, чтобы сделки их клиентов были прибыльными, потому что чем больше они торгуют, тем больше доходов получает IB. Представляющие брокеры, или вкратце IB, &#8211; это независимые брокеры-дилеры, выступающие в качестве агентов, задача которых &#8211; знакомить новых трейдеров с брокерской фирмой, такой как IronFX. Interactive Brokers бесплатно обрабатывает один запрос на&nbsp;вывод средств в&nbsp;календарный месяц.</p><p>The post <a href="https://www.vedan.com.kh/interactive-brokers-otzyvy-rejting-torgovye/">Interactive Brokers отзывы, рейтинг, торговые условия брокера Interactive Brokers</a> first appeared on <a href="https://www.vedan.com.kh">Vedan</a>.</p>]]></content:encoded>
					
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		<title>Криптопортфель в тяжелые времена  Как распределить риски? :: РБК.Крипто</title>
		<link>https://www.vedan.com.kh/kriptoportfel%d1%8c-v-tjazhelye-vremena-kak/</link>
					<comments>https://www.vedan.com.kh/kriptoportfel%d1%8c-v-tjazhelye-vremena-kak/#respond</comments>
		
		<dc:creator><![CDATA[giant]]></dc:creator>
		<pubDate>Mon, 03 Jul 2023 18:02:00 +0000</pubDate>
				<category><![CDATA[Финтех]]></category>
		<guid isPermaLink="false">https://www.vedan.com.kh/?p=6388</guid>

					<description><![CDATA[<p>Вкладываться в какую-то одну криптовалюту, даже самую надежную, очень рискованно, потому что при обвале курса инвестор рискует потерять сразу все. Криптовалютный портфель должен содержать множество криптовалют в правильных пропорциях для прибыльности и снижения рисков. Например, когда все средства вложены в одну криптовалюту, то при снижении курса на 20% инвестор теряет соответствующее количество процентов своего капитала. [&#8230;]</p>
<p>The post <a href="https://www.vedan.com.kh/kriptoportfel%d1%8c-v-tjazhelye-vremena-kak/">Криптопортфель в тяжелые времена  Как распределить риски? :: РБК.Крипто</a> first appeared on <a href="https://www.vedan.com.kh">Vedan</a>.</p>]]></description>
										<content:encoded><![CDATA[<p>Вкладываться в какую-то одну криптовалюту, даже самую надежную, очень рискованно, потому что при обвале курса инвестор рискует потерять сразу все. Криптовалютный портфель должен содержать множество криптовалют в правильных пропорциях для прибыльности и снижения рисков. Например, когда все средства вложены в одну криптовалюту, то при снижении курса на 20% инвестор теряет соответствующее количество процентов своего капитала. Как правило, большая часть составляющих портфеля должна содержать популярные криптовалюты со стабильным ростом и капитализацией. Но существуют и альтернативные стратегии, нацеленные на получение большой <a href="https://www.xcritical.com/ru/blog/kak-sobrat-sbalansirovannyy-portfel-kriptovalyut/">крипто портфель</a> прибыли при больших рисках.</p>
<h2>Ваш отзыв о CoinTracker Crypto Portfolio</h2>
<p><img decoding="async" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.xcritical.com/wp-content/uploads/2022/08/kategorii-licenzij-na-foreks-rynke-1-768x432.webp" width="302px" alt="портфель криптовалют"/></p>
<p>ИИ также подчеркивает важность постоянных исследований и корректировок, чтобы следить за быстрыми темпами изменений рынка криптовалют. Информация на сайте invest-space.ru носит исключительно информационный характер и не является индивидуальной инвестиционной рекомендацией. Сайт не несет ответственности за действия или бездействия пользователей на финансовых рынках и предупреждает о рисках частичной или полной потери денежных средств. 20 августа они обратились к независимому инвестиционному советнику Илье Бутурлину за консультацией и помощью в составлении криптовалютного портфеля.</p>
<h2>Инвестидея: Портфель в расчете на «сезон альткоинов» во втором полугодии</h2>
<p><img decoding="async" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.xcritical.com/wp-content/uploads/2022/08/christin-hume-mfB1B1-768x512.webp" width="307px" alt="портфель криптовалют"/></p>
<p>Когда в криптоактивы вкладывают деньги хедж-фонды, это стратегические инвестиции. Доходность инвестиций зависит от стоимости активов в момент приобретения. Если вы закупились в период, когда монета демонстрирует свои лучшие рыночные показатели, велик риск коррекции и, скорее всего, придется ждать какое-то время, чтобы инвестиции начали себя окупать. Поэтому стоит обращать внимание на активы, которые выглядят недооцененными.</p>
<h2>Криптопортфель в тяжелые времена. Как распределить риски?</h2>
<p>Недостатком хранения криптовалюты на бирже является ненадежность. Большинство бирж хранит ключи от кошельков у себя, то есть де-факто владеет всеми активами. Биржи могут быть взломаны, могут внезапно прекратить свою деятельность. Поэтому для наиболее безопасного хранения лучше пользоваться аппаратными кошельками.</p>
<h2>Управляйте своим криптовалютным портфелем</h2>
<p>Мне самому для управления криптовалютными активами на иностранных площадках необходимо создавать зарубежную структуру. На мой взгляд, лучшей юрисдикцией для этих целей является Сингапур, где криптовалюта приравнена к товару, не нужно платить налоги, а все операции можно производить удаленно. Такая структура создается за несколько недель и позволяет диверсифицировать капитал по юрисдикциям и защитить его от санкций». Финансовый директор ICB Fund Чэнь Лиминь указал на то, что очень мало проектов из топа по капитализации за 2017 год смогло пережить последовавший медвежий рынок. Поэтому экспериментировать с долгосрочной покупкой токенов DeFi и мета/игровых проектов не стоит, считает эксперт.</p>
<h2>Маршрутизатор Xiaomi BE3600 с WiFi 7 представлен на мировом рынке</h2>
<p><img decoding="async" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.xcritical.com/wp-content/uploads/2022/08/ab64c1db-0e07-4765-acc3-c0fd3c6dbac0-768x432.webp" width="306px" alt="портфель криптовалют"/></p>
<p>Криптовалюты могут расти и падать на десятки процентов в день, но важно обращать внимание не только на доходность. Как правильно подобрать цифровые активы для своего криптопортфеля — рассказывается эксперт криптоплатформы Oxly.io Данатар Атаджанов. «В текущих условиях формирование криптопортфеля — это не эксперименты, а насущная необходимость для каждого инвестора.</p>
<h2>CoinTracker Crypto Portfolio для iPhone</h2>
<p>Рисковым портфелем сейчас можно назвать тот, где большая часть средств инвестирована в недавно появившиеся монеты, DeFi и NFT, считает руководитель аналитического департамента AMarkets Артем Деев. Он придерживается мнения, что период бурного роста этих активов явно завершен, а перспективы крайне туманны. По словам эксперта, вероятнее всего монеты, которые показывали рекорды роста стоимости, не менее стремительно будут падать и дальше. Во время падения капитализации крипторынка портфельное инвестирование на рынке ЦФА является большим вызовом для инвестора, считает ведущий аналитик 8848 Invest Виктор Першиков. По его мнению, без хеджирующих инструментов, как фьючерсы и опционы на цифровые активы, результат будет негативным на фоне падения котировок. Если монету покупает много частных инвесторов, нередко это эмоциональные покупки.</p>
<h2>Как составить криптопортфель: советы эксперта</h2>
<p>Криптовалютный портфель — это систематизированное объединение криптовалютных активов в объемах и пропорциях, которые соответствуют инвестиционным планам или ожиданиям. Основная задача криптопортфеля — обеспечить инвестору максимальный доход от вложений при минимальных рисках. Например, рыночная капитализация биткоина на момент написания материала равна $684,91 млрд. В этот актив инвестируют не только десятки тысяч частных инвесторов, но и крупные хедж-фонды. Создавая свой криптовалютный портфель инвестору нужно ориентироваться на те стратегии, которые лучше соответствуют его финансовым ожиданиям. Такие стратегии в основном отличатся объемами вложений, степенью риска и временным горизонтом.</p>
<h2>Порядок вывода активов на криптовалютный адрес:</h2>
<p>Чем сильнее диверсифицирован портфель, тем лучше он может соответствовать динамике рынка в целом. Иногда более концентрированные портфели, содержащие всего лишь несколько удачно отобранных активов, способны демонстрировать лучшую динамику. В диверсифицированном портфеле убытки по различным его составляющим могут нивелироваться динамикой растущих активов.</p>
<p>Инвестиционный портфель криптовалют &#8211; это проект, направленный на создание оптимального набора криптовалютных активов для инвестирования с целью получения высокой доходности в долгосрочной перспективе. Портфель строится на основе анализа ликвидности, стабильности и перспектив роста различных криптовалютных активов. «Формирование криптовалютного портфеля связано с ограничениями для резидентов РФ.</p>
<p>Инвестиции в криптовалюты связаны с повышенным риском — стоимость актива может за сутки упасть на десятки процентов. Консервативные инвесторы могут диверсифицировать активы и добавить криптоактивы с долей 10-15% в портфель, где основу составляют ценные бумаги фондового рынка. Нередко создание новых криптовалют финансируют с нуля крупные компании.</p>
<p>Перейдем в раздел «Обзор» и увидим количество наших активов за весь период. В конце можно заметить резкий скачок, так как мы добавили сегодняшним днем криптовалюту SOL на 1000$. Хотелось&nbsp;бы отметить автоматизацию, так как вручную всё это считать&nbsp;— настоящая тяжка. Давайте к примеру ещё добавим покупку Solana (SOL) на 1000 долларов. Да-да, правильно, можно указать не количество купленных криптовалют, а сумму.</p>
<ul>
<li>В условиях, когда криптоактивы могут быть приобретены на различных биржах (да и не только, DeFi и так далее) и хранятся в разных кошельках, бывает сложно следить за всеми своими инвестициями.</li>
<li>Относительно надежными можно считать инвестиции в активы из топ-15 рейтинга криптовалют.</li>
<li>Изучая обзоры криптовалютных изданий и дорожную карту проекта (roadmap), можно понять, на какую аудиторию и рынок нацелена криптовалюта.</li>
<li>По умолчанию сегменты отсортированы по убыванию рыночной капитализации.</li>
<li>Если инвестор решит продать подобный актив, сделать он это сможет почти мгновенно.</li>
</ul>
<p>Нужно знать, что насколько бы не была стабильна стоимость монет, она всегда будет колебаться, и только правильное распределение вложений сделает инвестиции устойчивым к перепадам. Создание криптовалютного портфеля позволяет инвестору максимально эффективно распределить и использовать свои инвестиции в криптовалюту. Используя сбалансированный инвестиционный портфель в криптовалютах, инвестор достигает снижения рисков, связанных с высокой волатильностью цифровых активов и максимального рост дивидендов. Добро пожаловать в приложение Coin Stats, где можно узнавать курс биткоина и использовать приложение как трекер криптовалюты &amp; DeFi кошелек. Coin Stats дает возможность отслеживать и синхронизировать ваш портфель криптовалют прямо в одном приложении.</p>
<p>Такой подход реализуется вне зависимости от текущей конъюнктуры — распределение активов сохраняется даже при существенном изменении рыночных условий. По мнению эксперта, портфель криптоинвестора во время кризиса мало чем отличается от портфеля, который имеет человек, торгующий на фондовом рынке. Я полагаю, что как только основные фундаментальные идеи в биткоине будут отыграны, внимание инвесторов переключится на другие, более рисковые активы. Фактором будущего роста&nbsp;альткоинов, в том числе, будет выступать смягчение денежно-кредитной политики (ДКП) в западных экономиках.</p>
<p>Относительно надежными можно считать инвестиции в активы из топ-15 рейтинга криптовалют. У этих валют стабильный курс, высокая ликвидность и неплохие перспективы роста. Но, выбирая инвестиции только в стабильные монеты, такие как Bitcoin (BTC) и Ethereum (ETH), не стоит ждать бурного роста их стоимости. А вот новые проекты сулят хорошие перспективы по доходности, иногда в тысячи процентов, если проект «выстрелит». Инвестируя разные проекты, инвестор расширяет базу доходности, поддерживая стабильность инвестициями в проверенные активы.</p>
<p>Для покупки криптовалюты использовались биржи Binance и Huobi, кошельки Metamask и Trust Wallet. Отслеживать доходность и наблюдать за портфелем Андрей и Алена стали с помощью сайта CoinMarketCap и приложения Zerion. А вот благодаря стейблкоинами можно сбалансировать портфель — в случае резкого снижения криптовалют стейблкоины позволят уменьшить риск просадки. С ними также доступна функция пассивного дохода и можно осуществлять фарминг в паре с другими криптовалютами. Волатильность делает такие вложения рискованными, но позволяет держать активы без ребалансировки.</p>
<p>Часть активов постепенно уходит с рынка или теряет позиции, на их место приходят новые, перспективные и прибыльные. Криптовалютному инвестору следует держать нос по ветру, быть все время в курсе рыночных трендов, событий и инноваций. Возможность покупки цифровых активов за фиат предусмотрена во многих кошельках, включая MetaMask и Exodus.</p>
<p>На третьем месте &#8211; монета Binance (BNB) с инвестициями в размере 1000 долларов (10%), за ней следуют Cardano (ADA) Solana и Polkadot &#8211; у каждого токена по 500 долларов (5%). Более того, в число трех предлагаемых ИИИ токенов вошли Solana (SOL), Chainlink (LINK) и Polkadot (DOT) с разными долями в крипто-портфеле. Инструменты искусственного интеллекта&nbsp;(ИИИ) доказали свою полезность для задач, требующих сбора и консолидации данных, даже несмотря на то, что иногда они могут быть ошибочными. Был проведен эксперимент &#8211; были выполнены запросы к трем продвинутым ИИИ &#8211; их попросили создать идеальный крипто-портфель на 2024 год. Мы выделили перспективные криптовалюты, которые могут показать значительный рост в 2025 году. Данный портфель создан в экспериментальных целях, чтобы проверить теорию о больших «иксах», которые удаётся получить наиболее терпеливым холдерам.</p><p>The post <a href="https://www.vedan.com.kh/kriptoportfel%d1%8c-v-tjazhelye-vremena-kak/">Криптопортфель в тяжелые времена  Как распределить риски? :: РБК.Крипто</a> first appeared on <a href="https://www.vedan.com.kh">Vedan</a>.</p>]]></content:encoded>
					
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		<title>Торговые стратегии Форекс, лучшие бесплатные стратегии для прибыльной торговли</title>
		<link>https://www.vedan.com.kh/torgovye-strategii-foreks-luchshie-besplatnye/</link>
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		<dc:creator><![CDATA[giant]]></dc:creator>
		<pubDate>Fri, 09 Dec 2022 19:59:00 +0000</pubDate>
				<category><![CDATA[Финтех]]></category>
		<guid isPermaLink="false">https://www.vedan.com.kh/?p=6390</guid>

					<description><![CDATA[<p>Под стратегией Форекс понимается набор правил, согласно которым ведется работа на рынке. Этот набор правил описывает те условия, при соблюдении которых заключаются сделки, а также включает в себя правила управления капиталом, выставления ордеров стоп-лосс и тейк-профит и т. Торговля сырьевыми товарами, такими как золото, серебро и нефть, популярна среди трейдеров, поскольку они часто могут иметь [&#8230;]</p>
<p>The post <a href="https://www.vedan.com.kh/torgovye-strategii-foreks-luchshie-besplatnye/">Торговые стратегии Форекс, лучшие бесплатные стратегии для прибыльной торговли</a> first appeared on <a href="https://www.vedan.com.kh">Vedan</a>.</p>]]></description>
										<content:encoded><![CDATA[<p>Под стратегией Форекс понимается набор правил, согласно которым ведется работа на рынке. Этот набор правил описывает те условия, при соблюдении которых заключаются сделки, а также включает в себя правила управления капиталом, выставления ордеров стоп-лосс и тейк-профит и т. Торговля сырьевыми товарами, такими как золото, серебро и нефть, популярна среди трейдеров, поскольку они часто могут иметь направленный тренд в течение довольно долгого времени. Все рынки в <a href="https://www.xcritical.com/ru/blog/luchshie-skalping-strategii-dlya-torgovli-na-foreks/">самая прибыльная стратегия форекс</a> какой-то момент переживают разные рыночные условия. Однако на сырьевые рынки сильно влияют проблемы спроса и предложения, вызванные погодными условиями, геополитической напряженностью и экономическими настроениями. Валютный рынок идеально подходит практически для всех различных типов стратегий, таких как дневная торговля, свинг-трейдинг, алгоритмическая торговля и многое другое.</p>
<h2>Торговые стратегии по способу открытия сделки</h2>
<p><img decoding="async" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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" width="308px" alt="самая прибыльная стратегия форекс"/></p>
<p>Существует несколько типов таймфреймов дневной торговли на выбор. Выберите временные рамки, соответствующие вашей доступности, чтобы вы могли ознакомиться с тем, как она меняется. Эти типы торговых стратегий более подробно рассматриваются ниже. К нам в руки стратегия попала из-за недовольного покупателя, который выложил ее в свободный доступ.</p>
<h2>Торговые стратегии по времени торгов</h2>
<p>Изучайте самые прибыльные стратегии Форекс и делитесь впечатлениями в комментариях. Новички часто выбирают быстрые стратегии, чтобы компенсировать отсутствие опыта чувством постоянной занятости. Десятки сделок до седьмого пота или изматывающие переживания о работе советника в глазах окружения выглядят более привлекательно, чем внешне бездельничающий средне- и долгосрочный трейдер.</p>
<h2>Стратегия Седона. Торговля на неактивных рынках</h2>
<p>Чтобы начать торговать в безрисковой среде уже сегодня, достаточно всего нескольких кликов, чтобы открыть демо-торговый счет. Индикаторы, с которых она состоит, начали массово применять в различных системах, поэтому, скорее всего в данной методике вы ничего не увидите нового. Горизонтальные каналы более известны как “торговые диапазоны” либо “консолидация” – в тех вариантах, как скоро на валютной бирже отсутствует тренд (целенаправленное перемещение кверху либо книзу). Как правило ценовой взрыв происходит под действием сильных факторов, которые и дают нам основание предположить наличие сильной тенденции на форекс. И все же, рынок, как и все в мире, частенько вращается по кругу. Это значит, что вчерашняя не рабочая стратегия, может оказаться супер хорошей прибыльной стратегией Форекс сегодня.</p>
<p><img decoding="async" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.xcritical.com/wp-content/uploads/feed_images/kopitreyding-dlya-forex-brokerov-img-2-768x512.webp" width="300px" alt="самая прибыльная стратегия форекс"/></p>
<h2>Самые прибыльные стратегии форекс: в чем их секрет?</h2>
<ul>
<li>Инвестиционные стратегии и торговые стратегии могут иметь много общего, но имеют одно существенное различие.</li>
<li>Чтобы скачать понравившиеся Вам стратегии для прибыльной работы на Forex, достаточно просто нажать на соответствующую ссылку.</li>
<li>По этой стратегии вы можете попытаться получить прибыль, торгуя на 60-минутном таймфрейме.</li>
<li>Вы несёте полную ответственность за принятые торговые решения и результат, полученный в ходе работы.</li>
<li>Эти полосы представляют собой два стандартных отклонения от 20-дневной простой скользящей средней (SMA).</li>
<li>Большинство инвестиционных стратегий разрабатываются как стратегия инвестирования в акции, поскольку покупка прибыльных компаний теоретически может иметь неограниченный потенциал роста.</li>
<li>Причин, почему нет желания отказываться от основной работы действительно много.</li>
</ul>
<p>Хорошим примером простой трендовой стратегии является система Donchian Trend. Каналы Дончиана были изобретены фьючерсным трейдером Ричардом Дончианом и являются индикаторами формирующихся трендов. Параметры канала Дончиана можно настроить так, как вы считаете нужным, но в этом примере мы рассмотрим 20-дневный прорыв.</p>
<h2>Торговые стратегии по техническим характеристикам</h2>
<p>Так как в своей практике я еще не встречал трейдера, который торгует из-за любви к искусству, а не к деньгам.Суть данной стратегии лежит в увеличении удачных позиций. Вы сами возможно использовали чисто интуитивно данный метод при своей работе на forex. Такой вариант трейдинга идеально подходит для жадных трейдеров, ну то есть можно сказать, что практически для всех, кто торгует на рынке форекс. Если более внимательно вчитаться в биографии знаменитых людей, то можно заметить закономерность в их увлечении азартными играми, например, такими как шахматы. Forex Gambit была разработана одним из известнейших шахматистов Уолтером Т Доунсом и была опубликована во многих авторитетных биржевых журналах. “Волны Вульфа” / “Wolfe Waves”&nbsp; является одной из самых необычных стратегий, которые только можно встретить на рынке форекс.</p>
<h2>лучших типов торговых стратегий</h2>
<p>Новичкам рекомендуется начинать с небольших инвестиций, а большую часть собственных средств использовать для финансовых инструментов с фиксированной прибылью или долгосрочных торговых планов. Осваивать Trading рекомендуется с анализа торговли профессионалами, т.е. Без понимания философии этой сферы заработка, принципа работы торговых систем получать постоянный доход на рынке Форекс невозможно. Долгосрочная торговля предоставляет возможность наблюдать за движением ценового графика более спокойно, меньше волноваться за результат сделки. Трейдеру не нужно постоянно сидеть за компьютером, достаточно минут в день для контроля рыночной ситуации. Простая стратегия Форекс для долгосрочной торговли подходит и для начинающих трейдеров, и для достаточно опытных участников рынка.</p>
<p>А новичкам обязательно рекомендуется пройти как минимум базовый курс обучения Форекс. Все материалы на сайте носят исключительно информационный характер и не являются указанием к действию. Представленные данные – это только предположения, основанные на нашем опыте. Публикуемые результаты торговли добавляются исключительно с целью демонстрации эффективности и не являются заявлением доходности. Прошлые результаты не гарантируют конкретных результатов в будущем.</p>
<h2>+611,64% по EUR/JPY — Тест стратегии форекс «Ж/Д»</h2>
<p>Любую, самостоятельно созданную стратегию перед использованием на рынке надо протестировать. Опытные участники валютных торгов рекомендуют это делать в течение полугода, при этом только на демо-счете, чтобы не потерять собственные деньги. При необходимости вносятся корректировки, и только тогда получается самая прибыльная стратегия с высокой вероятностью успеха.</p>
<p>На приведенном выше примере графика скользящая средняя за сто периодов используется в качестве фильтра тренда и обозначена оранжевой волнистой линией, проходящей по графику. Торговые стратегии помогают структурированно и систематизированно ориентироваться на мировых финансовых рынках. Торговая стратегия помогает трейдеру принимать высококачественные торговые решения.</p>
<p><img decoding="async" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.xcritical.com/wp-content/uploads/2022/08/kriptobirzha-ili-broker-kak-luchshe-organizovat-torgovlyu-1-768x512.webp" width="303px" alt="самая прибыльная стратегия форекс"/></p>
<p>Для наилучших результатов в этой стратегии Форекс используются две скользящие средние (МА). Чтобы определить, стоит ли торговать по тренду, необходимо соотнести линии MA с движением цены. В преддверии важных событий входить в рынок не рекомендуется. В подобных ситуациях движение цен непредсказуемо и может резко меняться как в одну, так и другую сторону. Резкие движения ценового графика в большинстве случаев закрывают контракты по стоп-лоссам и с большим проскальзыванием.</p>
<p>После соблюдения всех условий на интервале 1-2 свечи входим в рынок. Выход из рынка — по паттернам, по тейк-профиту 20 пунктов, в момент смены цвета Trend Envelopes. Например, на стабильном спокойном рынке может начаться тренд, и по мере развития тренда волатильность рынка будет возрастать.</p>
<p><img decoding="async" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.xcritical.com/wp-content/uploads/2022/08/blokcheyn-chto-eto-prostymi-slovami-768x479.webp" width="306px" alt="самая прибыльная стратегия форекс"/></p>
<p>Ее выбирают участники торговли, которые не привыкли входить в рынок, основываясь на сиюминутных решениях. Например, если Вы понимаете, что серия из 4 убыточных сделок для вашей торговой системы — это норма (статистика бэктеста), то выход за пределы данной статистики — сигнал к тому, что что-то идет не так. Но открытая по нему сделка была бы почти сразу закрыта вручную с убытком до 5 пунктов по причине явного формирования краткосрочного флэта. Желательно, чтобы разрыв между скользящими и MACD составлял максимум 2 свечи. Третий и четвертый сигналы результативные, с хорошей прибылью.</p>
<p>От наличия свободного времени для осуществления торговли зависит выбор таймфрейма. Например, если основная работа занимает у человека полный рабочий день, тогда не рекомендуется пользоваться стратегиями, рассчитанными на внутридневную торговлю. Каждый желающий в установленных условиях способен заработать на валютном рынке, при этом без ограничений по времени. Получать доход, торгуя на бирже, можно даже затрачивая ежедневно всего по 5-10 минут.</p>
<p>Лучший способ применить эту теорию на практике &#8211; торговать в безрисковой среде, чтобы вы практиковали свои навыки, оптимизировали свои стратегии и научились управлять своими эмоциями во время торговли. В конце графика ценовые циклы начинают демонстрировать тенденцию к росту, в результате чего экспоненциальная скользящая средняя и MACD выравниваются для длинных позиций. Торговля на отскоке нижней полосы Боллинджера привела к появлению двух возможных торговых возможностей, которые привели к достижению верхней полосы Боллинджера (полезная ценовая цель при длинной торговле). Как трейдеры, так и инвесторы участвуют на фондовом рынке, используя множество стратегий, перечисленных выше. Полосы Боллинджера используются для определения рынков, которые спокойны, а также рынков, которые демонстрируют повышенную волатильность и вот-вот начнут развиваться в определенном направлении. Средняя линия представляет собой 20-дневную простую скользящую среднюю (SMA) и используется для расчета значения верхней и нижней полос.</p>
<p>Оранжевая линия на графике ниже показывает 200 экспоненциальных скользящих средних (200 EMA), которые показывают среднюю цену за последние 200 баров. Поскольку экспоненциальная скользящая средняя направлена вниз, это означает, что в среднем цена движется вниз, помогая нам быстро определить общий тренд. На приведенном выше графике три зеленые линии представляют индикатор Bollinger Bands.</p><p>The post <a href="https://www.vedan.com.kh/torgovye-strategii-foreks-luchshie-besplatnye/">Торговые стратегии Форекс, лучшие бесплатные стратегии для прибыльной торговли</a> first appeared on <a href="https://www.vedan.com.kh">Vedan</a>.</p>]]></content:encoded>
					
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