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		<title>Что Такое Автоматический Маркет-мейкер И Как Он Работает</title>
		<link>http://www.cortedeifornai.it/chto-takoe-avtomaticheskij-market-mejker-i-kak-on/</link>
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		<pubDate>Wed, 21 May 2025 05:28:48 +0000</pubDate>
		<dc:creator><![CDATA[AOXEN]]></dc:creator>
				<category><![CDATA[Финтех]]></category>

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		<description><![CDATA[<p>По мере раскрытия вариантов его использования он демонстрировал постоянное развитие, которое привело к появлению первого и второго поколений AMM. Модель PMM DODO можно настроить на использование внешних ценовых оракулов, чтобы свести к минимуму непоправимые готовые решения для Форекс брокеров убытки и повысить эффективность использования капитала. В результате получается кривая гиперболы (синяя линия) с линейным обменным [&#8230;]</p>
<p>L'articolo <a rel="nofollow" href="http://www.cortedeifornai.it/chto-takoe-avtomaticheskij-market-mejker-i-kak-on/">Что Такое Автоматический Маркет-мейкер И Как Он Работает</a> sembra essere il primo su <a rel="nofollow" href="http://www.cortedeifornai.it">Corte Dei Fornai</a>.</p>
]]></description>
				<content:encoded><![CDATA[<p>По мере раскрытия вариантов его использования он демонстрировал постоянное развитие, которое привело к появлению первого и второго поколений AMM. Модель PMM DODO можно настроить на использование внешних ценовых оракулов, чтобы свести к минимуму непоправимые <a href="https://www.xcritical.com/">готовые решения для Форекс брокеров</a> убытки и повысить эффективность использования капитала. В результате получается кривая гиперболы (синяя линия) с линейным обменным курсом на большей части кривой цен и экспоненциальными ценами вблизи внешних границ обменного курса. Например, если поставщик ликвидности вносит 10 % ликвидности, такой LP всегда будет получать 10 % от каждой торговой комиссии.</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' width="601px" alt="Плюсы и минусы автоматических маркет мейкеров" src="https://www.xcritical.com/wp-content/uploads/2022/12/trade-crypto-exchange-39-768x512.webp"/></p>
<h2>Проблемы И Ограничения Амм</h2>
<p>Они могут покупать или продавать активы, а пул автоматически обновляет свои резервы и цену актива в соответствии с выбранным алгоритмом ценообразования. Если кратко – возможность возникновения существенной разницы в стоимости между моментом депонирования токена и моментом снятия. Причём если бы криптоактивы банально хранились в кошельке, такой ситуации не возникало бы. Это связано с упомянутыми выше механизмами автоматической регуляции, из-за которых цена определённого актива может в течение некоторого времени существенно отличаться от рыночной.</p>
<ul>
<li>Ликвидность актива – важный параметр, помогающий трейдеру решить, стоит ли покупать либо продавать его.</li>
<li>Пользователи, удерживающие открытую позицию в синтетических активах, могут быть ликвидированы, если цена будет колебаться против них.</li>
<li>На основе принципов Учись и Зарабатывай, крипто новички, студенты и энтузиасты могут узнать основную информацию о криптовалютах, при этом получая награды.</li>
<li>Автоматические маркет-мейкеры (AMM) обеспечивают адекватную ликвидность на децентрализованной бирже благодаря математическим расчётам.</li>
</ul>
<p>Например, в случае CPMM эта формула нужна, чтобы общее количество токенов А, умноженное на общее количество токенов Б, всегда оставалось неизменным. К ним относятся низкий уровень манипулирования ценами, повышенная безопасность, потенциал пассивного дохода, низкий барьер вхождения, самостоятельное хранение активов и многое другое. Как только условия выполняются, смарт-контракт дает добро на проведение сделки без вмешательства извне. Маркет-мейкер получает прибыль от разницы между ценами покупки и предложения. Они также получают доход от комиссий за предоставление ликвидности и исполнение <a href="https://ru.wikipedia.org/wiki/Binance">Binance</a> рыночных ордеров. Системы AMM взлетели после того, как их впервые внедрили компании Shearson Lehman Brothers и ATD в начале 1990-х годов.</p>
<h2>Что Такое Amm (автоматический Маркет-мейкер)?</h2>
<p>Проблемы возникают из-за влияния, которое это оказывает на саму <a href="https://www.xcritical.com/ru/blog/avtomaticheskiy-market-meyker-amm-chto-eto-takoe/">амм это</a> ликвидность — нет защиты от исчезновения ликвидности одного актива в руках арбитражных трейдеров, если два актива не идентичны по цене. Как следует из названия, АММ обеспечивает автоматическое сопоставление сделок на криптобирже в соответствии с математическими правилами, зафиксированными в смарт-контрактах. Один из них — маркет-мейкеры с постоянной функцией (CFMM), к ним относится UniSwap. Другие типы —&nbsp;это маркет-мейкеры с постоянным продуктом (CPMM), маркет-мейкеры с постоянной суммой (CSMM) и маркет-мейкеры с постоянным средним значением (CMMM). Стоит отметить, что AMM отличаются от своих централизованных аналогов, несмотря на одинаковые функции.</p>
<h2>C Постоянным Продуктом</h2>
<p>Цена токенов в пуле устанавливается либо внешними оракулами, либо автоматическими настройками смарт-контрактов. Это необходимо для более эффективного контроля ситуации в периоды высокой волатильности. Пул ликвидности — это смарт-контракт, в который пользователи вносят свои токены для обеспечения ликвидности. Эти пользователи, называемые поставщиками ликвидности (LP), получают комиссию с каждой сделки, совершённой в пуле.</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' width="600px" alt="Плюсы и минусы автоматических маркет мейкеров" src="https://www.xcritical.com/wp-content/uploads/2022/11/krani-kriptovalyut-kriptokoshelek-satoshi-71-768x512.webp"/></p>
<p>«Располагая всей необходимой информацией о рынке, маркетмейкеры имеют больше возможностей для совершения выгодных сделок, чем любой другой участник рынка. Проскальзывание в AMM означает разницу в цене актива между моментом размещения сделки и моментом ее исполнения. Для крупных сделок относительно размера пула это может привести к значительному отклонению от ожидаемой цены.</p>
<p>Эти модели позволяют AMM адаптироваться к различным условиям рынка и обеспечивать более гибкое управление активами. По мере покупки и продажи активов смарт-контракты автоматически корректируют соотношение активов в пуле для поддержания ценового равновесия внутри пула. Инвесторы, которые объединяют свои активы для взаимной выгоды, называются поставщиками ликвидности — LP. Они вносят соответствующее количество двух токенов — стабильной монеты и любой другой нестабильной криптовалюты или любой пары нестабильных криптовалют — в пул. Одним из самых известных примеров AMM является Uniswap на платформе Ethereum. В Uniswap каждая торговая пара имеет свой собственный пул ликвидности, содержащий два актива (например, ETH и DAI).</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' width="606px" alt="Плюсы и минусы автоматических маркет мейкеров" src="https://www.xcritical.com/wp-content/uploads/2022/12/trade-crypto-exchange-99-3-768x512.webp"/></p>
<p>AMM заняли свою нишу в пространстве DeFi благодаря простоте и удобству, а концепция децентрализованного маркет-мейкинга прекрасно вписалась в индустрию криптовалют. Да, AMM предоставляют возможности для пассивного дохода через yield farming для провайдеров ликвидности и арбитраж для трейдеров. Вы можете зарабатывать торговые комиссии, годовую доходность и токены платформы за вклад в ликвидность.</p>
<p>Чтобы сбалансировать общую ликвидность токенов, будет размещен эквивалентный ордер на покупку DOT. Цена не будет сильно колебаться, и это сократит вероятность проскальзывания. Системный характер пулов ликвидности сделал их идеальным решением для автоматических протоколов DeFi.</p>
<p>Помните, что ценообразование в таких системах определяется алгоритмом и зависит от того, насколько изменится соотношение между токенами в пуле ликвидности. AMM же можно представить как сделку между пользователем и контрактом (P2C). Кроме того, в AMM нет книг ордеров, поэтому и типы ордеров также отсутствуют, а цены активов определяются формулой. Стоит отметить, что будущие разработки AMM, вероятно, смогут снять это ограничение.</p>
<p>Спекулятивные маркетмейкеры имеют единоличное влияние на изменение цен, манипулируя крупными объемами торговых активов. В случае продажи NFT в пул цена каждый раз будет снижаться на величину дельты. То есть, после продажи одного NFT в пул, где осталось три NFT по цене 1.2 ETH, их станет 4 штуки по цене 1.1 ETH. AMM — это специальные инструменты, используемые в основном на Ethereum и в децентрализованных финансах (DeFi) . Эта технология децентрализована, то есть она всегда доступна для торговли и не требует для работы традиционных покупателей и продавцов.</p>
<p>В ней цена активов определяется так, чтобы сумма количеств двух активов в пуле оставалась постоянной. Эта модель может быть полезна в некоторых конкретных сценариях, но не так эффективна в обеспечении ликвидности, как модель постоянного продукта. В мире за пределами блокчейна в основном используются старые принципы маркет-мейкинга, когда осуществление сделок происходит в ручном или полуавтоматическом режиме.</p>
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<p>L'articolo <a rel="nofollow" href="http://www.cortedeifornai.it/chto-takoe-avtomaticheskij-market-mejker-i-kak-on/">Что Такое Автоматический Маркет-мейкер И Как Он Работает</a> sembra essere il primo su <a rel="nofollow" href="http://www.cortedeifornai.it">Corte Dei Fornai</a>.</p>
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		<title>Лучшие Обменники Криптовалют: Рейтинг Топ-10 В 2025 Году Крипто На Vc Ru</title>
		<link>http://www.cortedeifornai.it/luchshie-obmenniki-kriptovaljut-rejting-top-10-v/</link>
		<comments>http://www.cortedeifornai.it/luchshie-obmenniki-kriptovaljut-rejting-top-10-v/#comments</comments>
		<pubDate>Mon, 19 May 2025 11:39:08 +0000</pubDate>
		<dc:creator><![CDATA[AOXEN]]></dc:creator>
				<category><![CDATA[Финтех]]></category>

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		<description><![CDATA[<p>Лучше ориентироваться на выгоду обменов, поскольку сборы часто встроены в курсы. Надежность — самый важный критерий при выборе онлайн-обменника. В рецензиях реальных клиентов содержится много полезной информации. Поэтому, если много клиентов негативно отзывается об онлайн-обменнике, не стоит использовать его. Обменник должен обладать интуитивно понятным интерфейсом интеграции различных платежных сервисов. Каждая новая платежная система должна подключаться [&#8230;]</p>
<p>L'articolo <a rel="nofollow" href="http://www.cortedeifornai.it/luchshie-obmenniki-kriptovaljut-rejting-top-10-v/">Лучшие Обменники Криптовалют: Рейтинг Топ-10 В 2025 Году Крипто На Vc Ru</a> sembra essere il primo su <a rel="nofollow" href="http://www.cortedeifornai.it">Corte Dei Fornai</a>.</p>
]]></description>
				<content:encoded><![CDATA[<p>Лучше ориентироваться на выгоду обменов, поскольку сборы часто встроены в курсы. Надежность — самый важный критерий при выборе онлайн-обменника. В рецензиях реальных клиентов содержится много полезной информации. Поэтому, если много клиентов негативно отзывается об онлайн-обменнике, не стоит использовать его. Обменник должен обладать интуитивно понятным интерфейсом интеграции различных платежных сервисов. Каждая новая платежная система должна подключаться легко и быстро, позволяя владельцу изменять любые комбинации направлений обмена автоматически.</p>
<h2>Что Такое Мониторинги Обменников И Зачем Они Нужны?</h2>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' width="601px" alt="обменник для криптовалюты" src="https://www.xcritical.com/wp-content/uploads/2023/01/altkoin-investitsii-kriptovalyuti-1-768x512.webp"/></p>
<p>Для успешного запуска криптовалютного обменника с перспективой долгосрочного развития важно заранее убедиться, что решение позволяет внедрить ряд ключевых технологий. Фиатная <a href="https://www.youtube.com/watch?v=7fShtBfwLHg">аналитика рынка форекс</a> валюта — это государственные денежные единицы, такие как рубль, доллар или евро. Как показывает практика, 90% клиентов обращаются в обменники именно для того, чтобы перевести фиат в крипту или обратно. Да, многие обменники устанавливают лимиты на сумму обмена, которые могут зависеть от уровня верификации пользователя. Без верификации суммы, как правило, ограничены, в то время как верифицированные пользователи имеют доступ к более высоким лимитам. Выбор обменника зависит от ваших потребностей, но эти площадки гарантируют быстрый и безопасный обмен криптовалют.</p>
<p>Прежде чем обменивать криптовалюту на крупные суммы, проведите тестовую операцию на небольшую сумму, чтобы убедиться в надежности платформы. В условиях глобальных финансовых ограничений всё больше людей ищут легальные способы обмена криптовалют. Онлайн обменники, в том числе в России и СНГ, становятся популярным решением, несмотря на спорную репутацию. Важную роль играют репутация обменника, удобство и прозрачность условий.</p>
<p>В первом случае вы сами выбираете курс по которому будете конвертировать крипотвалюту. При этом будут доступны обмены от 1000 рублей или даже от нескольких долларов. Также используя p2p можно обменивать криптовалюты с карты. Используя СОВА, пользователи могут находить лучшие предложения для быстрой продажи криптовалюты, не переживая о безопасности своих средств. Выбор обменника криптовалют<img src="http://s.w.org/images/core/emoji/72x72/1f4b1.png" alt="💱" class="wp-smiley" style="height: 1em; max-height: 1em;" /> – важный этап для тех, кто хочет выгодно и безопасно совершать операции с криптовалютами. В 2024 году пользователи могут выбирать из множества платформ, каждая из которых предлагает уникальные условия и возможности<img src="http://s.w.org/images/core/emoji/72x72/1f4b0.png" alt="💰" class="wp-smiley" style="height: 1em; max-height: 1em;" />.</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' width="604px" alt="обменник для криптовалюты" src="https://www.xcritical.com/wp-content/uploads/2022/08/81596c41-94c2-4ca4-80af-dae2eb8f550c-768x512.webp"/></p>
<h2>Лучшие Курсы На Рынке</h2>
<ul>
<li>С его многочисленными преимуществами и простотой использования, он подходит как для начинающих, так и для опытных трейдеров.</li>
<li>Пользователи отмечают простоту интерфейса и широкий выбор направлений для обмена.</li>
<li>Рубли будут зачислены на карту после конвертации биткоинов — через 20 минут в среднем.</li>
<li>Обычно это означает, что комиссии включены уже в сам курс валют.</li>
<li>Партнерская программа позволяет получить от 0,1% до 0,5% от комиссий рефералов.</li>
</ul>
<p>Работа площадки круглосуточная, что позволяет осуществлять обмен в любое время суток. Важно отметить, что CRIPTHUB предоставляет возможность обмена без верификации для небольших сумм, что упрощает процесс для новых пользователей. Поддержка клиентов работает оперативно, что подтверждают многочисленные отзывы. MINE EXCHANGE &#8211; это криптовалютный обменник, предоставляющий услуги обмена цифровых активов с 2018 года. Платформа ориентирована на пользователей, которые ищут быстрый и удобный способ купить или продать криптовалюту. Она предлагает широкий выбор криптовалют и фиатных валют для обмена, а также поддерживает различные способы пополнения счета.</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' width="603px" alt="обменник для криптовалюты" src="https://www.xcritical.com/wp-content/uploads/2022/08/pervii-bank-metavselennaya-1-768x512.webp"/></p>
<p>Он славится высоким качеством продукции и широким ассортиментом, что позволяет каждому найти что-то по душе. СУНДУК специализируется на продаже мебели, предметов декора, текстиля и других необходимых вещей для создания уюта в доме. Пользователи отмечают удобство сайта и легкость процесса заказа, что делает покупки приятными и быстрыми.</p>
<p>Лучше выбирать обменники, которые не первый год работают на рынке, присутствуют на сайтах мониторингов, имеют хорошую репутацию и отзывы. <a href="https://www.xcritical.com/">комплексные решения для Форекс</a> В большинстве случаев для совершения транзакций через криптообменник не требуется регистрация. Однако верифицированные пользователи получают скидку на обмен, могут участвовать в реферальной программе и программе лояльности и получать другие бонусы. После подтверждения транзакции в блокчейне средства поступают на указанный кошелек клиента практически мгновенно. Платформа стабильно работает без задержек, что важно для трейдеров и инвесторов, стремящихся оперативно реагировать на изменения рынка. В России проходила волна блокировок сервисов для конвертации и агрегаторов.</p>
<p>Не секрет, что стоимость монеты может различаться на разных обменных площадках. Сервисы мониторинга ранжируют обменники по курсу обмена, поэтому задавшись целью, можно найти приемлемый для себя вариант. Однако слишком низкие курсы, в сравнении с другими сервисами, должны вас насторожить. Некоторые сервисы указывают комиссию отдельно при оформлении заявки на обмен (например, 365cash).</p>
<p>Работает в соответствии с правилами AML/KYC (транзакции и кошельки проверяются на предмет <a href="https://www.xcritical.com/ru/blog/kak-funccioniruyet-kriptovalyutniy-obmennik/">физический обменник криптовалют</a> принадлежности к черным спискам). Постоянные пользователи могут рассчитывать на накопительную скидку. Стабильная и длительная работа площадки снижает риск того, что это скамовый или мошеннический проект. Сервисы часто заказывают отзывы у своих пользователей за бонусы, поэтому некоторые из них – фейковые. Для большинства пользователей, чем ниже размер минимального объема для обмена, тем удобнее пользоваться сервисом.</p>
<p>Вывод средств возможен через несколько платежных систем, но есть условие – нужно иметь минимум пять активных рефералов. Нарушение правил программы может привести к аннулированию всех начислений. Система создает заявку и дает пользователюнекоторое время на ее оплату (обычно не более 60 минут). Клиент должен за этовремя успеть отправить средства по выданным ему реквизитам и уведомить системуо своем действии путем нажатия кнопки «Я оплатил» или подобной ей.</p>
<p>Для удобства клиентов доступен вывод средств на банковские карты и электронные кошельки, а также возможность использования криптовалют. 24PayBanks – сервис для обмена крипты и фиата, действующий с 2015 года. Она поддерживает десятки виртуальных и традиционных валют, обеспечивая быстрые транзакции, занимающие до 20 минут. Пользователям доступны разные методы получения или отправки средств, включая электронные платежные системы и банки.</p>
<p>При этом не следует забывать о затратах на поддержку сервиса, оплату работы сотрудников и маркетинг. Обменники криптовалют зарабатывают на разнице курсов и комиссиях. Обычно они предлагают курсы, отличающиеся от рыночных, что позволяет им получать прибыль. Комиссии могут взиматься за каждую транзакцию и варьируются в зависимости от платформы. Пользователи могут легко выбрать нужное направление обмена, ввести необходимые реквизиты и совершить оплату, которая обычно занимает от 5 минут до получаса.</p>
<p>Его преимущества делают обмен комфортным и безопасным, что привлечет внимание как новичков, так и опытных пользователей. В заключение, PROSTOCASH является отличным выбором для тех, кто ищет надежный и эффективный сервис для обмена криптовалют. Его преимущества и функционал делают его одним из лучших обменников на рынке.</p>
<p>L'articolo <a rel="nofollow" href="http://www.cortedeifornai.it/luchshie-obmenniki-kriptovaljut-rejting-top-10-v/">Лучшие Обменники Криптовалют: Рейтинг Топ-10 В 2025 Году Крипто На Vc Ru</a> sembra essere il primo su <a rel="nofollow" href="http://www.cortedeifornai.it">Corte Dei Fornai</a>.</p>
]]></content:encoded>
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		</item>
		<item>
		<title>Разработка Криптобиржи Под Ключ: Купить Обменник Криптовалют Или Готовую Криптовалютную Биржу</title>
		<link>http://www.cortedeifornai.it/razrabotka-kriptobirzhi-pod-kljuch-kupit-obmennik/</link>
		<comments>http://www.cortedeifornai.it/razrabotka-kriptobirzhi-pod-kljuch-kupit-obmennik/#comments</comments>
		<pubDate>Mon, 19 May 2025 11:39:08 +0000</pubDate>
		<dc:creator><![CDATA[AOXEN]]></dc:creator>
				<category><![CDATA[Финтех]]></category>

		<guid isPermaLink="false">http://www.cortedeifornai.it/?p=49101</guid>
		<description><![CDATA[<p>За год с небольшим (с конца 2019) обменникполучил 500+ положительных отзывов. Минимальная сумма при обмене QIWI наBitcoin составляет one thousand рублей. Есть программалояльности, которая вознаграждает бонусом к сумме обмена постоянных клиентов.Бонус находится в диапазоне от zero,1% до 0,5%. Первый уровень дается сразу послерегистрации аккаунта. Сервис обрабатывает заявки в ручном режиме,что несколько снижает скорость, но повышает [&#8230;]</p>
<p>L'articolo <a rel="nofollow" href="http://www.cortedeifornai.it/razrabotka-kriptobirzhi-pod-kljuch-kupit-obmennik/">Разработка Криптобиржи Под Ключ: Купить Обменник Криптовалют Или Готовую Криптовалютную Биржу</a> sembra essere il primo su <a rel="nofollow" href="http://www.cortedeifornai.it">Corte Dei Fornai</a>.</p>
]]></description>
				<content:encoded><![CDATA[<p>За год с небольшим (с конца 2019) обменникполучил 500+ положительных отзывов. Минимальная сумма при обмене QIWI наBitcoin составляет one thousand рублей. Есть программалояльности, которая вознаграждает бонусом к сумме обмена постоянных клиентов.Бонус находится в диапазоне от zero,1% до 0,5%. Первый уровень дается сразу послерегистрации аккаунта. Сервис обрабатывает заявки в ручном режиме,что несколько снижает скорость, но повышает безопасность.</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' width="605px" alt="криптообменник под ключ" 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"/></p>
<p>Каждый из мерчантов указывает свои условия по комиссиям, минимальным и максимальным суммам для операций. К тому же сервис предлагает массовые выплаты, позволяя клиентам выводить средства на различные реквизиты одной заявкой. Как и биржи криптовалют, они могут отличаться друг от друга курсом и комиссией. Однако в обменниках перевод занимает всего несколько минут и обычно не требует верификации, что привлекает к себе многочисленных пользователей. С другой стороны, на некоторых сайтах можно прочитать, что якобы платформы мирового уровня были созданы на основе решений по обмену криптовалютами с открытым исходным кодом. Возможно, это и так, но в лучшем случае лишь от части.</p>
<p>Прежде чем приступить к разработке, необходимо определить целевую аудиторию, конкурентную среду и бизнес-модель. Важно решить, какой поставщик ликвидности будет использоваться, а также какие дополнительные функции (шлюзы фиатных платежей, список криптовалют, сперд) будут реализованы. Это влияет на функциональность платформы, уровень безопасности, требования к ликвидности и даже маркетинговую стратегию. Интеграция с ЭПР позволяет запускать биржи и финансовые платформы с уверенностью в их легальности и соответствии актуальным законодательным требованиям России. В России ЭПР был создан для того, чтобы упростить внедрение новых технологических решений в таких областях, как <a href="https://www.xcritical.com/">готовые решения для Форекс брокеров</a> финтех, блокчейн и цифровые активы.</p>
<ul>
<li>Времяего зачисления зависит не столько от обменника, сколько от платежной системы.Фиат зачисляется практически моментально, а криптовалюта — до нескольких часов.</li>
<li>Это отличный вариант для тех, кто ценит стабильность и удобство.</li>
<li>Prostovcash — проверенный обменник криптовалют, работающий с 2017 года.</li>
<li>Начинайте с поиска проверенных и популярных платформ для обмена криптовалюты.</li>
</ul>
<h2>Лучшие Криптообменники: Рейтинг Топ 5 Проверенных Сервисов В 2025 Году</h2>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' width="601px" alt="криптообменник под ключ" 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<p>Этот подход подходит для небольших проектов или для случаев, когда заказчику требуется гибкость в определении объема работы и сроков. Мы используем передовые технологии для защиты от взломов и атак. Мы используем мировые стандарты при разработке сайтов и ведении проектов.</p>
<p>Обменник может получать прибыль независимо от того, состоялась транзакция фактически или нет. Комиссия списывается сразу после создания заявки на обмен. Она не должна быть большой, чтобы не отпугнуть потенциальных пользователей еще на этапе знакомства с сервисом. Например, многие популярные обменники взимают фиксировано 1-2 доллара. Для работы с криптовалютными платежами используются мультивалютные кошельки и интеграцию с поставщиком ликвидности. Подключение платформы к биржам WhiteBit, Binance, Kraken через API помогает обеспечить стабильные торговые объемы.</p>
<h2>Обмен Криптовалюты Через P2p Биржу</h2>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' width="603px" alt="криптообменник под ключ" 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"/></p>
<p>Выбор будет зависеть от <a href="https://www.xcritical.com/ru/blog/kak-funccioniruyet-kriptovalyutniy-obmennik/">создание под ключ биржи и обменника криптовалют</a> ваших пожеланий и возможностей. По условиям NDA мы не можем сделать этот кейс доступным в сети, но с удовольствием покажем результаты проекта на личной или онлайн-встрече. Сформируем полноценную команду для разработки сервиса знакомств. Нажимая «Отправить», вы даете свое согласие на обработку персональных данных и соглашаетесь с политикой обработки персональных данных. Технологический стартап при поддержке Сколково, который осуществляет навигацию по данным с помощью поисковых систем.</p>
<p>Без переговоров с заказчиком трудно составить <a href="https://www.google.com/search?q=%D1%81%D1%82%D1%80%D0%B0%D1%82%D0%B5%D0%B3%D0%B8%D0%B8+%D1%82%D0%BE%D1%80%D0%B3%D0%BE%D0%B2%D0%BB%D0%B8+%D0%BD%D0%B0+%D0%BA%D1%80%D0%B8%D0%BF%D1%82%D0%BE%D0%B1%D0%B8%D1%80%D0%B6%D0%B5&amp;num=10&amp;sca_esv=4a9e581ba0958f54&amp;ei=ALZNZ8roKKbEwPAP-tjggQo&amp;ved=0ahUKEwjK6I6zmImKAxUmIhAIHXosOKAQ4dUDCA8&amp;uact=5&amp;oq=%D1%81%D1%82%D1%80%D0%B0%D1%82%D0%B5%D0%B3%D0%B8%D0%B8+%D1%82%D0%BE%D1%80%D0%B3%D0%BE%D0%B2%D0%BB%D0%B8+%D0%BD%D0%B0+%D0%BA%D1%80%D0%B8%D0%BF%D1%82%D0%BE%D0%B1%D0%B8%D1%80%D0%B6%D0%B5&amp;gs_lp=Egxnd3Mtd2l6LXNlcnAiP9GB0YLRgNCw0YLQtdCz0LjQuCDRgtC-0YDQs9C-0LLQu9C4INC90LAg0LrRgNC40L_RgtC-0LHQuNGA0LbQtTIHEAAYgAQYEzIFEAAY7wUyBRAAGO8FMgUQABjvBTIFEAAY7wVIkAVQAFgAcAB4AZABAJgBb6ABb6oBAzAuMbgBA8gBAPgBAvgBAZgCAaACdZgDAJIHAzAuMaAHqgQ&amp;sclient=gws-wiz-serp">стратегии торговли на криптобирже</a> расчёты, ведь у клиентов разные запросы. Тем не менее всем хочется заранее знать, сколько стоит создать биржу криптовалют. Может показаться, что главное при создании криптовалютной биржи — решить технологические задачи, но на практике всё по-другому.</p>
<h2>Безопасность И Защита От Взломов</h2>
<p>Надежные обменники работают на рынке уже не первый год и имеют положительную репутацию. Любой онлайн-обменник взимает сборы за проведение транзакций. При этом одни платформы могут устанавливать комиссии 25%, а другие — 1%.</p>
<p>Также когда когда вы хотите инвестировать в криптовалюту на долгий срок, либо напротив, вывести инвестиции. У криптовалюты множество применений и они постоянно растут. Однако для того, чтобы ей воспользоваться, необходимо её приобрести.</p>
<p>Всего за пару лет она выросла из рядовой платформы для торгов в целую экосистему, в которой сегодня работают 12 проектов. Binance предлагает 8 сервисов для обычной торговли, 7 — для торговли деривативами, 10 — для заработка и инвестирования. Мы имеем многолетний опыт в сфере разработки криптовалютных обменников и знаем все аспекты этой индустрии.</p>
<p>L'articolo <a rel="nofollow" href="http://www.cortedeifornai.it/razrabotka-kriptobirzhi-pod-kljuch-kupit-obmennik/">Разработка Криптобиржи Под Ключ: Купить Обменник Криптовалют Или Готовую Криптовалютную Биржу</a> sembra essere il primo su <a rel="nofollow" href="http://www.cortedeifornai.it">Corte Dei Fornai</a>.</p>
]]></content:encoded>
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		</item>
		<item>
		<title>Социальный трейдинг: копирование сделок успешных трейдеров</title>
		<link>http://www.cortedeifornai.it/social%d1%8cnyj-trejding-kopirovanie-sdelok-uspeshnyh/</link>
		<comments>http://www.cortedeifornai.it/social%d1%8cnyj-trejding-kopirovanie-sdelok-uspeshnyh/#comments</comments>
		<pubDate>Mon, 22 Jul 2024 21:52:05 +0000</pubDate>
		<dc:creator><![CDATA[AOXEN]]></dc:creator>
				<category><![CDATA[Финтех]]></category>

		<guid isPermaLink="false">http://www.cortedeifornai.it/?p=43715</guid>
		<description><![CDATA[<p>Для успешного инвестирования проводите тщательный анализ трейдеров, чтобы найти действительно выдающихся профессионалов. Анализируйте их торговые системы и стратегии, а также риск-менеджмент и управление капиталом. Формируйте портфель, добавляя сильных трейдеров с самыми высокими показателями. Параллельно развивайте навыки, чтобы стать прибыльным трейдером и продавать свои сделки. Как правило, социальные платформы для трейдинга формируют рейтинги участников, которые криптовалютный [&#8230;]</p>
<p>L'articolo <a rel="nofollow" href="http://www.cortedeifornai.it/social%d1%8cnyj-trejding-kopirovanie-sdelok-uspeshnyh/">Социальный трейдинг: копирование сделок успешных трейдеров</a> sembra essere il primo su <a rel="nofollow" href="http://www.cortedeifornai.it">Corte Dei Fornai</a>.</p>
]]></description>
				<content:encoded><![CDATA[<p>Для успешного инвестирования проводите тщательный анализ трейдеров, чтобы найти действительно выдающихся профессионалов. Анализируйте их торговые системы и стратегии, а также риск-менеджмент и управление капиталом. Формируйте портфель, добавляя сильных трейдеров с самыми высокими показателями. Параллельно развивайте навыки, чтобы стать прибыльным трейдером и продавать свои сделки. Как правило, социальные платформы для трейдинга формируют рейтинги участников, которые <a href="https://www.youtube.com/results?search_query=%D0%BA%D1%80%D0%B8%D0%BF%D1%82%D0%BE%D0%B2%D0%B0%D0%BB%D1%8E%D1%82%D0%BD%D1%8B%D0%B9+%D1%88%D0%BB%D1%8E%D0%B7">криптовалютный шлюз</a> предоставляют сигналы. Они размещают всю важную информацию, на основании которой можно выбрать лучшего наставника.</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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" width="304px" alt="социальный трейдинг"/></p>
<h2>Социальный трейдинг. Что это такое и стоит ли им заниматься</h2>
<p>Среди компаний, которые работают над улучшением взаимодействия с клиентами, 84% сообщают об увеличении доходов. Непредвзятая демонстрация успешных результатов приносит брокерской компании источник <a href="https://www.xcritical.com/ru/blog/sotsialnyy-treyding-chto-eto-i-kak-ispolzovat/">социальный трейдинг</a> доверия, который невозможно получить из дома. Как только успешный трейдер получит рейтинг на платформе, трейдеры будут склонны его копировать. Люди, которых копируют, вкладывают в стратегию собственные деньги. В этом отличие от традиционных брокеров, которые смело обращаются только с чужими средствами.</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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" width="307px" alt="социальный трейдинг"/></p>
<h2>В ЧЁМ ОПАСНОСТЬ «СОЦИАЛЬНОГО ТРЕЙДИНГА»?</h2>
<ul>
<li>Людям нравится принадлежать к группе, быть частью команды, общаться с теми, у кого есть общая цель.</li>
<li>Отдельные, самые успешные стратегии, показали доходность еще выше.</li>
<li>А говорит это о том, чтобольшинство трейдеров не могут показать стабильных результатов на достаточнодлительных временных перспективах (слитые счета брокер попросту выбрасывает из рейтинга,дабы не портить общую картину).</li>
<li>Трейдеры могут анализировать финансовые данные, сравнивать и копировать методы и стратегии через социальные торговые сети с основной целью участия в финансовых рынках, практически не требуя никаких знаний.</li>
</ul>
<p>Оплата предлагаемых сигналов производится банковским переводом, кредитной картой или WebMoney. MQL очень удобен еще и тем, что торговые сигналы можно «включать» из торговой платформы, что способствует быстрому выходу на рынок социального трейдинга. Социальная торговля – это сообщество трейдеров, которое работает так же, как социальная сеть, но ориентировано в основном на торговлю. Пользователи сообщества могут изучать методы и стратегии, делиться анализом и графиками, обсуждать общие интересы, а также копировать сделки профессиональных трейдеров.</p>
<h2>Как выбрать успешного трейдера для копирования сделок?</h2>
<p>Стимулом для брокеров предложить социальную сеть является то, что они могут предоставить единый, автономный сервис как для трейдеров-любителей, так и для серьезных инвесторов. Брокер с хорошей социальной торговой сетью может легко повысить коэффициенты конверсии и удержания. Одна из самых масштабных сетей в нише социальных инвестиций — eToro. В настоящее время с компанией взаимодействуют около 4,5 млн трейдеров из 140 государств.</p>
<p>Независимо от того, являетесь ли вы новичком или экспертом, неплохо было бы разобраться в различных доступных социальных предложениях, чтобы найти удобное место в этом новом и захватывающем мире. Вот несколько наиболее популярных типов социальных торговых платформ. Классического представления о социальном трейдинге не существует. Он может жить на профильных форумах, в веб-терминалах, внутри брокерских сервисов и без привязки к конкретному бизнесу. Основное требование к социальному трейдингу – обеспечить открытое общение между инвесторами любого уровня, от новичков на бирже до продвинутых гуру.</p>
<p>Здесь нет какого-либо взаимодействия со стороны этого типа социальной торговли, и вы можете не полностью понимать, что видите, потому что не можете спросить лидера торговли. Но с помощью сигналов или подсказок вы получите прямую рыночную позицию, которой сможете следовать, если захотите. Социальная торговля на Форекс предлагает уникальное преимущество для начинающих или нервных трейдеров. Она позволяет им следовать за другими и общаться с более опытным трейдером в процессе торговли. Социальный трейдинг также предлагает явные преимущества для более опытных трейдеров, поскольку он позволяет им стать лидерами торговли и получать прибыль, набирая все больше и больше последователей.</p>
<div style='text-align:center'><iframe width='569' height='318' src='https://www.youtube.com/embed/i92Wg1qEOi4' frameborder='0' alt='социальный трейдинг' allowfullscreen></iframe></div>
<p>Вторая функция – это, конечно же, отслеживание лучших игроков, чтобы вы могли учиться на их опыте и смотреть на рынок их глазами. Третья функция eToro – это, как и в случае с другими платформами социального трейдинга, копирование сделок успешных трейдеров. Социальный трейдинг — это форма инвестирования, обычно предлагаемая через онлайн-платформы, которая позволяет инвесторам наблюдать и имитировать торговое поведение своих коллег и опытных трейдеров. Трейдеры могут анализировать финансовые данные, сравнивать и копировать методы и стратегии через социальные торговые сети с основной целью участия в финансовых рынках, практически не требуя никаких знаний. Алгоритмическая система позволяла трейдерам делиться своими торговыми записями, чтобы другие могли их изучать и следить.</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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" width="302px" alt="социальный трейдинг"/></p>
<p>Это поможет выбрать подходящих трейдеров, заранее узнать о возможных рисках, а также правильно спланировать бюджет, чтобы избежать лишних трат. Настоящая		Политика конфиденциальности применяется к сайту	,		который не контролирует и не несет		ответственность за сайты третьих лиц, на которые Пользователь может перейти по		ссылкам, доступным на сайте «Персональные		данные» &#8211; любая информация, относящаяся к прямо или косвенно определенному, или		определяемому физическому лицу (субъекту персональных данных). В&nbsp;2015 году посев считался самым эффективным для привлечения подписчиков в&nbsp;группу.</p>
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" width="303px" alt="социальный трейдинг"/></p>
<p>При этом новичкам стоит помнить, что игра на бирже всегда сопряжена с рисками, а прошлые успехи трейдеров не означают успехов в будущем. Более 10 лет eToro привлекает новичков, желающих постигнуть азы торговли на бирже, предлагая им инструменты для автоматического копирования сделок. При этом важно максимально ответственно подходить к выбору и копированию стратегии, чтобы снизить возможные риски. Для этого eToro проводит обучение трейдеров в формате online-вебинаров. Биржа является деривативной и работает по принципу CFD. А наоборот выгодно, чтобы вы показывали прибыли и привлекали подписчиков, таким образом, накручивая объем торгов.Об этом также говорит удобный торговый интерфейс.</p>
<p>Ведь многие трейдеры намерено скрывают свои более старые счета и показывают лишь молодые и пока что успешные. Сервис позволяет быстро и безопасно платить в интернет-магазинах, подключенных к Сбербанку. Для этого пользователю достаточно авторизоваться в ВКонтакте или Одноклассниках, и ему будет доступна оплата&#8230; При правильном выборе хорошего поставщика сигналов больше не требуется никаких усилий, конечно, при условии, что вы это делаете через сервис копирования, а не вручную. Редакция сайта Рейтинг Брокеров не несет ответственности за содержание комментариев пользователей.</p>
<p>Инвестор-новичок сам выбирает, какие сделки копировать и у кого, поэтому полностью несет ответственность за свои действия. Для успешного социального трейдинга нужно выбрать лучших торговцев и повторять за ними все действия. Предлагаем подробнее рассмотреть особенности социального трейдинга, его преимущества и недостатки, а также рекомендации экспертов для эффективной торговли. Контакты Leverate сегодня для получения дополнительной информации о том, как легко внедрить социальную торговую сеть в вашей брокерской компании.</p>
<p>В общих словах, социальный трейдинг — это взаимодействие трейдеров в особой экосистеме, внутри которой созданы инструменты не только для общения, но и для торговли на фондовом или валютном рынке. Поскольку система имеет «социальный» статус, то одни ее участники могут делиться результатами своей торговли, а другие — повторять действия наиболее успешных инвесторов. Именно на старте чаще всего уходят в минус, в то время как профессионалам удается хорошо зарабатывать.</p>
<p>Все эти формы социального общения помогают трейдерам всех уровней взаимодействовать друг с другом и улучшать свои торговые стратегии. Социальные платформы копирования сделок объединяют опытных и успешных трейдеров, а также новичков, которые хотят учиться у профессионалов. Здесь эксперты могут делиться своими знаниями, публиковать полезную информацию и предоставлять сделки для копирования. Кроме прибыли от собственной торговли, они получают процент от дохода пользователей, которые копируют их действия. Чем больше трейдеров заинтересуются, тем большую сумму получает профессионал.</p>
<p>Есть несколько довольно простых автоматических систем, но есть и довольно продвинутые версии, которые могут без проблем взаимодействовать с вашим компьютером и учетной записью. Преимущество автоботов в том, что вам не нужно беспокоиться о человеческой ошибке. Недостатком, конечно же, является то, что вы теряете человеческий контроль, так что сделки выполняются даже тогда, когда ведущий трейдер (или программист), возможно, хотел отменить предложение. Если в России число подписчиков соцсетей для инвесторов насчитывает сотни тысяч (адекватной статистики этой аудитории до сих пор нет), то на международном рынке речь идет о миллионах клиентов. В Израиле, уже более 10 млн пользователей из 140 стран.</p>
<p>Ограничительный контроль контролирует вашу учетную запись, поэтому вы не следите за кем-то слепо, но вся ответственность лежит на вас. Копирование — это простой способ торговать, не беспокоясь о том, чтобы делать свой собственный выбор, потому что все, что вам нужно сделать, это выбрать трейдера, который вам больше всего подходит, и скопировать его. Начинающие трейдеры, которые не имеют достаточного опыта и знаний, часто обращаются к социальной торговле. Суть ее заключается в копировании сделок успешных трейдеров, что значительно увеличивает шансы новичка в получении прибыли. Одна из ведущих криптобирж Bitget планирует в ближайшее время запустить функцию социальной торговли, благодаря которой пользователи смогут не только копировать сделки успешных трейдеров, но и общаться с ними в режиме реального времени. Пока же участники могут воспользоваться функцией копитрейдинга и автоматически повторять сделки топовых трейдеров на Bitget.</p>
<p>Социальный трейдинг доступен на большинстве рынков, включая традиционные фондовые биржи и Forex платформы. Поэтому пользователи могут выбирать одновременно несколько площадок для социальной торговли. Пользователь		имеет право на получение у Администрации информации, касающейся обработки его		персональных данных, если такое право не ограничено в соответствии с законами		Российской Федерации. Для этого		достаточно уведомить Администрацию по указанному на сайте E-mail адресу. Использование		сайта			Пользователем означает согласие с настоящей Политикой		конфиденциальности и условиями обработки персональных данных Пользователя. Так как российская аудитория была плохо знакома с&nbsp;платформой eToro и&nbsp;социальным трейдингом в&nbsp;целом, первым делом было разработано подробное меню, которое отвечало на&nbsp;все возможные первичные вопросы аудитории.</p>
<p>L'articolo <a rel="nofollow" href="http://www.cortedeifornai.it/social%d1%8cnyj-trejding-kopirovanie-sdelok-uspeshnyh/">Социальный трейдинг: копирование сделок успешных трейдеров</a> sembra essere il primo su <a rel="nofollow" href="http://www.cortedeifornai.it">Corte Dei Fornai</a>.</p>
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		<title>Как определить тренд 5 реально проверенных способа</title>
		<link>http://www.cortedeifornai.it/kak-opredelit%d1%8c-trend-5-real%d1%8cno-proverennyh-sposoba/</link>
		<comments>http://www.cortedeifornai.it/kak-opredelit%d1%8c-trend-5-real%d1%8cno-proverennyh-sposoba/#comments</comments>
		<pubDate>Wed, 19 Jun 2024 19:51:58 +0000</pubDate>
		<dc:creator><![CDATA[AOXEN]]></dc:creator>
				<category><![CDATA[Финтех]]></category>

		<guid isPermaLink="false">http://www.cortedeifornai.it/?p=40600</guid>
		<description><![CDATA[<p>Раз пробита линия тренда, мы должны были переобуться из продавцов в покупателей, а цена не шибко то и выросла. Команда Волатильность Стоп — это метод стоп-лосса, который использует волатильность для определения точек выхода. Это может помочь traders управляют риском, предоставляя динамический стоп-уровень, который приспосабливается к волатильности актива. Делая это, он обеспечивает индикаторы определения тренда более [&#8230;]</p>
<p>L'articolo <a rel="nofollow" href="http://www.cortedeifornai.it/kak-opredelit%d1%8c-trend-5-real%d1%8cno-proverennyh-sposoba/">Как определить тренд 5 реально проверенных способа</a> sembra essere il primo su <a rel="nofollow" href="http://www.cortedeifornai.it">Corte Dei Fornai</a>.</p>
]]></description>
				<content:encoded><![CDATA[<p>Раз пробита линия тренда, мы должны были переобуться из продавцов в покупателей, а цена не шибко то и выросла. Команда Волатильность Стоп — это метод стоп-лосса, который использует волатильность для определения точек выхода. Это может помочь traders управляют риском, предоставляя динамический стоп-уровень, который приспосабливается к волатильности актива. Делая это, он обеспечивает <a href="https://www.xcritical.com/ru/blog/indikatory-v-treydinge-torgovye-indikatory-dlya-tekhnicheskogo-analiza/">индикаторы определения тренда</a> более плавную линию, которая быстрее реагирует на изменения цены. Технические рейтинги — это комплексный инструмент анализа, который оценивает актив на основе его показателей технического анализа. Объединив различные показатели в единый рейтинг, traders может получить быстрое и исчерпывающее представление о техническом состоянии актива.</p>
<h2>9. Осциллятор Чайкина: моментум и накопление с первого взгляда</h2>
<div style='text-align:center'><iframe width='569' height='319' src='https://www.youtube.com/embed/q57AMqRKPF4' frameborder='0' alt='индикаторы определения тренда' allowfullscreen></iframe></div>
<p>Трейдеры планируют добавлять дополнительные позиции к существующим позициям, когда тренд меняется с умеренного на сильный, поскольку цвет гистограммы меняется с СИНЕГО на ЗЕЛЕНЫЙ. Скользящая средняя с периодом 200 поможет нам найти долгосрочный тренд. Выше уже было сказано, что последовательное снижение прямоугольников с наторговкой (тоже самое можно сказать и про вертикальный объем), явно усиливают нисходящий тренд. Тренд продолжился и последующие волны, высоту которых обозначил как H2, так же идентичны.</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.xcritical.com/wp-content/uploads/2022/08/749def43-f49a-4a18-b801-2c2b93d214b5-768x450.webp" width="302px" alt="индикаторы определения тренда"/></p>
<h2>Схождение-расхождение скользящих средних (MACD)</h2>
<p>Данный индикатор тренда можно использовать на всех таймфреймах, и выбор за вами. Классически ADX используется на ежедневных графиках, но также часто используется на часовых и минутных графиках. Полосы Боллинджера — один из топовых индикаторов, применяемый профессионалами трейдинга,&nbsp;работает на определение тренда и поиска целей для открытия сделок. Облако Ишимоку, образованное Сенкоу спан A и B, является ключевым элементом для определения тренда и потенциальных точек разворота. Это период низкой волатильности, когда все линии расположены очень близко друг к другу.</p>
<h2>основных индикаторов, использующихся в техническом анализе</h2>
<p>В целом, для трейдинга на фондовом рынке и онлайн-трейдинга существует множество полезных индикаторов для определения тренда. Используйте различные индикаторы, экспериментируйте и выбирайте те, которые наиболее подходят для вашего стиля трейдинга. Для начинающих трейдеров рекомендуется использовать основные технические индикаторы, такие как «Исходные пункты» и «Скользящая средняя».</p>
<h2>51. Процентный диапазон Вильямса: осциллятор импульса</h2>
<ul>
<li>EMA придает больший вес недавним ценовым данным, что делает ее более чувствительной к последним изменениям цены.</li>
<li>На скрине выше показан 4-х часовой график GBPUSD, и индикатор Supertrend хорошо работает на этом периоде времени.</li>
<li>Поэтому вы должны знать свой основной таймфрейм, перед тем как будете определять направление тренда.</li>
<li>Разделение линий (&#8220;пробуждение Аллигатора&#8221;) может сигнализировать о начале нового тренда.</li>
<li>Если интересно, можете ознакомиться с 16 свечных паттернов, которые должен знать каждый трейдер.</li>
</ul>
<p>Команда Awesome Oscillator &#8211; это индикатор импульса который сравнивает недавнюю динамику рынка с динамикой за более длительный период времени. Осциллятор перемещается выше и ниже нулевой линии, предоставляя представление о потенциальных возможностях покупки или продажи. Команда Средний дневной диапазон измеряет среднюю разницу между высокими и низкими ценами актива за определенное количество периодов. Этот индикатор дает представление о изменчивость актива, который может играть решающую роль в установлении прекратить убытки и уровни тейк-профита. Команда 24-часовой объем является ключевым показателем, который представляет собой общий объем торговой активности в течение 24-часового периода.</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.xcritical.com/wp-content/uploads/2022/08/stoit-li-investirovat-v-blockchain-ili-net-1-768x471.webp" width="306px" alt="индикаторы определения тренда"/></p>
<p>Торговля на финансовых рынках является сложным и динамичным процессом, требующим надежных инструментов для анализа рыночных трендов. Одним из ключевых инструментов, используемых трейдерами, являются трендовые индикаторы. Они помогают выявить направление движения цен и определить силу и устойчивость тренда. В данной статье мы рассмотрим основные аспекты и особенности лучшего трендового индикатора, а также его применение в торговле. Индикатор Power Trend визуально отображает силу тренда разными цветами.</p>
<p>DMI + и DMI – дают положительный и отрицательный индикатор силы тренда. Важно знать, какие индикаторы лучше использовать в том или ином случае. Например, для определения волатильности тренда на долгосрочной основе лучше всего использовать Bollinger Bands.</p>
<p>Значения RSI находятся в диапазоне от 0 до 100, где значения выше 70 могут указывать на перекупленность актива, а значения ниже 30 могут указывать на перепроданность. Трейдеры используют RSI для поиска точек входа и выхода из позиции. Например, когда RSI пересекает уровень 70 сверху вниз, это может сигнализировать о начале нисходящего тренда и стать сигналом на продажу. Наоборот, когда RSI пересекает уровень 30 снизу вверх, это может сигнализировать о начале восходящего тренда и стать сигналом на покупку.</p>
<p>Основная задача индикаторов тренда — это подтверждение направления движения цен. Не даром многие трейдеры успешно торгуют только по тренду с использованием сильных уровней. На сегодняшний день, мы имеем ряд индикаторов, показывающих направление тренда.</p>
<p>Осцилляторы – это индикаторы, которые используются для определения скорости и силы движения цены, но не направления. Они представляют собой колеблющиеся линии, которые варьируются в рамках заданных уровней. Как правило, значения осцилляторов изменяются от 0 до 100%, и при достижении определенных уровней можно говорить о перекупленности или перепроданности рынка. Индекс относительной волатильности (RVI) является отличным индикатором для измерения волатильности рынка.</p>
<p>Команда Вихревой индикатор осциллятор, используемый для определения начала нового тренда и подтверждения текущего тренда. Он использует высокие, низкие цены и цены закрытия для создания двух осциллирующих линий, которые могут дать ценную информацию о направлении тренда. TWAP рассчитывается путем деления стоимости каждой транзакции на общий объем за определенный период.</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.xcritical.com/wp-content/uploads/2022/08/image-mXYyasMR1J5BGPd7-768x512.webp" width="303px" alt="индикаторы определения тренда"/></p>
<p>Поступая таким образом, он отдает приоритет движениям цен, происходящим при больших объемах, обеспечивая более точное среднее значение на активных рынках. Команда Осциллятор цен упрощает процесс выявления потенциальных ценовых тенденций за определенные периоды. Вычисляя разницу между двумя скользящими средними цены ценной бумаги, ценовой осциллятор помогает определить потенциальные точки покупки и продажи. Каналы линейной регрессии — это инструмент технического анализа, который создает канал вокруг линии линейной регрессии.</p>
<p>Пересечение двух скользящих средних – это один из наиболее распространенных сигналов в техническом анализе. Трейдеры используют скользящие средние для определения текущего направления тренда и поиска точек входа и выхода из позиции. В мире финансовых рынков умение определять моменты разворота тренда является неоценимым навыком для трейдеров и инвесторов. Мы рассмотрим наиболее эффективные индикаторы, которые помогут вам точно определять эти критические моменты и принимать обоснованные торговые решения.</p>
<p>Ко всему этому, тренд может находится внутри другого тренда и&nbsp;быть совсем не трендом, а контртрендовым движением. Фракталы Уильямса это индикатор, используемый в техническом анализе, который показывает самый высокий максимум или самый низкий минимум ценового движения. Фракталы — это индикаторы на свечных графиках, которые определяют точки разворота на рынке. Команда Осциллятор громкости это индикатор, основанный на объеме, который подчеркивает тенденции объема путем сравнения двух скользящих средних разной длины. Это помогает traders видят, увеличивается или уменьшается объем, что может помочь подтвердить ценовые тенденции или предупредить о возможных разворотах. Команда Взвешенное по объему скользящее среднее (VWMA) — это разновидность простой скользящей средней, которая включает данные об объемах.</p>
<p>Лучшие индикаторы для начинающих трейдеров – это лично подобранные инструменты, комбинирующиеся наиболее эффективным образом для достижения поставленных целей. Relative Strength Index (RSI) – это индикатор, который показывает силу движения цены и позволяет выявлять перекупленность и перепроданность рынка. Он рассчитывается по формуле, которая учитывает изменение цен за определенный период времени. Значения индикатора RSI варьируются от 0 до 100, и при достижении уровней 70 и 30 можно говорить о перекупленности и перепроданности соответственно. Полосы Боллинджера (BB) — это универсальный индикатор, который отражает степень волатильности актива (колебаний цены актива). Он состоит из трех линий, которые строятся на основе цены актива.</p>
<p>L'articolo <a rel="nofollow" href="http://www.cortedeifornai.it/kak-opredelit%d1%8c-trend-5-real%d1%8cno-proverennyh-sposoba/">Как определить тренд 5 реально проверенных способа</a> sembra essere il primo su <a rel="nofollow" href="http://www.cortedeifornai.it">Corte Dei Fornai</a>.</p>
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		<title>Как оплатить XCritical из России в 2024 году: Полное руководство для пользователей Сервисы на vc ru</title>
		<link>http://www.cortedeifornai.it/kak-oplatit%d1%8c-xcritical-iz-rossii-v-2024-godu/</link>
		<comments>http://www.cortedeifornai.it/kak-oplatit%d1%8c-xcritical-iz-rossii-v-2024-godu/#comments</comments>
		<pubDate>Mon, 26 Feb 2024 10:19:34 +0000</pubDate>
		<dc:creator><![CDATA[AOXEN]]></dc:creator>
				<category><![CDATA[Финтех]]></category>

		<guid isPermaLink="false">http://www.cortedeifornai.it/?p=40930</guid>
		<description><![CDATA[<p>XCritical подходит для приема международных платежей, не для приема рублей в РФ. Служба Radar по факту представляет собой продвинутую антифрод-систему, задачей которой является предотвращение мошеннических действий. Благодаря технологии 3D Secure, которая использует сотни различных фильтров, и способности к обучению Radar позволяет прогнозировать вероятность мошеннических транзакций. Советуем прочитать наш реальный кейс о том, как мы помогли [&#8230;]</p>
<p>L'articolo <a rel="nofollow" href="http://www.cortedeifornai.it/kak-oplatit%d1%8c-xcritical-iz-rossii-v-2024-godu/">Как оплатить XCritical из России в 2024 году: Полное руководство для пользователей Сервисы на vc ru</a> sembra essere il primo su <a rel="nofollow" href="http://www.cortedeifornai.it">Corte Dei Fornai</a>.</p>
]]></description>
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" width="603px" alt="XCritical в россии"/></p>
<p>
<p>XCritical подходит для приема международных платежей, не для приема рублей в РФ. Служба Radar по факту представляет собой продвинутую антифрод-систему, задачей которой является предотвращение мошеннических действий. Благодаря технологии 3D Secure, которая использует сотни различных фильтров, и способности к обучению Radar позволяет прогнозировать вероятность мошеннических транзакций. Советуем прочитать наш реальный кейс о том, как мы помогли клиенту подключить XCritical и начать принимать платежи из-за рубежа без ограничений.</p>
</p>
<p>
<p>В зависимости от оборота бизнеса, аккаунт может быть зарегистрирован как на физическое , так и на юридическое лицо. Помимо подключения международной платежной системы у регистрации бизнеса за рубежом есть и другие преимущества, о которых мы подробно говорили в  статье «Почему выгодно открыть компанию за границей». Сервис по покупке и аренде XCritical-аккаунтов предоставляет <a href="https://fxinvest.info/kompaniya-xcritical/">сервис xcritical</a> аккаунт в системе XCritical, к которому вы сможете подключить удобный способ вывода USD/EUR (например, ваш личный счет Payoneer). В зависимости от оборота бизнеса, аккаунт может быть зарегистрирован как на физическое, так и на юридическое лицо. Наиболее актуальным вариантом использования XCritical и других зарубежных платежных сервисов&nbsp;является&nbsp;открытие зарубежной компании&nbsp;(например, в Великобритании).</p>
</p>
<p>
<h2>XCritical — новый уровень вашего бизнеса</h2>
</p>
<p>
<p>В условиях международных санкций и ограничений пользователи из России могут столкнуться с трудностями при использовании XCritical в 2024 году. В этом руководстве мы расскажем, как осуществить оплату и получать доступ к этой мощной платформе. Ответим на любые интересующие вас вопросы по регистрации компании за рубежом и приему международных платежей.</p>
</p>
<p><img 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yPqF5xR4H6a4gWa6aTvJpKemhtMlRRSMcBG2drSW4/kqt4kUXIufALj9aeNOvr5xTfRx2W3XeR8NO2du6MPbgAu7Anqtr/E18WPDvg5w4dpm/X2iverr+1lPbbdTNDnRhxx4ryOTQFzt+zjstiunC46P1JSiKsF3dA+CUBr3Mc4jc3PphYB+0S4J2/h9xW0zremEk9NHcoqWfALneC0gtOB6c1Xk8FTuXTXF/Tuj+D8WsuJGq6O2WltvDYoXuAmfO5vlYwdTzXOX7QjVNu138EVDP8/FU1dNd6G7xtDgZGQl7oQXf/jqyfFdwxtWteEOjNa0de51rtksIqNrj4YZgEuI9QFgPxLW61t4BXG5W2rNRba7TlNTxeG7IMkVbBKx3tyaM+2VapcgfOtERZQEREAREQBERAEREAREQBERAEREAREQBERAEREAREQBERAEREAREQBERAEREAREQBERAEREAREQBERAEREAREQBERAEREAREQBERAEREAREQBERAEREAREQBERAEREAREQBERAbE4Y8d9d8J2RUuln25tIK1tbPFLRRufUObjyulx4gbgEANcMbnEYJJXWUWsNTcfdOScfLCyXT9Tba2S2R0jp21MjnsZG4yGUMZyAkH5ey4LhifPKyCJuXyODGj1JOAvoxcYP+Crg9pThayCeOstlub8wySdku2qlJmnYHM8pa2WSQAgnkBzd1OOo+HdczLSipPfkap1t/wj10FDTXXW9dcKNji4NecCKQ9cKjYdestMclHxMu9Iy35DqTxjsc09HNGeuVO1FerXX2y2tguUZq2uLZA1/Mvzz3DthUFVG6tggIniaJOrWvyW88f4qEuru4pS9lnTWOn2leGZRJWhOEGueK1/qrNT6vrn3AQSVccks5cWvGSNhPQnotoQfBrxyulht81/403KGoY3JpHVL/AMAfw5z1WafCRA0alu9XV04p5KWJrGNP1Fv8X6ro+/ans8MZge8RznJy9wHlWp+kbnhbc8fIz1dMtY1FCEM/M4TvXwScW47xbaSx68mrHVcha6aeocfA9XK6QfB3xYtwkpXcXas7HhtXB47g1wHvldTXrilo+WKlpKWtfBWUDC10zD0m/L9wqOn1RbZ4I5autEpedxlB+snutWprF1HCU/uRnhotvL2pUvx/M5Ppvgo13Lqaaifr+titxaJYKpkpcZJe7ceys/E/gDxI0O6nDuJ94qoH4jklkncBjPYZXasGp4aJ0dxpGCV9K8SQsA8smOod+i1P8QWqobjb6Y1FM5j6qQyytZzDAew9lSOs3ba9r7kZaWiWc6nDKnt6s5Bm4eappJvBg4h1ngOImdtncNzu364VbU6f4kV07Kem4n3d1K3HieLWP8rfYZ5rM3taGvfCxrj/AAu7t9VLhI3gOZgY6rO9Vulvxfci6WhWK2UfvZW8LeDHEq+NvWo9O8RrxT1dsp3TUvgTua6SYdGhZpqXgLxz/ovSat1hxIuF7iNN4goauQvnZUO/KSVk/wAOmtYrDf5bDWkMjrjmJ395dEa0dBctK1dKKlrqsAytjzzbt5gn7qtHU7qct5Edd6ba0ZJKG3xOcajS/Fmg4bV9sqdfTVen7PZqi8y0slMwtD4YnSuhweRJDcAn1XLlf8XPEeqt9x02LdYzYKq31Fuprc+i2ikE0XhPmY9jmvMhaXHD3OYC8+XAAHbGg9fOp7myB8xa9rwCM9x1Xzu43aDPDXilqHSDIpWUtJVukovGlZJI6kk88DnOZhu4xuaTgDBOMA8h0dvPvI+1zObuqSpS9nkYOiIto1AiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIDcXwl6Fo9eccbFR3a1zV1rtfi3WtY2ESRBsDC6MTBzXN8J0vhMcHDDg/aCC4LfvHzVQnvk0T5/DhZkh2MHPfCwP4EqK70t71xqqkh/qdJZGW+aXe0bZZp2vY3bncctp5DkDA28yMjNNxkuQdc6x8sz5afeN7yM+GCef6LG95mX3aefEwy1vZ+9jXNk3CoPIDq4nlgBZLHcAySSM072TuONpPRwWA0lXHSztrKFvjRwPEjA/q4Dsqye8z3yolr3l1Oah2RG12AwDvn1WnXtVUllkna38qMMI2tovinqjTLpf3fcmCquG6IyOdzaGjofToqSu4vapry51wu08xJOXlxJ+2fRasq/DPibKpjmOIaZgTuby6/6L2KKtmZLUxtx4LMu2nk5vqtd6bRlu0Z1rNdPY2TR67fuMTHzvqpiHZ3ZBYOo+6uUHEe4wDLbvIIXDDYient7LUtLeZrRWw3ZrDXMhOCwjBd7fooae5XC5Vc1VQRDx6ndIYuzR3H3WGWk0nyNyn2hrx2Z0BaeNV7tMe4PEsUg2u38wAPT3UeteIVfd62G1VkFPJHI1tUyZpyWDH0rn6C5loMchqB12sBy1rlX0s9wpaNglfI6CrfljnE8z0xnt9lrvR6cHxRNmHaGcuaNj1F2imkJY3Dhzc0Hlt9ApEFziEpBcBzyVr+e41ceG/MPZK3kAf4VJZeZo3gGQ56FP0avEuesuT5G3aW7Mo6qGtpqjbLC4Pa4HuFu6+8frd/Q+OZjo/nDDsfz8zjjHNcgR6kkjYfOOX+CXy4VtFIykqJWvE0QlD2nkQe33VlPTWpJ5MVfU4VI7o3HpXXDrjX09yiIa6SU7x3HPosa+OXTlE+fRnEOmdE2e70U1uqo2QBpc+nc1zZXvBy8lszWcxkCJoyRgDEOH90kFSYc8vEBC3N8SQuF4+FyJ1NR1FRFbr9RVVS+ONzmwM8OeIPeR9Ld0jW5PLc9o6kKeox7tpI5ytLvU2ziFERbZohERAEREAREQBERAEREAREQBERAEREAREQBERAEREAREQBERAEREAREQBERAEREAREQBERAEREAREQBERAEREAREQBERAEREAREQBERAEREAREQBERAEREAREQBERAEREAREQHWvwH3ymbScQNJ+BI+rraaiuEbiB4QihdLG8OOch2aiPGARgOyRyza+J9juv70q6JjdsdQfxSRkdeS1V8O/FOn4R8T7fqW6Q1dRZ5myUVzpqebYZYJGluSDyfscWyBjsAuY3m3k4d0634cWa41Lb1bqmllgqYxPTlkokiqWOGWljhycCCCCORzyWGT4JZZnjF1YcK5o5PsPCm83INENRDHjk1pac49Vkk3BSpo6cPrJXPbID/Zs7910xoyx6dpKdviUW2qh8kpe0c/YLL6+DTpha59NGHhp6t8m0f6rSrXPC+ZJ29llbxeThu68NxRtY6lhlcGtwcszy91itbpq7QufJSQVEEDiGyMIPmXeLjpiGJ0ptVMWOPNpblWjUUGhKWmY+stUEYkbuifj6vZUp3lJ85IyT0yt+5E4YhNTbblTV1bRTfLwnzeTJaPUjuqC4T3Ce6VFfp2Kanjc4hjgzGQepwum9TN0TVvkihqGUbnAkNMQPL0WAVFLp2npnin1TKyqa7ELBTNOQeq2416MuTNGdjdR/dZp2E1oYGCnm8oJl3MOS729VWNp70TGKkStgkjL4mYJHv9itiuFBCTi/vJA5udTt5qso623WecTU9e2se5uNksTcDP+Sv7yk+pi+r3C/dZq5tLcHjxJXvwByyOYCh+VmzmTef0W4xV6bEQhZSwzuPmLyMFru49wrfVQWqYnw6Vjc+yZpvqOCvHnFmsI6WKWaNjnPY1z27sjlhX7WBpL3X0tHZHsNPQQhjn4+p5HNX+otFJK1zWUe4HrgKZatMUlI0MELmguzzCpiC5MqlVfvRZbdFWCSlq2mR4dI9w5N7Ld/Ha5P0x8LV0pZ6B0ov1VR2xsgk2iE+IKjeRg7v+b7ccvqznlguFmhqG53WOQxZaCD0Wp/jK4t/v3UEfCKxPLLNpSpeKkxySAVNdtDX72EAfhHexvI9ZCHEPwKR9qWwqexF56nNaIi2DTCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgC+kfCevrdU/DjoW63+oM1Qy3vpopWsa1zW080kMI8oA5RxsGepxkkkkn5uL6VcNLRNo34etDWisr6OSqNpFw2McSBHUOdUMByB5tszQR03A4JHM6108QJLS48dfHkYJqXVGoLbqans9BWPjhlDWZP1Oc443EpU37U1HUzWusu8jhA7nGTkA9RzWO6xq6q4apmfSBokMAPrtA7j0IVRp6kuc9qkrpJXTvgePGkfzOSeWfVcxfvdYO70+Czhouo1BdKqRzJJ5N207zuwMei9fcbtWRxMvDTNBCzFMXHlt/wBV5HQOkkkjljbG943Eg/SfRV7XyT08NLPCGti6vH5vRRMpJHR0KKfQt1VYrc57GvpIp5JAHtD+nPoMqjk0vYKyV0kltZA4ZLefIDuM+qyCCANkFPBB40knlZuU1jvl3PhdSCSB5DalmPxG4/h9FSNVrqbX1enylH7jFpNDWdpaJIG+E8b4wepPuoxouwtPhi2te2QYEnYlZLHRRNJDpXNydzGP5uI7BVDnxPjEUbWteBtcHNwGc+oVXcT8WUdrQ6QXyMMl0JQykv8AAhjkaOQYewVF/Q9od/abDjIwVm9TG0YZt5DmHj8yoH58UjpyVn1uqntI1KtnRf7qMNbZI4S/FRJlp9VAZJKeeCKEZ3yBrt3PksnraPe0lrMOPorRJRugrqRs0Rb+M0nPfmtqhczlJcTyQ11awgmorBvrghaYf3vDE2BrWl4JPcr5kX25V94vVfdrpWT1dZWVMs9RPPIXySyOcS5znHJc4kkknmSvqTwikbBe6dw5AuC+W1/tldZb5cbPdKOekrKGqlp6innjMckMjHlrmPacFrgQQQeYIXX2E+KL+BwOrU+7ml6lCiIpAiAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiICbSQGpqoacZ/Fe1nL3K+mPEmipdIwUei6JrpBZKWG3wvneC50MTAyMuIABdtaM4AGewXG3wfaSn1Lxpt1wZRiaKwRSXMv8TYYZmNxTyDmCS2cxHAz05gjK6P4lXGsq74bTqKqdFNLIfHnc7qfXPoo2/qJYidHoNBtyq/A1zcS24XyZ8dSBMDsLeh5dwfRZdSQUUwp5bVUTRthjAuMbjhr5M8sDusesVNL+8Z5KZ4kYxxb4jmZ3N6clmlJT0LIGPjmHzRf5oduMsx9QXK3VXjkegWVtwrPUy7h1on+mlxkhkkeIY27nOH1NPusrvHByeihPyVQ+aXLgRjqOxWwfhx0nIbFUXowZNfJiM7cEgdQtsT2VjvPLAHSdN2MclEThOa44vBhr6jK3uHCPJHKVboh1O23zW6oa240sZdJubkbx0Y73K9ouG95r3Gavc2KSd26UjoSey6U/oXbGvllMDXTTOBLS3t/FlenTc5b4LoYvlw3DDjmB/utWXf8ALJmjq22xpWzcObdaKinuNfGJmUbg90WMmZvcA+wWL8QbFR0t0FbSxfLUtYS5jHM/s2k8gSulWabZGwskpfEa4YH933WN8UOHlRcrD+7oLU51bBioif2dFjmPuqRjUh7cuhW31FOuuN89jleemka2T6XgHY3B/wAVbZIz4mNvILLLpQTU2+LwCx5OxzXDmwBWF8PUD1ysyqJ7onJ0ski0UhqLzS07xkPkGR2KznWGgqSdjaumiAfDh3IeioOHGmau/aoh8Knc+CEF73joD91tippBvfDK3IBLSt2233Oa1Ofd1VFMwfh1WMpbnTPdnDXAHHUFcJ/Flpmu0t8Q2tqW4SQvkr7m+7MMRJHh1eJ2A5A8wbIA7tnOCRzPcFrfT0d6kigly4TYIAxtOVpr9onpQ1lLofiJHT3CSpjpprHcZXtzBE1j/GpwTt5PeZp+ruYjGANries0qr7XC+pyGvUOKmqi6M4oREU+cmEREAREQBERAEREAREQBERAEREAREQBERAEREAREQBERAEREAREQBERAEREAREQBERAEREAREQBERAEREAREQBERAEREAREQBERAEREAREQBERAEREAREQBERAEREAREQBEW9Phl4Gv1/f4tWaqoH/0VtkhdKXPMYqZQMtjacZIztLsYIb3aS3Ns5KC4mX06cqslCPNm9/hl4eS8MuFLtX1MIi1HqJwq2Nkjw+CjZ/ZtO5oLd53POHFrmiI9VZ9S3is1pdKi4XNjA97tjY2dAAs24rcZNM1D3WyC7FtSxx8Ygfz5rVtFr7R7akR+O3eSMOwdzs9lzV661STai38DvdL+q20IwdRbeaM5oNOV1vpYKp0cYpSNzCzlt9nHur5ZqKjqqiGaEkvB2S7h0HqPZY1f+KWlqdtNaKeeaZsbAZGsbhrXehUVJxR05SBkbbTXNZI3McgIH3I9lAVKFzOOeBnTW+oW0VhzR37wzhsUel6CitN0pg9jAPLKAGvxzWess7pG5DMtA5jqPuvm7Y+M1uY8/ue23V3g/2mx+0H36rPrN8SWtYXFlsrq+Khdhkjp3Alo9OZVsZV6UVCpRe3g1+BCV7GFWbnRrJ58U/xO4xbYqKoiraiASxRnD9novRaKeQuqI4WlkhLmMJ+keq47ofij1Gy7UlPXumbb3uw6QkbXemfRTaz4l9QC9zU1ikkcxjjG1z3/hkHrgrJxy4cqk/mjUVnLi4XUWfidcz0tpp2FlZcII2dg48x+qxi7a40hYYjHW3V1ZK7Ij8MZJb02g9Fy1ceLlXP5a107xgukf4vQ9h/NY9VcUrkwvhqKBzIoW+LA1zgD7nP+i1ZTvJ7UqSXq8m9TsLeDzWqN+iwZ7xHuVk1BdnXK12sUgJLHtJ5u9yFrSstcLpDt5Z64VquvF63xkVFbSSYczPiMx5j6Kws4zWiodmS3ze4GMhakNKvm3Lh/AnIavZ0Iqkp8vHJv7h5q+is1Ey3fLRwTM5B4H1g+qyyspWviMrHhxkaXbh05rmOm4p2WQiWOGdgGMHA6raeiuJturbK2qqKtwaZvA2PIz91K2tpcUo8NSLIK+qW9Sbq0prctcUs1HVSshgbJ4spDpHDmwg9Qsl15w2s3G7hfcOH9dcG1M8rTUW2qfMY/l7gyNwie/AdlgLi1w2u8rnYAcGkYdU6mtEN5qKV9S1nhyEHPLOVk+itT2Wmv9JG6oY2IBx/DPM+h/mpO17yk+TRp3ip14NZTTPlpeLRcrBdqyx3mimo66gnfTVNPNGWSRSMJDmua4Aggg8iMqjXcfxrcAaTUz6ji3w6s0Zr4IzNqGCld/btxn5oRAfWPN4paefJ5bnxHrhzouso1VWjxI4SvQlQnwSCIiymEIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIi2XwU4J33i1e8RxvprNSEOra1zfK1ufpHTLjggAHng9AHObbKSgsyLoQlUkoxW5fPh2+Hq48X7r++r5LJbNIW+XbWVuMOqZBg/LwZGC88su5hgOTklrXdb6+vFq0xp6DSumaSK2W+ii8GGGH6Gs9M9Sc5JJySSSSSSVc7nctN6JsjNP6ZsVNbaNgayCCnjDY2ODQ3c89XO2tALnEuOOZK0XrHUdTXyOpy5skcEhG7OQ8n39FF1bh1HnojobWwVNb82YhfLZR1lc4zZYZBvLzzyVcNO6Qtsj/3jNTlsUIBBx3U20WepuVa5kLxKAN0jhzDQeyyt9OGFtFQszEzkWY5uPqoq5vp54Ys6Wy0mlhNxLJ/RuhrZ31UpDmyvHNoxnHZXaHSNpeM1rJnwtG2JjDzYfX7K52+2Ok2GOZoeXcowOefVX+kpJdzT1c0+YnoCoypdVF+8TlLTqKW8UWy2WCCnJiip2kOaMHvy9VeW2N9Q4y2+3+O+OPdPGOgb6lXGhijPnezDmHO7H1LJtHCibUVFNLIIqlzwQ13Le1R8rmXFnJuO2gocONjGoLTR1lA+jiomuLmk+b8oHVeWvSdNSUbC8xyMc4luPqBHqOyyW7xUdRfKz5B5ZHCG73RfxdwvBG7JLWNDXDJbt5j9VkhdzSxkxSs6U8NxLC+ke2Z5npmSlwxsLfK3391bp7DRvkb860SNwSwjntH8OFktY6oZJ4mBuxtIPf3/RUkDZ2SOq/Ba9rgQB2yO6u+tyzs8FfqNNrdZMHn0fDJO+SSkZJQh3mbjy57cuyky6TsW9rhb2NLOmFmFSwyU5kbE6OR7vMWu8pb9la3xfyK2Y3k5dTWen0op+yiwv05QhhjjhYxhduIA7pb7NTUFWJmSSCPO4R7vK13rhX6AsijmZNEHukbhjj+U+qozBh4dgnn27rap3M3tk0q1lTW/CXm7WukuzGXZjWmRrBHLz5EeqnMt9Ez5e42dkrHRtG0P5ZI5HHoMqPT8ohlDZYyaZ52va/l+p9MK53O2Vdml3lzY45m72PPNrmeyzxrSW2SOnbwTxgyDTt8+UoY5Jqz8ckuc5p8zOfdcqfFP8OB03cKjiNoQR1NouDjVVdJTsA+Se93PDWAARkny4Ax9J5gF+/Karp2uc+kc6RruRzyH6+yvFlrKUMlpnxh8FUDFOx4Do3BwwY8HkQRyW9b3Eqb4kRd5YwrR4X8D5nIuiviR+Hlul5Z9eaGhdLZZnl9XSNO59E4nr6lhJwHe+DzwX86qdp1I1Y8UTk61GdCbhNbhERXmIIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiLLOGPDbUHFLVMGm7BTk8vFqqh2RHTQg+aR7schzwO5JAAJICo2orLKxi5PhXMvXBTgzfeL+ovlKVrqe00Za64VzmnZE09Gj+J7sHDQcn2AJHcNPDY+HunINLaYpm0tBRNyY+8r8AF7j+ZxwP5AAAAANPWSwcMtIUGjNMzNdSU0Z8STw2sfUTOOXPdjvnAGSSGhoycZWB6x1C+B76KqlL3MIDB2bn1UJcXMriXDHl/e51FjYxt4ccuf97Fs1pqOSpYRNO4Ol/soM88+pWHW6jikrKSZ0UlRNI5zHQt/L6KugoK291LaurqGPe+TwWY5FjfVbMsuiaXT9ifcq+ncKqUYjkd2HYhRl1dKmuCJ0Vnacqk+b5IxegsJskTo6QlklU4moA5ljfRVluiZRSmaoY6drwWMIHPPbKqZrbVy18bpi+nDm55n6x7q/0pZRte2ooXSCpaWRBrfpd6qHqVWufM6ilb8KwW6ltzG+FFu8Kcuw+Ts3KvQo4rfWktnEsONj5BzG5T6G1msYyihpnyPP9rL1bjt/JZ3pjhTX3BkdNNSvYGnL3u6PHbAWhOs5bR3ZsydO3WZvBiEENJKIhSucH8y5hHX3VVNYjUiGp3bng4LWnmFvWy8EqZrWsqGRgggOc48x6FZHHwmtFE9sxpGHwj5nMOQf7ypG0uJ+1jBG1dYtoPEdznSltUlExz42lkco/FGMkKsq6B8NOXhwGGDaR05roGTh5bAagwQxhs7SMSDGfcLF6/hXJ4RpaaF0kfMjrj7hJW1aKLI6nRqPng0nIwNaZDTSyNjH4jmfxHoqOaniPKCYuy3cYyCMOWzr/om/0DH0kFF4UUzRvO3JbjuFidZbI6e3gSywsl5gu/MXejlqynKm8SN+lUhVWYvJiVY91YB/VhShrdu1p5P91a5qbBILVkbozHGGl0ZY3nsI55VtlhyCcLJCvjkZ+6ysFhlicOh5hSwXDDB36D3VyngBOCACrc+J+5wBwfVSFGvk1atDoyst8xdI1hc4uzzb2Wd2intl2tc1ur5JW1LiPl2y+YY9vQLBqaSFscdM+EbvqdODzx/CVmGl3RPMD2VImlB2zQH6o2ffspGlVyQt5QxHPUx25W2e1TVFLVztpnMGGjH9o0+nsrZBWfIzN/Ac+D8zQfNj1b7raeptP01ydHU+E95h80T34yB6H1C1RcaKSnqZqaoY6IxvIO12do/1W9CeCKce8j5mS0F5+Zp3R07YmieN8MjalrZBJA8Yex7HDDmkEgg8iCuUPiS4D0+g6qLWGj2F9iuLneLTNBcaCUYO0noWOyS3J3eVwOdu49B01XLTyNZPI6aNrdzdgy5jP9Vl9slGrLDV2u4Wqlq7dFH4dVE5ufFjPcntjkc9QQCMELet7h0ZZXIi7yzjcw4Xz6M+aiLbHH/gy/hdqFtVZnyVWn7i3xqWYsOYTnBiecYJHLmOWC0+XOFqdT0JqpFSjyOSqU5UZuE1ugiIriwIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiArLPaLjf7pS2a0UklTWVkrYYYo2lznuJwAAOZX0B4T8K7Fwa0dFSQtbLfayFj7lVOA3iQgEwswSA1p5cidxGem0DXXwicIoNL2k8XNUQOFTVsdHamtk80UR3Mke5o7n6QCf4st+kra2qL087xH9bucZ7j0UPf3OX3ceS5nQ6VZf72a3fIsOq7oDTyvbhh37C0nDmk/mWvK6GqkuU1sfO2ohJa6SbO457c1dL/wDNVU5dVTEyvbmY4/KqfTdAxuYoT+G8+Ykc3t9lE1a6pQxHmzrLSydWSlJbI2Bw30FSS1Tq2vpsspAHk7vK8deSrdf6jprpUx0VI2UUEPJoaObT/wDNUFVd6qCkhtdB4lLQ5aHvB8xb3CksLD4raZxmoyfwnFuHk+v2ULKbk+KR09lYPj72p8F4E60MmuL46m7SmTlsacdAOhws+0Npaa8XJtTXRudS5IJb1b9lYrDHVQVELobfHM6pjFOWZ6Z/MuoeHOmKa0WKG2PtoNQ/EpnPMBvXH3WnvXq8GfUu1O7+pUtlu+RSaV4eWCx0Drh8kxpc7cyN3Nwz3W1dNaXoaOnhrZaYSyOw8gjkR6K2VNvhqKWUtLMMjIhdtwc+izTRtdS3zTkE8HOWIeFKwdWuHYhTVpQpxlhI4O9u6lVcUm2Y/qm1RUML7/BHtaHYkYDy2nsjIqdjIGsIDZ2AsJOW491UcULpFbLDDZYyHVt0mbHFGOobnm4j0VrhZS0R8OZ34Tmhjnk5aHY5fZX1nGFTCMNLM6eWVdfRxtEbJGtkwcDsQpI8XcyKnazc7LAx3IAeufVSoJ6ieIeNIdsRwzI5/dTJCZ4RTSsb4YdvbI04fn09lr97HOTYUGlgpJbTNMx0NTIHSu5SyOA5s7NWG6m4Z2K8ujqqZkMdZEC3w2t+v+8fVbBFQ2N8cjo3TeFzcP4x6KFklPUF00UJj8UnO8eZvsCsVSNOssSM1GtVoSzBnLmrOHtwsEkjjSmVp57wMhqweopGNJZg5C7PulohracxyQMcyQFvmHIjuVoziJwwkoPErbZGXM6kDsoG6s5274obxOs03Vo3DVOts/E0jU0vlJc3ryCtdVAd2wjmsvpp7Lbpa6HUcxjBpnNpW45vl7Ae6sclNvib4nJ5GcnqFSlUaSb6k04qTcccizs2skZvic9o+po5fqsj0rd/3Hc33Clpoqk1MfgSMk5EDs77hWSopJN2xoJcRywVNpYJajaInfjRnlyUlQrbojLu3Ti8m3PDbLQiaGp8cFuSDnyu7hYBq+0GohdXU9IIqiAYewH62+q2BZYS61U4nyHhuXbBn9VabrQ1AdJMZPEcB53BnLHphTMJ5RyTXBNmoDenWWt/f9HZmuEzXR/KOdnGRglS6OtuVJIx1FVvgbU/88jbya9uc4V61Fb2WeQ109E6eCuaWxlnItd25D0VqbTVT3SRySxOjgYHyY6sB757/ZbMKhSrSUvaRlNdT6V11puXh9qyzOqGVBJM3IGNmOTmHnh47HH3BBIPAvE/hvfuF2qZ9OXyAgY8WlnGTHUQk+V7DjmOWPUEEEA5A7ntF3uNfI+RtG1sdIwMfIwedzOz1a+M3C9nGnRgo4HULb/bG77bOW7HyMAJML35AAJPIu5A92hznKTs7nupcMuTIHUrLv4ccV7S+8+f6KZVU09FUyUlVEY5oXFj2HqCOqlqcOWCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAts/Dfwml4na7gluNC+XT1me2pub9p2OAyWQkhzSC8t28juAyQCAVqqnp5aueOmgYXySuDGtHclfRHhNw8j4L8PINN1jIm3moxUXJ0Za/Mx+lm8DmGjtlwDi/BIK1buv3MNubN2wtvrNXD5LmZLf73BRwNYymYymhjEUNJEA1kbQMNa0DkABjkFra51UkjHTStcXO6kHk0K5akuUk8r2FrSWuz9Wceyx6tuIfCGyOBIG0N/MAVzFepg72zt+JpFuqI3VM7GNc+V85wHE84wrxa4IqKKRxkazb+GWkeb7hU1FHDE181Q47ngbQepV3goDTSRVlbSFzp2fg7TnH3UfUn4nVW1FckTbbSSS4c+d87OfkcfpPqrzQ01wqXxNipI9sbTEztuHUry1Wk1VQHCNzY3DeA523OBzVfRxPeyS3wtnfUTP3RPaeTQOp+6jqtUnIRUUbA4Pabpq29RVUsT3U8Dwahx6t9QF1XR09Gxx+WY4UrCAOXbuVqDgZp2k+QZVOLnkDbKAMYd2B9VvGmiDmttwhIfzc556bfRZdMjxRlVfVnBdobnvLpx8NiCQtL5qq1wtnii5bX8gc9SsIe+9acuMlVZbj8pLMS5zerHZ9Qs1MfiOY2KQsAOMZ5Px6rHr7Qvq5HvawEkHcQOi3KtRx3WxDUoJ7Mx63Ora++yXe83OSeuaPI6RmWlnfb6ALL7pU2xtRE+gc2thhja+VjTyefT7q30Er6djai5U7KhrIzDGIxhwB7lQw0ot1O6Cnpzk5kLu/2wtV1tvE2VTTZXNrjVyfMRU/humOY4v+rHp90EkgePCgD3hwe4HkS4flKk1lXa/kKI2usDqt7tzSPqae+5eCSZ7HPrA956OkHLc5WTqNPDZdGKaKxlXNK51S6IUr5Hedp5ho9lA2prM/u5zGfKNd4njH63E9ipDJtsZjDg7HRrjzH2Xr3Br8iVheADkdPsQre9fMd2uRUAzscRLO5zB/ZMd0YO6pailZXxOpfCMhfyDAMkqIzveN8rw57vqwOQ+yisFRO+8PqaV+3938wevmIV0Z95LhZTDguJc0c1cVNKUlFdnPELXBr9wGPocsCniJJJW4OPsAt19papjsC5OeXtz1d6rVMpGMEc/wDNQEnwVJRXLJ6HpsnWtYTfPBZpfw9w8LeXDAOcbT6qGzE/vBuBg55jsqir+/TkFTUjhTVbJuezIHTutyE3gy1aPFF7G5rHG59E3Y7acfl64Xl1p4tpnk8VkW3YRB9bj2z7LzT1xoIrW6ape8OfF+A2MZPiZ6O9BjKyGubQslhqbNWsqo/AZJLjm1shHNqnLepmKZwd1TxUawajv+nXBkzZXlsjhuy7mR7gLXdXbm0x2snbuhaJJGMfhwyeh9St/wB1ppqkyXBlLskJ5REZB/Vaq1raP3TX094lt4kpYpPFmjaPxHZ6gn0W6nndGGnLfgkYiZb3QtNVbJw2OqxTzggHLeoHssnsl2gjftopXsMYayUP659B6hY1/VZ5HVkTZYGVDyY4j9IYTyyfUKrg8KiqnwyVsXkALMHLZc9gfVbVOWdjDWp43NJ/GPwhmtd1bxNtVPB8tX+Gy4CEt5TOadr9oA6huSeZJ3Ekcs8vr6X09PYL9p2t0JfaN9Qy6tdEZHbXN8Fw54LgQHNOC04OCAey+efEXRFz4dayumkLq38WgncxrwDtljz5XtyAS1w5g4GRz7roLGv3kOB81+Bx+qWvc1O8jyf4mOIiLeIsIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIijghkqJo6eFu6SVwY0epJwEBv74PuG7NS61m1vc2f1DTQEsXmwXVTv7PGHAjbzfnmMswRzXV+ra2aniaC0AzgkF3MkeqoOGmhouE/DO16TwBWMjNTccnIdVSAF/Rzh5RtZlpwdgPdWC61ldPVyGeqdJt8seejWegXPXtfvJtrkdhpdp3VNJ83uWepc8sc5jAG5+onqVQxRQTT5jaSceZ7uWw+iq5PFO+nyXBvmjHYeq9pyKsGpfSmFrHBr+XU+oUFUlxNs7OypqKx1J8LqAxSRVUbvEcAIPLkuP+hV9o4JwKdtZUOeGNDYwB9H39VS0sNPK8VL9owfwgRzx6rI2QMo2xS126Izxl0JaM4d2ytGtPodHb0+BHkVIZ8xBskjI/NtbkFv8A4K60xMhjktwfBJEAHPPXJ9PZU7J5p9hEjqYNZtkIHmk9VebVTyzTRbacmMkNDv17BRdaeEzeSwss6c4UWuChsEAhkEj9jXZ/iceuVm08s1Qd0zg1w67OWPZY7osR0thpIIYSxzYwS4d1eZZvJtY8YePPn/RTNt+rt4x8jyy7bq3MpeZ7NO8/hhgc09cdlRyV9VQ+JEyBkgI28+oyo56yjmdCylDmljMS9gVQySxOOY95kaMOc89fssNWph7MrTgnzR42NrRue8sJ6+6lPkkMZlDycdcHnhHzGSGSZ7huBA2lUb5WnIjeWD859lpyqJLY24wbe5BHFTU1Q+ogY3z83Y5hv2U+SarY8DxvwnjxBGOY3diqAV8VE9xiiE7HtLeXQg91JbL8vEQ5rnF55c+h+6wOql1NhUW+hdTUOJdHO+Mvk5ukPLZ9vuvRVbmZJGOgPqrOawShjRTOjfC0DzHlIc9fspctwIje2KFznPO7f0DPUAKnfZK9xjoXl1SQMjOFRaf1Zb7JqS42e6StiZXwiamkecAuA5hU9XcbbLO0WuodLEIhvJHIP7gLWHGZzKmysnhlcyqp3ZZI04cFd9YdJ5yX0rP601DxLDxu1fSan17RWi3TNlhtkL3yOaeW49FhUzsnpj3Vl03SmN9VcZ5HvnnPOR/Uq7ucXYB/VaMliR3dpbq3oqmuSJPhGRwG0HJ6HoVBNRGMGY4aCS3aOe37KcRg7QeXuVFI5z9o2HkOp7rLGeORfOOS66Ov9TQVcdFJIyRr3YbvcAOnutn2Ka1Ascx7WRzuO5h+nce+Vpl9LBJN4NvmbO2RgEvLm09SB7rJdL32djJ7c98YgpsOG76pB/utyhW7t+RAajYqqnUgbNbE1/ihhc9oJyDzDiO+PRWC92WnqKWojro/I5mGhgyXEq80M7KqmjkileDtw0t6geimy0dLVTQsZI0h7tjJc4aM+uVN0aqZyVak4PJzrfrRLaa6WhqcMjwebjyaO36qyx/I259OaxjnUcMmXsA3EMPUhbi4h6ZmqbfLcp5I5BRzOpxLGATkDkMd/utQyOthpq2CuqBT1UTR8s0czMT1x9ltQfCy9YrQz1LzZrlQGZ5pxmlc4mn3fW9vYey1X8WvDKDUWk4+JlmiDauziOGtjAYA+nPlD85DnOadg/McEdA05zWllmphiIM8jeR7krPqafT2odNx2ltUXS3Skmo7jGzk6JrmlrsZBAJBPZSVtVdOamiGvrdVabg/7Z8xkWT8TNF1PD3XV40lP4pZQVT2QSSxmN0sOfw5NpJwHNwRzPXqeqxhdImpLKOLacXhhERVKBERAEREAREQBERAEREAREQBERAEREAREQBERAEREAREQBERAEREAREQBERAEREAREQBERAEREAREQBERAEREAREQBERAEREAWyfh40HJxA4q2e2yUPzNBRSfvC4B28MFPEQSHOZzbuO1gPLzOaMjOVrZdb/AAT6SdRWXUOvaiCQfOuFqppPEbscxpbJNlv1ZB8LB5Dm7qfpw3FTu6bkbNpS76tGB0Hqyvp222WoNSHVTpvCbCTzA9cLXk0gklLXuyM9fQK7apEUt1+aa872t2tA9FYDK0HmXDv+i5S4lhHoFlTyyQ57BM4SVW2Muw5+OQaqqg3TeZu7wnuxG31A6EhU7Gwzg5bmKQ58wwT+ivVGY6Uuhd0e0CNwHMH0UXN4R1NnT3LpbKcVUsUDItziMPOO6uQuVdXyRUksDNtDljHY5uGe6kUMj6aMeCC2oHNzgOoVdDG5sB8NweJRl5PIjn2UdVllk/TikT4qiURut/yrXtkcHmY9WD0V905UVcldT2t7RE1soDJXdWg88K1TVFvkNNFa3uaRHioGO+f81dLE2OS4QjxXySBwL93bnyUdXb4WZKmO7ex1LYZ/DtcDdn9m0BoB5OwqmaqYx3jGPJeD17LGbfdIW2WOoZUN2Q7Wlp5EH1VHVaspwQyKcDn5nO7D1UlK7hCmk2ecK1lOo2l1Moq7pbZKinFJMZGMaDUOAxsHoqWtudL83OKWdstHuB3Ad8dAtd1esKKlfNDBL4z3OJc5pw1zfY91bP6ZmGLZTndG3q1xx19FG1dQjLkiRo6VPmbKlq2uxMHbCDjn3B6KlqLhBh8WXOcw+dzDyDe4WtJ9Xytc2Z3iPZ1azdyPqoBq2YM3OJjje7l9v9VqSu5S/dZux0yaNgyXQwgwwwtMcgy0nq1oUmWtqmNigllaYCPEAHVqwZuppZtwlA3BvlaDgge69jvwLHHeXuI5c+gWJ3LZlVjJGYmuMe929zojyO45Pt9goBdYcbZp3+KD5w0ctnssYhvdM/c7MkXiNxGwcwXD19lM/fDY9hjp2iSMYdk8nE9wr4V0y12rXNF8NZJDAA0s+WDiYWgAO9y5a115dzVymnLsgdQskq7pI9rpXhrS1uAWjBI91rS81ZqayQl3cqspd5JRRJaZbcM+NlCxrY24a0AdV43mOuAvO2d3NesBBx1WY6FrKDY2uaQ85HZTzLFHsZUS7aZn5gPM0qUGZGMkKfBFASXVDxtb/wBGBlz/AEwETME8YyVNBA0wvqGPETYXZYNoBcT0cPVUEzIRUx1cDXOqmEmVh5NcfRVkss9MI3zRNqqeIFscUYw6Nx55d64UVXHIWj5xjad5Ac7l1B6OHsssZYZpzRk+h75JLVR2MRuFVITyLvKR6LOPlm3Knqad5bHt8hZux15df9VpBlV8q6OaiqnRyxHnJzB/RbMsVxiuNGwOmBqA3aYyc7mkczn1Uha1eF8LOa1S04X3keR5cLbHEWgv2xRtMZYXEsLvU+p91pPWFljp734ohy1hL4zj6T3x7LeVe6NkWA4ljG7GDrj3x/qtS67lhnk8MzbJgcNLRyc3/ZS0aqZE0qbUjCdzi/fHKxrXEZaBnH2yr1pvbSV80mQ2SUDeMendWxlOZpCyOPO0Fzo2t820dwptDVVDZC58kLWEglhHmcB6H19VIUZ5NW5pmqPjZ0axzdOcRqIxTfNRut9a+GAN2Pb5ozK8dXkFzQDz2x9wOXKy+gfFrR9HrbhLqO3wwwvqYKc3CGWSRzWCaBpfuaG9SWb2jIxl3bqPn505FdNY1OOljwOF1Oj3Vdvx3CIi3CPCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiICKON8sjYo2lz3kNaB1JPQL6OcONKN4f8LrBpYQGOpioxPVh1P4Mnjyed4kHUubuDMnnhg5DoODeE1jpdS8TdLWKudK2mrbtSxTuiIDxGZBuLSQRnGcZBHsvojqevqJGODwGsYPK8cic+qjNRnsoE3o1JSnKb9DXt3rX1NS/wAVrfDjO1jmdHH1Ktr6wMdIyOn8V0rdvP8AJ7hVdwjDnv8ADJODn9VQ7KhrfFGDKTyJ6LmrmW+DurGGPaKqla+AOApxM+Vu0nPNvur9a4HVMsVPAS1zeTXv6e6s1AXxEwQ7WulxvceuO+FkkFPK6Ixuk2taRtaBhwPqo6tLB1VlTwslyjcz6vBePC5FrT9eOqns8NjhMYyQ8EgH8oUEdM40Rqo5myQwvDMdCHFVdNG1xayMh244Ln9BnuoyoyWhhFRLHa2VVE2jqmSMc0GoczowE9D7q4RT01Dc5mRSxyU7HAiVnPHsD3VngoIKITQh5fI5x37Ojm+ue6n0dOyKDwoWF0TeRyccz3WrUSksFZxTWMmWTavrpI2Gnftx5CDyB9Fa63UM7nSQSyyiTdiUs5gMPUK0FobJ4kr5JIozkMB/1ULnuYw5BjZITzI5ke57rEqEOphhQpx5Iq/3xJEx1HBTFwlA8J4/I0czlQOr6ioljiJaHOO3fnyKmHiP5uic07eQZ129yVLlxJE5rYy9rhtbj8h9VkVOK6GZRj4FUKoxVBjkq3lsbiDj6Y/sojWbSSKpxhOcuHMBvsOypGmkZEyFr8Ybh73DkSot0MEm98GWN/Jnl91XhXgVwia24VhYAC4+bPiOPmI9CPRTnXWuBdJE4MwNpI9PRUJlLAS4eKSMZ9VKfUnYJGuDZCcGMDk0eqp3cX0KqCfQucWoZ4CyKondHFH5gWDzc1PbqmRzAwAnGS0nqR7rHpyZPMGuLfqPbPupzK+Kz1AmvNA98c0JEWwZ5noSrHbQn0KSpQ54L5V6qnrIyZnMyGho2jA2rH55vEc6Qnr0VPvcRucME9vT2Xm4Z6491bGlGD2MlOlGntEn5PL3UyIAnHLmpIcD3/VTYi3lk4ykjNnYnHIz2U2nBaTUM2F8X0Nz5gfUeykPeBgg81HA8EtcAHOHUdx91aYZborc1MnnmqGMmmaXSPdyY71GPVSovx27vmZpQW7GOnbggD8g+ynTFzGR/NDcw/2DAM7fU59F6Kupq6d9GyCGnggf4o8XlJI7vtPcK5bo1ZLBbah01OTPSU8csm0l0bh5S3v+oV00/eBa3iKRh2ygfm6Z7lUFVHDIwNOXOOSGtPR/uFQSCkLIm0s73z7T8zBjHhO9itqCclsatanGouGXUzG66piGIo9pmLg1rM+U+nP3WrNU3CpEz4ajMTmPcY2M5iPnkjd35qrrqipMTqSmDHh/l6c2H1HqVhGrpahlsdFGXN+YkZTucTkkk4I9ipS1hKTWWRdW1hRi2l0Kxt+8Rw8O5CGscPLMGY5/w/b1U1sj4i2UmPxYnZDWnId/4FZYdNQz6Wmp7iyJr7PTtbBJtAIAHc91g9JOKg+J4ccYGBsYcg+6lKUsPBB3NLD3Ni6Wq30slPVyRmLxMSxNaeWM/wCS4F4taUboriPqDTkFPUw0tNWyGkFSMSOp3HdE48gDlhByAAeo5Fdt6arG0sshqZ3NDyDE0jLR6/YLnT4xrHHT66tOqqVtQ+G920CSV7fwzPC8sLGHA6RmEkZJG7PQgLoNNnibj4o4zW6XsKfg/wATQKIimjmwiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiA3l8GtsrarjVT3imjBhstsraqqeXNHhxviNODgnJy+djcDJ82egJHW2qa4TMc9wbGXnAiaegXMnwREs1tqmRrQSdPGPn71UB//ANV0HqyvoZ6iOSmikErI9kpJ5F2eyhNRf6z4HUaLD9VnzLJG4PqGxVtU2Jj87pXHly6BU0Mkcrw8yiKPeRvcOQHqpdWIZWiOYDa7mcjIHup1NDGHsbNnw3fS3HIjsfsucqvMsncWccJIuVFE9xD3ASjmIh0xnuVkNDE/aZKny48uT15Kz0MYILMlrz0V9oRHOI2RxyhjDiRz/wAz/Ueyja8jqbdYiVkNLM4MmgjLY3HZtJ5Pd6/dVhayLfTyTOjnB2y7RlrWHr+qkFrxKHTTvfSwOy2NnUHvz7lVcLXCPb9DJOrnDm4dRlR1Rm5HzPYnRwRmljp3FzxiF46BvqVFI6d4DIiGsd9YPTopmXHzljoztwA3nkepUmWUtidiLdvw0Y6N9ysPMPchY5hcxjarDB1BHKHPU+6lPLQ7bJVExfxYyAPUL2XwP7Pxm5cMOcRyPspZMEEmZYnOiAx4Y9exWRFEGzTuA2FxeXZMxONw7DCnbnA+d4BxyGQAoA/Ad4sXilwHMcufovDI55JNMwl4wI/4PdC89AOXRFpDneYgjk0KHcC1jWQFoAIBJ5vz3XhZ+EZBluzkfNncpR3Skhsp8o5ZOMIXpZPC8tY6GV48h8mO5XkkrA38KQb3jByO3cI5zmAAYfkZdy5heHaWkuY3djGMf/vmql+CDkNxmc4MxgA9lJcZ5mbn1rpi3yFjhya3sFPDDI7Lnu3geTd0PsVLx4r/ACxbHRtPignAehUp3Oe1x8xIJ5j3U2Jj3QGqcAY2vDSB1/koJDGZPKSMgEe3spraRkdWw1W9j3sDo8HynPcq1ovk9g6SJ5zCSWN5ZUQeG4SSMxuIJGD0x0wvWbSNpIB91iktyzOxOjcH7iQPbPZT6N07JAIJGsdk+bbkkeikNexjQ0DmeqrKF1MHn56Xw4iOWOrndgsW+cGJ8mV0VTb6TYy9RObTvjcI5owS57+wx2UjY6dkYuHjPdF9Egb5Y2en3VQ2ASU8r53xtMT2gQOPndkciB6e6hEkxlLIXYcxp/DefIffKvRhaS3Rbat8z5RJ4fgvg8rHxjJcB3+6ttRFTvd45e6OOR34j3DzNHdzsdVcqo4wYah0fbI9D1Coqk0Ike26TeHDtLdzOeXY8o5eq2aTeTFNYLFWOkeXT0lQ1zWOxFLGMAEdHYWG6pgqblb6lpna6rcNwlbyy8HIdj1ystq2RMPU7hybt5NI+ys9dGHwmaKEPY120Fvf1GPspi3fC00a1anxR4WY/XcaLrdtGxaSnsvylylLYa2u3gtkYD1aOuSqy2Nc+PbQlr4425fgYyPVYrqa0UEGoWusk/j07g2RwxyY89W/osipYhEyJ5jedmCWNdjd7FSM3HKaOYqU5pPiecGRWSvq7XVNu1HAyeSB3KOUZY8dwtf/ABe2ie68OtP6nZJTsit9xkjkhGQ4OqGA5aMYwDDg8+7eR54za21NDBcYKytDm0DX4miDubW9zjurX8RFtor9wVvdfbamRlLa5IKyFr2Z8VpqI4sdeX9qTnn9OO+RK2E8VIs5bV4cVCaOJERF0hxQREQBERAEREAREQBERAEREAREQBERAEREAREQBERAEREAREQBERAEREAREQBERAEREAREQBERAEREAREQBERAEREAREQBERAdLfBbQV0Vbq7UcD4RBFSU1tkDid+ZnveHAYxgCA559x1543HfpWy1zxG7LGcsjo4+q1Z8HDmR6X1e5x2l1dQAH7R1H+62Tc5v6/IwO8rjkg9B7rn9Rl+tZ2GiQ/UR+P4lJudIfEIAb0DCq23Mm8bEsu/IxHn8rfRUY8IwOkecSb9mPX3AVwo2tc3aWgg8iT1A9Vz1R9Tu7SnhRL/QREsBzkt5Z9VeYX1RxBAAIZTl4dyOR6eitVvbG0h2PKBgHCvMEh82+n3Okw3APIH1Ki6zOjprCK2lbkRwtqGbCeQx/Zk9dx7qr8NwxFLVN2AHDiMtH2Ug08bXGMSRb3DzHsVUtZTQN3Tsk8HGNnfd2/RRs5GVeRIM85aS1zjITgy9A5vTCOc7P4gA5cmjACie8NDvmGFxwMbOSpjIJNzjSZMg2sZu5xn+IqsN0V6EJb5jC5mHHzbSOTR6qUJGEM2wvwMty7859fsopGObE6cPcCwbX7jku/8ABQNMhwWyF4A/D5LIhknNlnEZgdG0MiOQ8dST7KESxh58SXw5NpDXY+oeihlexxaGvbJKPMS08lLwakua9jQT5uZxgD0VC+PI9ZPGxoppBtJPNx6YUl/h5O2TlnkfVeeJ48bmeEAY+ZJPVqQSUnigVL/DgLDgnrnsEMsdtyLPl2gbSBkkH6h6KZEC8YZz2gucCcZwqUHZtka5vP8Am33U57afdgTGVvLLm9SqlxUTl9PtJG4/UHdR9lKqISMxvEb8YO9ruueahjhcInPa8hsZxs3dc+ihZAGkeG36T9JPVVyURDHHF47BM0NhLsF5PJRAQUUxE0zzG52D+Y47D7L2aB0sZjLNrXHOwnkFDTmVjjSx0zJnHDg93IADsqB8iOpeHuDQQdvcKUwAuzhv6rxmXOJLdoPQKaymkPL1PVYmi3ONibE0BrpmjeyP6h3wVUU7GTPhc4sbAX4LnHl6q56LoPEt1+qJhuDWFoz25Kz0VvjMEclTG7w3jynsTnt6qxxwYozUnJeBdHSVtDLNdqamZVtkHyksrxnYw92++FLkit83iQNqHsDBuhEhwZD6KqjttdLbHX6mkAiik8KSEnDMdA4j1CoXPZUVFNbDQB028MEh/wCkz+Ynsq7liw84JFW0P2/NOY7LPJs/L7FWypLIWtd8u2QMwXMPIOA7fdVmorTqHTFfUQVkEctPE/D3Q8wPcHuqCR/jQFwILTgrPTTT3LdpLK5FkrZ4qiR07W+BG92WxH6mf7hW+rhjgeZJK4Z5N/DHLB9ldaqoaxktPLTse6TDo5CfpI7K0TSNLDE+kbHK47t7T1b/AAqVpckYKiMYqLXEasx0UsZ3PJDwfqyqqmc6jY9j43hzCWPb9XP1VRW0XhU8UrfDMc4eBt6twe47Knpo3MZ5JA8NHU9//FbudiCuo8yKKenkLXuheWSDAJHNvsV7xVcX8ENXQMfiNtBH5D2xUwn/AEUM7pB+I14a0HGAOeP91J4gsrajhVq2gpaT5nNrdI8x5e6NrC15PLsA0k+gBKlrL3oPz/mcfqi/VVF5P8DihERdUcEEREAREQBERAEREAREQBERAEREAREQBERAEREAREQBERAEREAREQBERAEREAREQBERAEREAREQBERAEREAREQBERAEREAREQHUfwiYGj9VnPM11NyxnOI5P91sSvqA2Z5JbkDaD3d7BYr8KtBSwcHa+5QQYray/VEEr9x80cdPTlgxnAwZJOYGTu55wMZJdJWS75IJxmDAw7kQ7Pb1XPXy4q0v76HaaP7FvD++pKjy6SJzA4vYDknnyV/odrtpmcNx5Fw5BWOCOVgZOXOaJeTvV/r9gr9QNZsyWZaT0XO1OR31ostGR25uI+TsepPTCu9PJEx4dK1xa4YicBzJ9T6KzUb3xxlsDWPEgw8n8o9le7c1rntijDZJJSGgZ7qJrdSdjyK5kMO1lPKcTfUxhHIN9cqd40To2uDJXhuWPe787u36KB1NJS1MkM7XPmb5XGQ/SPb2U6QzMAj2+cYLG45EqOnzL1vuUz5ZBGYjC0CE5MnqT2VLGXGU+HK2OYtIJd0LfZVUzJHNdK+Pe5h85afKD9lQzxmRoZJC5w3bw8dSB2WSBd0JZbH4fOQ8vyuP1FeRyNaNryWjHNo5kfZTJJoGytqTA9zMbWtxz3KQ3AwHEAuPMjqFlSKZJYYYJDJGzLJOQz6KB5ZI4MmLgc5EmeTQOxVRz3Ofu2NIwFIk2hrmSvDM4MbMZD0wZE8kEm57HVD2uDWOw4t5Db6KAiKcf1eN5DjkNPMj3UcwqC4yzSmQOAyOgdj/AFUMlSaeYVFqf5A0BznDIB7okZYsiZLGQ9hgL5JMZee2FHFIyEfhANIPIEZypTi3nEJWuHUPHcqYZ4Zi1xp3RtDfD5cyXeqF3oTBta4SObyPIev8lPD6XLmRVDXPHOPcOXvz9VSRSQtY6ORj/HDsh3XI/wBFP8mYn1UQihceZa3OWZ+r7pgox48LInMdM8VDnAsH5XM7jKhEbqiaOCTLGnm3b1/mvCYg8+ABJG5xDSPqLey8ZI2mbBUicSPD3NdAT5mt9UxktexHMGxynaSBkgNP1AD1U+KUd/0VNLMamV1QY8bumeuFOYMt68mrGyx8tyBmqq+zRXGxxU7nG6loikA6equxuj3U1HbIaZrmUTMTRvOGl5/MCqSMNcQTGCQCQ7uFVxU8FE6nqahxdBNl02B9IVrfQxOMVuU7orqJDJHNM22b2msiafKXdnYV5sEFJcbrK+kfJI2nB85GA9vYq3PbC6bxoJ5jS7yHMBwJG9gVLivNTpu7x17YHOpJPLNC0eYN9lRb7FJJuLUTYDLZFVUM7KkbmlhB3c8rTkkLYaieKPBZDI5gJ6YWxdQa/stNZ5HWid1RUzsLY49uNhP8X2WuaNsvyeXbi55LpP7x9VsQXI17dTSbkUdRExzw3IDnEDB6D3yrfXMqoqj5Wfa3wnARbhjdk/4hXWqZC5hbI7IIPQ8wrVcqy73Qxw3Ax7KRgZC9jcOA7En1UjSZWrllir6CSG4zRzUr4qx/MxjkzH+gVAyVxJ8OOUPPMEdMfZXSthrakGW51Tp6hxG6XPUDoqQy1UQdVW5wpp4gWuc7mJG9yB6rdi8kPdLbJRzGomkhhpgM1D9jR1du9vRV/hSR6Q1bTMgcNtgubZfUZpJRkqzXLfHHHJBM7xuoe3k5p9Qq9hfNpS97q53i/ua4iSI9XD5WTmT6KZs94RfmjjNSWJSXkziZERdSefhERAEREAREQBERAEREAREQBERAEREAREQBERAEREAREQBERAEREAREQBERAEREAREQBERAEREAREQBERAEREAREQBERAEREB2D8MsscfBCSE798l8rHAN7jwqcH/JXS6Ma+o8eYjew7WYGCR7qz/DZWW2j4MkVr5RPJcaz5VrByc/bEDn2wArrXuHzQydz8dPQrn7pZqzOz0zahTKymJGHhzRJ2a45ar9QPa2Mbz06lWi00bqxzYoR9PmkcRyYPVXigZvcSHt8PO3d2wucqbo9BsuhkNAQYstyB9uqvVJG+aUCjdskHNoH5T6qx257i3Z2H+SvEQrYo46miBbIHAMOPq9vdRVdbsmU8Fyj8Z7nyXCd8kz/AO0ee57D7L1z2hhiMkjSPpc3mSVNigqBBvldmUv2yDHVx7L0ERB8fh83cg//AKvHoo6XMyQfQo5DO6RgAbFtGOR+r3PupbiSTtl/E7ZP1KomkkjwI6dsjgdwc5UznPfG6MNjcAd8kmMFrvT7LJDkXFM7d+WTcGnm09ioW+V2BDh45OJP1BTJQxrRKSPxD5mN7HsoXNaGtfuBLwc8+fL1WVAl52uBLufQNcOShdIJnNge0MbD0JHdT5GQt8MRzNmLm5I/hJ7KVI3EjoA0b4vM55PJ3sq4ZVNEEgnY1seQTHzZn39VJbGCBI1rYmb9kjnHDdx9vRTnh0rSGxP8rQ8xu/MO+CqXwWVZkdEwt8peGOOcN90S23MqeSJkpYDTFkZjaSQ7HU/7Ke+GqoZI3kN8RzRKzuFTNnxAaQwjbLgskPLGF5CJCDTMbLLUPOWHORs9EwXFS2d73GSV26STm7AwAVNAjcyNxrDkktMHUs/+apBPE8jDXNcRgB3Td3CnsmhdUvfXN3OkZt/BGDuHQFUwUbaJjq+Oenit/wAiYpKZxLpsjDgTyCglgihqHF7WvdyzOzmPsjZMxOa8bXuG3l+YJH4VO0RCIuafTsfVGUIgxwwHZJHIqa2ohIFI3JnDtzsDoFAX7T1ye3uombQ7fgZPIuwsTLWVMTsAjGfYryFrwX7pHPjJwGE/T/4LxrwAQ7p7KKMtYcuac45j1CtwWlUTHjazc1hA2t7Fy8G97DHlpaDguf2co3OqII4ayWEbXEPjA6OA/wBVMkr47pWOraSi+ohogPR7vsrcbFufAtNTSQxgOMQcD15f4qXVNNDTRB1K/ZVj8B4PQjqq91RG4ujqXup2OPnjczPmHp7K3Ojq4Q58jy+ncdke4EiI/wB30WzRRY5N8y2zxb5CBCHOcObf9Vb3lsrXupmYAO07uoV1rI3RxStleGugcHMbnD3A9fuFa6sPbJvnp30riATj6SD0W/T5GGe6LZUCOMDEW4HLR7H1Vu8AlsxazxDtJbH1LR/EFcqySFjyH7iyQbRIPyu91QGOZ4IptwkB5bc7iPb7rbg9iOuF7JZbjIYI2inbHO12MPP5T6qqggfLpu8SlgMj7XWB5HoYH/4KmrpDAD8vRnY8n8I/lz1WwOEBdTats89JPvLalgdlvIAkclMWcsQS8zjdRhxNvyZ860UUg2yOHoSFCuuPOAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiA7X4I2CjtvAbSlfAJXyXYV1dMXkENkFXLBhmAMDZAw88nJPPGAJVQ6O23GW4VMDqmPmwNZ2J5BXjhJLUP+HrQcEsg+Xioa4sa0YO43GpJJKtFaSKmQPlZId3J0Yw3H+6gK+9Sozs7DalSRU0d4vFlcBY/ClkuMZgnY9mfDB7/dX+1x+HG2ned4AG4noXeqsdEagAOgnbEXc8ke3Pn9leLeXP6hzImnA59SudqbrB39msYZkdDO+JpqxHufH5Tu5B3oArzSmulMcbaweb8SNrOkbz15rG6SQGYEybGkbSCOyvVLNDNGYZA5szseGIuQDB1JPqo2tEmFyLxE/y7PHkc8fXk+Vx9fup5d4m7axzNw6E9PdUtPM6k2SsiEgYc4P5vZTnPllkdNuET5OZPZo9FHSW5envklzSzy7ZJC1pPlaG+g9VSyOjkY9plMbxjMQ6SFVD2l4MojaGnyuI6/qqZ52ObJK1uYgRGfVXRRlySy9gd5AN+OeewUpm10hDA0AguyT1wonSYJD2taH8+f8AkqORzppS8NaeWHDpt9FmiimSphMIc9zYXFoG6Tb1KSOg8FrA5pLz5Ys5cB6kqmlfIInshcYw4cx6p8qymDjIY3y4acA83Z7Aq7BTPUiqJJo4SIJSSTglx5gegUBw9rTHlj2jBwebgopYZTTtrBEBG5+xuT39MqQ+ZgD208zZocDcCMODu4CYMkZE3c1zix0rQx3lcXDkwd8KWC520UM0rZx5XOHLl/dSWQNAjieyWBvmaQOeT1BPsopImxPc6lk3tG0iRp+k+ipw4L1LJHHG+YgU5DnMG57e7QP9VUFsp30bqFwdjxjJnzNbjoqXx2OldJTTuY1ww47cZPdTN8vh7pqyV7yceMBjLf4VTBXiZPmppKWSB73AiSMSNLeZASKWpbuibNGyPO9u4Zc4/wAIUimiETmsinLpJn4DHc9o7KdLH4E76WRmHxuwR/CfYqjRRvxI8P3bX5Dh1B6hTGtfG0Sk5jccNb7qm3kHm9ziTzc48yo2uldgOI8Nn0j37rG4luSqY6POZTgY/wAVV26tttPHWMukp/FixACPqOeytxI5BwGDzUZbSSvi+akIhYclzRnb9lbgsayitFZVSsjpZKptRQ0oHhOa3Dhnrn7Koq5oaWqZVWGVrpIQJcgeXcqZk88W5tG2Nrntw8FvVnqoY/wmyvxHlz/MGdj/ALK3GdymMIi+blqHPqKyRjqqVxMzRy2+49lQTy3AllPHMW0NQ7Ltw8rnDuD2VS+YRs3eEM9j0aB91b6iSo+ZNPO57WnzNge3ytJ7ge62KSMeCmr4n4inq45JmZLY5sciPTKt1RLWSZ+amMoGGtbjm1nb+SuFTfquhov6PiFkkVTKCHlvmZ/dVJLLJQuqqR8RMj8Fsg57QPVbkORY91uWiqw1xBIka4gAt6B3uFInM7N24lr4+TXR8jnsQqqQQl+HxAOcC8Ozyd7KmjIDfw4ido8oLvpd6+62U9jRuN4stVX4LHRVk3iupw7bJnk73WweENGZtVWuGjLWmWpa9jXnGGA55+619XGWSYyVMe9snJzRyDfU4We8MIN97tkTKraYqqJzXu5OcN3RqlLR8jkb9bN+R845SDK8j+IqFRTYErwP4j/moV2h5iEREAREQBERAEREAREQBERAEREAREQBERAEREAREQBERAEREAREQBERAEREAREQBERAEREAREQBERAEREAREQBERAEREAREQHcnCcvPADQzWtzihrD/APr6lWqqqI5qiR1LC6GIuxiQc1cOFkrIeAmiASXH5KqGxvNxJragjH81b61lU1gqa2COnFTK5jIC7zAgZyQoCqvaqf31Oxs9qdFeX8ioo622SMiooHOdUMcXVRI5N9AFeKKalIc0PkNZuGIwOTWfxK0aK0Pq3W1fVR6Qs8lfNBgzNjONo7ZW2rB8NnHaV/jx8PqkHGfELxkj0UJKhUmswi38Dt7e8oUko1aiTXi0jFoGOezdO2QD8xIzvPsr3bDOAQIJXkdAGHmPTK2TZfhy44R4fPoScOYRgOcMfdbD09wV4rUrhLLoaWMY5h2Dk/yURd07umtqMn8H+RuvV7OK2qxf/cjRMbagk+LDUR8ssb4ZIPsFOdHUPBc63zxgD6Cw811Vb+E2vmNbJVaSJPYENy3/AAVXU8KtfPp3yx6ZBkafK1zW5P8AgoeTvn/8aXyf5GD9PWyeFKP8SOQpGTOcZBHMwd27SM/dSZGyOIGfEDRuDQPo+66TvPBriq4l9Pow1B+rb5Rk+nRYPc+APGaUvkboSoG8kkRvA/RbNvSvKnvUJL4P8jahrVrJftI/xI04BLMXRsYHMY3e5zuoCpHzOlcQNrywcg0Y8vqStl1nw4cdqjDI9BVgDfqAkAz7KhPw2fEDJK2M6AqII2NIyx4y8ehUlCyuHzpv5MzLVbP/AIsf4l+ZgHzRlfvhhdAwjG0uzux1Kk0z6COQmtmdFEA4jHM7u3+Kzt/wy8fZAGs4dVfPuZR5V7UfC5x7fBA5ugqmSVp3PaXjAx0Cy/UK/wBh/Jlf0pZ9K0f4l+Zr5uXO8N1Ucnm2PdyHuvIahz53RUjoQ1g8TxD9TT6ZWeVfwx/EDJH4g4b1JkPPlIBgqnPwv8fvloxJw3rC9zi6QtkA/RV+o1/sP5MuWq2f/Gj/ABL8zCYK1sTXjx/BEw2gbch/qPZTW4ppvlqeZgbvA59Pus5l+Gr4hZ6aO2S8NqhjICXtmDwXOz2/RQU/wx/ED4QhPDKpBjBO90o8ytdhX+w/ky5atZP/AHsf4l+ZiL3Rx1D4jIZWMPVo6/ZetlkxlswkGTiFwxgrNYvhq4/MaBFw5rY3A5B8UFT2fDbx6Bf4nDqskkfzZKJANp75Vn1G4+w/kyv6Usv+NH+JfmYE6pc5pY1paHcnPI8wI7tXrZpWtDZZvHc453nmf191sL/i2cejEWycOqouJ5ESjAChHw2cesFjeHVUG9QfECp9RuOXdv5MfpWy/wCNH+JfmYIyQDupvjA8iRzWa/8AFr4+bsDh7U8u/iBen4a+PuRjh7U/fxArf0fcP9x/JlP0nZf8aP8AEvzMKbK57hz6naFNaJPDlg8ofzBbjn91mjfhv49hwLuH9UD6+IOquVH8O/HgRudNoKfxMHnvGVinY3K5U38mY5arZrlVj/EvzMFqb/SXeKio6aglgnoI9tS8j6iOQHuF7J+8GOJkt01O8tAwIiQ9nr+q3bT8BOI5tNC+HQc8Vc87JnEjIHcu/VZnZOFXFiV4de9KtL4GCOI7W82j15dVo1oXlN4VvJ/B/kaj1u0hH2Zx/iRyxU09c+NxNPUuZjdG0xnBI6A+ygud6qb6YIm2aem+Wi2u3N8xeeXI+gXZg4W63azLdLcz1Ba3/ZWa7cHNe1cP4WlQJiTnDWjA7Y5LHCd6v/jS+T/IwLX7VveUf4kcc1cdM6oa6ooaimjbhr3OBJacfUqJzJYW+V0j2McS15bkvbn/AGXS194DcW5I3xnSE1S6Yc3DH6Z5LCq74eeOEjJJaXh3Mx8GCGeIMOx3/VStvTu6i9qjJfB/kbEdYtJLepH+JGkJQ6UPmpYDLADjLhzb7kKVm3vtscjpWisdIY3xZxjHRxW0az4fviH8SaSPhvK354ASBrhiP7LCdb8EuJ+iqGXUmp9H1NvttO4MnqnuyAfYKRVrWSzKDXwZilqFrV9mFWLb/wCpGI1bXl3gyROycYcTgrPNAPuU2q7MLxQtpJ4qqJrHAYG3IwffKwSeesr4f6xJujYwCneyPGWjofusj05fNS0lOb3HRi53SmDpaJhjdIXzRtJij2NIc4OcAMDmc8lt2XPBz+pe6/Q+eUn1ux6leI7qfui7Y8vCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIDurgS2hl4acP6arcIy+knaHO6Fxqpi3/AhU/FSGnob7FRMIM/jFw9cKy6NjmfwF0dse9hipJDC5o5tPzMpPP7kqzRiqlrJLhdJ5q6oI2tc8nP2Cg5rep6nW20sRory/I3B8OPFWXhndLzdYbQattYQzYX7cYPXK6ks/wAc92pYmMboJr9vIfjnn79Vzp8JGgtOcQ7zfqLVFPJJHShpaxji3BJXaNl+EfgtUQMfNbbh+k5WrQp30o/7NJJf35HU/Xey1H2dXoSnU6tZx5fvLoWKi+Oa9yN82hIg/s3xncx/NZTZ/i7vlzAc7RsEYPQGU5/zV4o/hE4LwkGOiuQPXJqCVkFF8MfC2jDPl6etGDyzMVcqGt8W9RY+H5GCtqPYVr9TbTT9H/WW6m+I+7TMDzpuDA+rznkoqr4jrxCC6PTMBbjIzIclZZTcBNBwkiOOp5jGDIeS9k+H/Qsv1iqP/vCs3c6pj31n4fkRqvuyvF+xePR/1Gsbt8XN4tx/D0jTzNA5kSnr/NYzU/HVeKYnfoKLGevjH/dbfqfha4YVbSJoKw7jnlMQrVN8G3B+flJT1xH/APfK052+uuXsVFj4fkTlpqfYKKxcW0n8Jf1mpH/H/eIt2/h/DyJxiY9PXqqaT9oXemD/AOjiIk9B45/3W2pPgj4Jy830Vdnp/wA4cpZ+Bzgg7GaKv5DH/OXK+NvrXWovu/IlY6v9Ga960n8pf1mqR+0LvTmEt4cw5AyQZz/ukv7Q67RggcOY3HGRic4z/NbT/wCIxwPOCaKvJacg/MFHfAtwNeCDQ1/M9fmXK76vrP21935F36Y+jHP+EqfKX/2GqHftEbwGtxw7hJxkgTn/AHXp/aJXbaCOHEbT33Tn/DmtqyfAvwOftBoq8BowAKgqD/iK8DiNr6S4OaDuANQU7jWftr7vyK/pf6MP+UqfKX9Zqk/tFrux2ZOG7GtLctHjHJP8+ihb+0UvsgyOG0II7fMH/dbY/wCInwQdgup7i7HJuag8h6LwfAfwMHMUlwGDn/nBTuNZ+2vu/Ifpf6L/APlKnyl/Watb+0RvDyS3h1FtbjOZj19Oqf8AKH3vc7/+nMJa30nP+62l/wARPgcd39XuGT1/rB6r3/iJcDgB/VLhy/8ASDzVe41j7a+78ij1f6Mf+Un8pf1mr5f2hl7ikDTw5gc0gc21B7/qpZ/aI3tsjoncN4tzfSc4P+K2rH8CfA2MOAo7gQ8YP9YcvG/AjwOaMfKXA/8A2kp3GsfbX3fkFq/0Y9bSfyl/9hqwftEbxk54cRf/AI5/3T/lErx0HDiL/wDHP+62n/xEuBv/AJncP/zBXv8AxEuBuc/J3D/8yU7jWPtr7vyH6X+jH/lJ/KX9Zqz/AJQ+9E4bw4hP/vz/ALqqh/aA3yoBMfDuHl6znn/itmM+Bbgcw5FFX8v/AEgqbF8FnBKCN1E23143ncHGoOf0VkrfWmvZqL7vyMc9X+jTHs2k/lL+swi3fHBfLi4eFoOEA9jMc/5rKbf8VV7r2B40hAzsQZTkH+avtN8HvCKma0U9PXNLDkO8c5V5pvho4dU3KJlXkd/FKtpW+ur9pUT+X5EPd6l2Gl/hreS9VL+ssUHxGXiVrQ7TELXvBw0yEf4q3VvxQXakbz0zAX/TjeebuwCz2bgNomoijpZWVRbG0Na4SYwB2VHVfDvw7kB8WKrdgf8AWFbLoat+7Nfd+RFU77snnM6Evk/6jTt2+NbUFulMX9CKfLXbXB0x/wAOaxy6fHleGuD4NEQl0QO/+sEcvTqtyXD4TuEFc9r6mmrnEcwPGKs8/wAGvAt2+aW21uxp3vc+pLWt9yc8lihb64n7VRY+H5ExT1P6Pkl3trNv0l/Waqqvj9urHD/+RIntc1pyKg9T+q1jx1+La5cUtB1mgJ9FNojXzMLagSlwY4dse62HqzRHwOaMuU1rul/qpaiI4mbTTPkEefccv5LGOOPBrgZbuBdXxI4UXCes2ysFNVCcvDXHs4HofulR30oSUqiaS3Sa5fIkasOydCMKtCwrU5SfsSlGSXF03cmjlwuqY6dkEcjnMjaAAORif3/ms00C2Jl7tUkji1prIunUncOaw6AOlpYnyh27YDI8dXlZtoaOI6gtDhJvJq4scu2R1UbZ8yJ1H3WfNub+2fy/Mf8ANQqOb+2f/wCsf81Au3PLQiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiA7Z4X0dbXcFdL08QkdC23ve8AeVgE0hyT+qxqVgbPJiZ5Ad5fZZNw31g6i4EWLSUVqEk9dRNcypz/AGbd7t2R/ksYn2Coex07duQ0OI5Z9FCtftPU6ug9qS8vyOl/gEcJdT6oDA4lrGbnOGe6+itj8KGi8aadkUMTC+SSRwDGgdySvnn+z6hzqjVzA/IbGzJHTquneJ9TctecSbJwitd2FHZbVTi56jdu2tcOrGvd2bjmslpPuqHFjLzsYNTo/Wb1wbwkk2/BJf2l5mWf8afSQr6mms2i9S3ujo5DFJcKenAicQee3JBIW2dB6709xEsovulqh74w4xzQzN2SwvHVrmlWLTUPC2G0ugtFzslZSUjB40wnY4MH8TvRYXriww2aNvEnhZqONzrXIJ6iCkmDo6hmfNG8DrkdFWpXuLZd7NqUeqXPHivHBqxoWl2+5pwlTlyTbbTfg9ts/DBvyIhvbmp4AzlWjTN9pNS2K36gocmGvhbK32J6j+eVdwc55dFKRkppSjyZDSi4ScJc1sMIRkL1QO8TI24x3VShFgJhAvUAXmEByhygPMDdnHVe4CIgA5dV4HbvpC9KdUBLEeJS4N5Hr91M9u68DcEnPVek4BQDmi8IJAwV6gPUREB4VTPngbMRIwiRp8vLr9lU4ULo2uILseVAS2slZIcv/D6jPUH0UR3OkG13l6kKPORnH6J19sIDzAB9yqWeWSOfw9u5knQ/wlVTcjqQcLWnEvjRZtHCW12hjLrfPDc6OnY7yRkDq93b7KydSNNcUmbVnY3GoVVRt48Un93m30Xmy/611jpjQdnmvurLrHQ0kQJbuI3yH+Fo6krgjjv8Uer+KFZU6f01LPZNMxnYI4XbZqofxPd2HsqLihrzUXEi7TXzUtRK4tJbFTlx8OAjrtatSXTAIM0Yhjd/Zub0OO7v1XOXuozrvghtH8T3/sZ2DtNJau71KpX6Z92Pour838EWWE0okkkfK6KHm3c4ZLz6FX63anqbVw71ToouJobqyOpbCH+Vsje49Cc81YjM8TmOqcwteQWEDkqC+up4aKoe6fa2QZBb3d2BUZGTjujse0NCNxZVIVPDPxW6+8q6GnY2hp3CSMnADmE/SMdT7LMNFRVNNfbS+WLEL6uPY7GQPN6rGbLSMuLaKj8Pw5podjXjo89shZNo2KWk1JQW6rqgBBWxgtJ8pcCOQKus1ueK6i8pnzUm/tX8seY/5qFRzjE0gznzH/NQLtzy8IiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgO9vl4RobSNTgF7dK2ZoH/wBghytcSGEXEPqHEQCUGRp6AZ5lbPjL2aB0iWUoqHDS9nJbnlj5GHqtYzMjqJZoSAd5LXAjofRQsV7NT1Orhzpeh1l+zxkpKzX+uJaGds1MBD4bgPKRkdF0O60zwz8dL9cNjqqW2hrCw8xGIzgZ7Lnb9mlG6g1PrFsLYyIWREjH95dEQsr6PVfGnRDoJKmsu9tbWUMAOXTh0ZJa39eSvpL9TH1f4Mx3En9cn6R+XFHJrWfRGjdN6R4N3y22WZztSUgp71b6SZ3iXFp5jcM9cjquiOCenbMyi1i+GhoLTNVhrZrHA4u+Ra0HZ4mT9R7rnPRNk1M616Rv2muHWqpbzo6eCrun7xY5jfCZy8CBpHPAPZdA8L7nV/vnifr642SstNBd3xSU3zkJjc/ykHkfQqOt1FVlKUcfDpwvLzjy3XLcmtUn/ss6UJ8T29rO+eNNRxl7b7Pm0lyWxsbgTT1tFop1BWNcGU1bNHT7u8ecjHtzK2LybzJWuOAjK9+gorhXSPd8/VS1MIf+WMnAA9uS2QR6qb07a0p48EcZqf8AjKufFjkOaDqSi9W6aIReL1AefderzGV6gCphVw+JIwk74zzaR/kqlS3wsc4OIAwgIt2eWeZXoBBPonXngLwDB69UB7zx0VPLMQ8wGIuyM5HoqlQkAHIHNAS6dhZGA5xJ9+uFNC8xzyD2USAIiIAvCncqXLI2OJ8jnNa1g3Oc44AA6klARZwQM9eytt/1HZNM0TrhfbhDSQDo57gC4+gHcrSPFb4tNG6YfNY9D1MV7v8AGfDGw5p4z33OHI49AtJzawu2tKme5a5uklVVkB0MRyI2egYOi0Kt/CL4Ke7+47fR+xF9e01c3idOk+W3tS9F0Xm/hk29r3jhftQB9JpeCags78x/NjlNKfb+ELSGoo310X9VrJjVved8pBD3E+/fKvkNRcI4o6GepDLcHeIW48wcf9FaL6JZW7KbPjHnFs68uhCjas5VFmTPSNK0+hpuKVvFRX4+bfVmstSeO2WV4aI3wENeNvlb2JIWu7kwiapbTU7auBv4j3B2do9vQZWwb6ytnk3S1PjVcrnNezOHPx1BWuLp48UpgpfEpCHFkzT1c3P0n9VE1PePRtPXspFpq3U0sLWPL/md4a0AcmtVpvT5Ka2z5Y10jfLtkHlA9VlVn05dNVXdtgtMbW1Mw5l/LYB0KxnWNrqrFS3C0XbPzUUnhyOzyJ9fsrMPmaus1qf1arS4vaUW8dcePoXB7ZYbRSu8V8UzImyRSM+pvusm0C8SXa0tk/Ee6sicS45O7d1WIW5tSbPDCajcHwhrCefk9FlXDt1Mb5bGQ0zm+HUxB5c7JLt3ULParDPD795TPnHP/bSf+sf81AplR/ziX/13f5qWuzPNAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiA72fuGgNJNbK6PxNL2cEt7j5GHkVgMbGS3FsU+2mjdKInEOzj+8VnxO3QGlC+JwB0vaBkdSfkYf8ABa42R1MkrHRCIPO3AOcBQ0N4z9TqE8Ol6I64/ZxCBut+IENK8PhibGxjwchwzzOV1Txg0fq6l1Pp3jLw8pXVVxsrHU13pIzh89F9Rkb6lvp6Lk39mfEym1NrenjyWtiYAexGV9E6Bxa1paeeMY9ltW1NVKHCaN/XlRvHNLO2GujWN0YnpX4gtBamtIvDL7DGYwRK3xmgh46gg82/YrHb5ftTceKmGwaNZs006fw7hcQ8FjY2nzMB/M4+o5K73D4b+Cd7utReavRbIaqrf4lQKWd0Mczu5cxvLmtmadsdm01aYLFp62QW630zcRU8LdrR7+591Spb17ld3WkuDrjm/wAvMxxubO0ffWsW59OLGI+ez3a6ci52igpLVQ01roIxHTUkbYYmgdABhVx9D0UmLqOSnc8ZK30lFYRFNuTbYwMYKNIPQ5XgycnII7L1owOgVSg59kTPPC9QHn6r1edUygCEZC8D2k7QefonQ55oD0dOaEAnPovN2ejuhXqA9Xi8OSCOnug5DHX3QHv3wvV4DntzCZCAIsb1vxF0Zw7tj7tq/UFJboGAkCR43v8AZrepXFHGP47tSanfVWHhPSutFuBMbrnM3M8g/uD8v36rSur+jaL23v4dTqezvY7Vu008WdPEOs5bRXx6vyWWda8U+PnDrhLRyv1DeY5a9rC6O307g+d5HbA+n9Vw/wAV/it4h8XHvt9FO7T9hc7DaWmeRNK3/wCsd1/QLRVdV3a51b7xWXCpqaqpcWzVE7y98h78z0Vfb45RiYta2Nrg1xxnB9SuZu9UrXXsr2Y+C/mz6E7N/RvpXZyKr1V31b7Ulsn/ANMeXxeX6GYacioacBkMZMhcXzgt6Z75W0bGJ52xmsljcBgsOOeB0/Ra30zeaewV3z1ZSfNQzxmHy9nHofstl6XE4p3OhpvGDm75e/htPor7ZbYM+tyeW2viZYwOLA3ZuLQe2eXfCx3UXjyQS/LxvjZFgufHzez0JV/hc+SINZM/xAPJyAwO4Vjueov6OS1WKVs7KqPbuccFsnv7LdljG5ytDi7z2Vl+BqzUFVNTStuMDh4sD97XOHJx7g/dXLh1wzpeItDcuLvFCsks2i7ZUMbIY24krpNwAjj9RnllTrVpWt11qq3aRpaUyyXadsUj2E4iZnL3e3Jb4+KGw0dtoeF3ArSEAiZV3WEmniGA+OMjc5w75IJWvSocSlWluo9PFvkburaz9WrUNMoS4alXLlJYzCnFNya8G8NJvlhswz4mrJonhPUaI17oPT7KJ9fD4UtOCcywkAtJz+YLj/iZqF93iut0qaQb66QEu/6kegXTnxwa1tN24h2nQNtqC52mqNsRLf7MvcASCfUYwuWdUSW51rliu8/y9OQWmYjk13b7q28cXcSjDlnp49TU0S3qLs1G6usurKEt5Nt8LbcU8+WCpt00DbVSQRPy8Qtyexb6hZlw+gqa/UNJ8o2JtTBUQnnyErd3PHusHsc0VJa6Ktc5romBvItyTH3OPsst0xdP3Xqq33zTU7ZqT5yOJrJhzcCR5v0KtoLDPOr17M+c9QQaiUg5G92D681LUyqYI6maNvRsjgP5qWuvPOAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiA71e9w0FpX8RxI0xaDg9MfIwrXEdRJFUmaFjHOkeWtY7vnuPstivldFoXSxZJGMaXtOd3f+ow8lriENNS+R5cC1wIb2/wDBQ9P3Z+p0zeJUvRHV37Nd7W6w12NzjmOPcD1zlfRai+hoIxy/kvnB+zef4esddbfzMYR98r6NW173xNdJguI5rctP2ZF6pvXb9C8U/tj9VcYhnBzzVvphnkOf+iuMOAQtwjSshBzjoprwCMEke6lQdVNA5knugPQMDAXhJGABn1XqH3CAZyvVCHE5XvX9EAHLkoJfEDRsxu91EDk4wvSgJbW7XeI/GcYz6qPmeY6KEEOYdzcjKjAA5AICSIHifxN3lI5j3U7mOvRQkNA2c8OXoGMDJKA9IPYoeip6+4UNqpJK+5VcNLTQtLpJZXhrWgdySuYuMnxy6T0mJbPw3o/6QXE5YKwnFJE71z+Za9xdUraPFVeCZ0bs/qOv1u40+k5vq+SXq3sjpK/6jsOlbfLeNR3alt9HC3c+aeQNAH+q5F4x/HxSU7p7Fwet3zcoyx11qm4iYfVjfzfquV+InEniFxPuv7x13qCet3kuhpWvLIGD0awLEXNA8gwA1c3d63Vq+zR9lePX/Q967MfRLYWHDcavLvp/ZW0F69ZfcvJlw1hqbU+v7jJedX6grLnWvduD5ZCWx+zW9AFbIIhBG2Jrs46n1UbSduEb1OTnuoNtyeWevU6cKMFTpxUYrZJbJeiRG0EHBc7Z1255Z9VcaF72Pa1r8RHzPDuhVtDnfSMeoI6rKeHpsB1nY3arBFmZWMfWu6+QEHmPTPVXRWWkY7mfdUZVMZwm8Lm8LO3m+hufhXwO17qOhOrptOtjsfyzpI3VPLxGgZJa37BR2KrrYBLPZpvBpp3OikbIOfhg/wCBXQfE34l9Gwaan0rwqkbdq59L4fiUjMwUUOMbienIcsLAfhw0fbtYanMN6phVUdHD8wcHyvkzy3D9V0ao04TjSoyy+r8zxNa3qFxaXGp6vR7umscMMe1heKfV7YbxnfbBHYtJXW+/JRUdPJDSVJP9dlG1kbW/W457BdAWTg9w6bpz5A26mujKuEh9bIA9zyR9TT259FY/iCu7bPpqi05bIWwfPEtcYhgxwNHMYHYrIuCuIuGlqe5zxHGx5G4/lGVJUKUI1XTks7Hnmt6neXmmw1CnJ04ueFFPd892/hy5dTQnwy6G+V4s6nvD5C+nsQkpIMjluLiP57VK+J3ibpPhnxBi1VBKLvreG3fu6z28D8O2mU/84ef4ufILZfw2mhqaXWF4gkL31V/lEp9ACuc+KXDy5y8cdS8V+LEDbZpGzVDJ4ppORuLmN/ChiH5iSBlas06VpFU1zec+HPf4E/ayo6l2nr1NQk+GnTUeFc5vEVwJc3xNvKW7Xk2a2+JiZ9Lqyx6cqKOnfVGz09bcqsNxJPUyt3OyVofX1NHVaTq6dwe4NIEgxyZz5fdZtqG+3DW2or9qS+XaOF9ZIaqmgec7WZwyJp/ujlhYRrVjjpmodHKctx4jCcEc+6hpPjq8S6s9Mq20rDRHb1PejB59Wsv4b4J9sL6eyUDHQE0zoAAT0c7HY+yy/QdFELlQRhvIVUexx7O3ZWJWeGofb4qN8krKqlgbI6B39kIcfV91leiTJJf7dJKRJiojblv0bc9B7rPRWGeNXbzFnztrdvzk+36fFdj7ZKkqdW/88nz/ANa7/MqSutPOwiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiA7vqfDboHSxe0EnTVowRzI/qMPZa4x4dUC7PmOS31WyZJPl9CaZc2BkjpdMWlnmP0H5GHmtXQscbi50she8O69gPZRNP3J+rOkl71P/Kjq/8AZ5xfI6v1Y7xg51VC2QYPJo3L6MWl+6FnMdF80P2djWQ611tIJHPMjWYGfpGensvpVY3Zp2Zd2W1ae7gjtT/a5MigOcHGO3JV7HBgBcCR6D1VvpsY5q5RfzwtwjCrhPc//JVCp4uZ581PQAjK8AIGCSfdRIgJYj2yF4J83UKPJz05IiA8ycnI6d15uyfLz9VF+qYA6ICSyIslcQ5xYeeOwKneih5jJLhgc/stMcYPiu4YcJo5KJ1wbeb19MdBRPDju/vuHJvNYqtanQjxVHhG/pul3ur11bWNN1Jvol+PRLzexuaWaOCJ0072sjYC5z3OADQO5K5+4wfGZw54dNltmnJP6SXgbmCOleDDG7+8/p+i5D4tfE/xf4mVU1FU137ltpB//htI4gPYf4ndScLUbWUrXPmjiNMybo3O459yueu9ccvZt1jzf8ke4dmvogp0+G412fF14Ivb/ul19I/M2DxS468S+Lkz5tUXqRlv3eWgpHFkMfscdVr4PzGKeeaNsEYIYGDp9/dTPHDQYtpbIzOMjlg/6qT+G3DBtcx3MnocqAnUlUlxTeWe0Wdjb2FFW9rTUILkksL/AN+Yp2vdK5tZWCOMjcHnmQB0A9FJJHPHMZ5H191MqPEkHhPZGWO5uI6+wXlPT1dfWsttvo5qurk5MghYXPP6BWG2sLMnyJQLu6ibzHVVFLbLlW3KOy0VDJPcJZfAZTMGXuk/hx6rOdIfD/xd1tqafS1r0hU09TRuDayaqGyGnJ9XHkT7BXwpzqPEE2a9zf2llBzuasYJLLy0tvH0NfbuhPqAticKuHztf8S7PoFlS6GK4nfLK3mY4wMlby1d8C9o0Lwpu+rL5rKoqb3b6U1GIxtp8gc24PNWH9nzpWS48TLjqSoa57bbbxte7nhzzjH8it2nY1IXEKNZe9j5HH3/AGysbzQ7zUtLqZVFNZw17TS4Ws892b24xaB0RwP4KVFi0da4qea6TR0stQ4AzT88kl36Kv8AhBtLYrDer4GEfMTshYSP4QcrHfjb1NQxf0b0q+V/zUsjqxsbRycBy/zW0vh8sb9NcK7Zb6uKSOpqs1cnLmA85BXQ0oRd64wW0V/f4nieoXVaHZCNa5m5Vbio223u0n/+UYD8Q94rH61ho7Y8OfS0obJGRne1x5j2Wzrtc6XQHBk1ksPyzoLd4ccWcnxHjkPvkrFdRcK71qDib/SC6SwNsTCyeaoMoH0/kKwD4jOJ1LqZ8WnLDUZtVreJHyMGWzzN+lvu0eqvlJ0eOo+b2Rgt7WnrMbGwobxglKo108n581jnuaa0hxx1jwlqbi6wxQzCucZZ4KlhMe8n6h6Fat4s8V9bcWLxHV6zu3zVPE7dS0seWwwH2ar3qu7i9VE9zkpHUniEN8Ng5NA5ErXVwbFS1ElXTSseB5GMePrB6491AVas/wBnxeye46ZpdlG4+v8AcxVZr3sb8vH7slsqaVlQ1hqGNZDSv8QStHPcfX2WI8Qr9aDp6po6iOcTb8mpDTsfz5D9Fkd8DpoqW2wmSP5qZsGAeoPVZZq/TbbxpptqrqWEsoYWwR/hgeUevqVbSXtJlnaGeLKrH/pf4GuLW6J9ronV1bLkQAMmHSU9mn1CzjQT4Ke9W8VPiGmFQwmONv0uJ5H+axiptEVljgoI5AGRxtkjjdzAPp9lk+jqmqbfKSujpxTl9RGySN3RzcjmFsUuZ4bde6fPGvGK6oH/ANa//MqQp9wBFfUg9RM/P/3ipC6088CIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIDvKaQS6I0tao4RHI/T9rLqh307fk4sA+i1hEHsuMkJc2QRuIDugOCtm17WT6G03HLHIc6ctbS1g+oCki7+y1jExrqp0LCGw529MgqJp+5P1Okn79P0R0r+z3kZ/TTWUpYIi5rMM9sr6T6fka6lYGjJPPK+afwBEt1lq4t5kMYOfTqvpTpsubSxgdxzWxa8jQ1Je2ZRTnBAAyVcocnCttKeQAVxi5csdVvEUVkPXAwp6kQDn9lPIygPUXh9EQA+mFJFREd34jcsOCO4U05WJa+4haE4a2yS/awvlLb4mN3bXOHiSkdg3qSrZTjBcUnhGahb1bqoqNCLlJ7JJZb+CMsHPotc8VePvDjhBQvk1LeY5K4NzFb6ch80h9Mdv1XJfF744tV6tdPYuGtHLYLa7LDXSt/rMzT3aPy/dc21NZebzVyV97q5qyoD/AA/HndukJJ7k81AXeuRj7NusvxfI9l7M/RDc3HDca5Lu48+BP2n6vlH736G7OLvxka/4lR1FqsM0umrTJ5Y4oOU8w77n9v0WiJJ7X8iIauok/eD5zJJK/LngdQ4nups0U1O98dQwOdGdoH8BVKW0zpXVE27xXDawYyHH0K56rXqV5cVV5Z7rpmjWGj26t9PpqnDy5v1fN/EePV1pdU1swc92B4jRjyjooiY2FsMZcXFw2BrS50j+zQB/ovPHngjxE5oizhzC3857LuP4V/hps2jNNs4u8SaCOe6PgdV0lLMzLKOEDIcWn85H8lktLWd5U4I/F+Bodpu0lp2XsvrNxu3tCK5yfgvDHV9PXBorTnw83S+2ocQeK97puHem5A3w46vBqqhoHNzWdea35wg+Gn4Ttf2Seu0nWTamFOTBPUPmcxzHkfw8sLlrjhxZvnFLW1XqO8xPmtNXK6ktNOH+SkiY4gu2/wARxnK3vw04+8Afh34dOtmgBcL7f7g0T1QfHs31G3nuPZoPopC0naxqtSS4V1lzfouRwvaS27SV9NpzoVaquJtcNOisU4Lqpz95tcsuSTecLBqrih8PcemfiDtnB7SVylkpr45kkL34L6aM83A+uB0XYVv4I8Pfh+4dXu+aWsHz97hoH/12WPxaiaUjA2j8vM9lqX4XdC8SeIvGGv8AiG4kWuWlp6iEi2icYJzybsH8IHLK3T8VHGW58FuHH79sVNTz3WtqW0tKJxlrHH8+O+Fu2lCjSpVLuUcLfG3JeSOR7T6tqmpahZdm6NbvZxjBVeGWIzqZzJSkuiWz88vGTjb4aOH2pqP4lLFS6vtr6O4U0Mt6mglOXsbzc0u9CVtjRHxBcSOMHxOU2k7LURWnTNtq53TU1LGM1bY+RfK7qc4WE/DnqW91LOKvH7V1ydV3CitLqcVLxjMsgxtb6Aeiuv7O/T7rrrfU2tKgZdTQCNrj13yOJd/gVpWjadKjTbSlJt+OFyz8mdX2mjTqR1HUr+EZTt6MKUdsxjUmm5cKfhxRw3uvI3z8buqP6PcDLhRxv2zXaaOlZg9RnLv8Fh37PbSxt3Du7aola7ddKzw4nOHWNgxy/VYv+0FvtdeL5orhlacvra+czRRDnue47G8vutpcLuL/AAa4QWiHg3etT09vuenKZnzr3tPhSTPG54a4ZyQTj9FIucJak6lR4UVjfxa/9nFK1uaHYSnZ2lOU6lxN1GoptqEWo5aXTKivma+422mr4g/E5S6Y8HdR2yiimqpng7aeAAPc7PuRj9V1fZau3S2OmrrdGW0ny34GR/0TRyXL3ErjlaOJ+oqXQ3CmgaJL3PFDX3oRBsk0DXDMbT1xgd10Vra6U2iOHddVQNbst1FsjjztL8ADaPdbNpKCnVqReVzz/L4EB2lo3UrPT7O4punJR4Ywb36Jya6OTey6Jb8zmC7aiv1xudzqIr5Ux0FVVSk07pDtGTg8v0WHXk/LwF7KcOYAW7SPL9/ur7SXQ3yf97W6ha185xDTuGc/ceqsl7nMe+OrE0IyfEiDcjf/AKLQm8rJ6PZ01SkoKOMY2/8AX4ms9UvmtkLYPkmSR3Vu6GQH+yIPNa7uRf4+6mhjZI3IAk+nHfGe5WxqiwX67XM2yyUVTcaivkEMEMbS4sOc4H8I910nwi+EHT2moae/8URFeby3EtPQZ/Ape+Hfxn7rUpWtS6qYgtvHwJzUe01h2Zte8u5Zm+UV70vh0XRt7fgcO1OjNfX6z/vjR2lrrUzUjvGizSu5bffHMFXmTiBpet0NWXDUlebJdqBobX0FXGWTCQfwg9Qey+pBd+74RBT0cNJTsABZTxhoDPYBcB/tKOGlnGjKbiTbLbBBXxVTaWpe1gb4sbvpc73HqpGemdxHjjLPLJ50/pE/TlSdrWo92pRkotSzvjZPZc+WUc12y9O1P49/NK50LiGsYTgNj7A+5WXaK+addqWsbK6o8GaNj2uGBEwu6e613omKpNgpBSudsmaBNH13Y6HC2NpN85vdFIZXbTPGZ3YwHkHkMLQh7zIO43gfPS5Z/eNVnr4z/wDvFU6qLkC241TT2meP/iKp11iPPQiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiA7urHOdojTLmSSyNGm7W5sbORANHEf8AEYWtGyFtUfDAaQeTSMrZVTMW6D0x4Mjo5G6ZtIcWj8hooeS1pCG/PEsG5oOCTywFE0/cn6s6SW86fojpL9n4XP1hrNz3Nb4UbHEHqTu/yX0n035qWM8+gPNfNj9n9C2fXGrWxN3HazGfuvpRp3/m0ffHJbFpyNDUtpmT0wPUEc1cYj6fqrdTjI64+yuMJwBhbxFFbAp3QqRFkn0U/IxnphAFSXS622zUclwu1dBR00TS58srw1oA+61hxU+InSXDynnpaBwu93YMNpoXeVp/vO7Y9Fw1xh4o6w4p1FVLq3UUsUTSH0VDTvLYW+2B1KjbzUqdssR3kd/2X+j+/wC0ElVrPuqPi1u/8sf5vC9TffGL486C3uqdP8KLVLcKgb4f3pK38Jjxyyxv5vuuOtU6m1Bra5Pvup79VXi4S+Z5nkJbE7PRo6AKnrKbwKeIRyhr3j8vbCp9sTSxsRPiObl46YHY5XKXV3Wu3mq/h0PpTs52V0rs1R4bCn7T5ze8n6vovJYRNqLx+9pWyxQ/LtijEW08y5wUM0bh53y+K4N8xDsFpJxk+4XjWPDPGNGwsc7Zvzjc7/RQMpXTVDKOjo5aipkfhkcbS5zyfygDqtTd8zoUoxWFskRxx1biI2v8V7QfODkSf+KlPldG1lQ3bKIXB5YBgjHVp91m2ruDnEDh/o6g1vqCj/crLjL8vT0UrvxnAjO4t7DCwWRzY2te7JaxwMpaObh/qr5QlTeJLDNa2u6F7TdW2mpxy1lbrK5rPl5GyuAWnrZxV452CgmphHbxM2pmhd+cR9iPuvqbU0VJU0MlunhDqaWIwuYOmwjGP5L5OcP+IdNw14mWnXumoW1UVvLXVcTBgSRu+po919NOGfGTQHFm2MuGkL9T1EpYHTUjnATQnuHN6ro9DqU1GdNv2m/mjwP6YbLUJ3NveQhJ0Iwwn0jLO+fBvbDfP4HEXGj4OeIug73cb3oamk1Dpyoe6aKCMZnow45IDe459Vz3XUdVQ1Drfc6aamqad7X/AC87CyTIPfPUL7Klh8TfuIGMFvYrmL47OG+mK/hVVcQm0EEF6sr2GOoY0NdK1xxscR1Cs1DR4U4SrUnjG+PyNvsX9KN1d3VDS9TgpObUVNbPL2XEuT82sPqXb4LdTa21xoq4ao1nXGVomjordTsbtihgjbjDR68hkrUX7RnUwfdtK6VikOKeOWtlaPXltXRfwo6cOmeBOmaSQfiVEBqn+uZDlctcaNK3njp8W1Vpo000FmscUJuNY9hEVPSxjLyXHlzwst1xx0+FLnKWPzIzs3O0n22utRaUKFv3kttklH2FheLz6t+Zi+q3u4bfCbp7SGBFdtfV7rpUjOHilaeQPsVn3wBcRtIaWbqLSeobnTW6rqpW1NNJO8NEzO7QT3C0V8QPEGi4icSKmpsWGWCxxNtVpY36fBjG3eB781rhzGvALh06EEj/ACUMrv6vcqpT3Udl5/8AvmerPsytc0GpZ3zcJ3EnVk1zjJvKWOvDFKLXkd0/Ex8QPBuz3aC7aUoKHUuvKGF9PQ1rRvit4d1eT0Lh2XF8M1Vcq6e4XGodU1dVK6eaaQ5L3uOST+pVpjjbGMsaBnqrlQHzt8wHse6x3N1O7nxyWPJEn2f7NWvZmz+r28pSeMOUnl43eF0jHLbSXV5e5tnhBqei0jreg1f8vPLHamlz6cHAlkxgAf3e62nqnihqjX9wZd9SVT/3fTyh4oYOTGMz6fm+60bpuGSsqmUdJCJZsbmguwAAtmaYlqKioZbm0hNTL+GyHblxJ9u637WpJR4E9jmNc0+2ldfXJRTqKOMvmo78vDm9zLa+4W2trDXaOmDG0zWyNla3DDJ35KbprQGrOJNX8taml7nPzXV0jcRMHctPc+y2dwt+HutlhZWaxb8nSF3iMoWcpH5/jPYey35RWy3WSijt1po4aSmiGGsjbgBTFG0lW9qeyPKtX7W0NMzQsMTmtuJ7pfHr6cvwMF4b8JNMcLaNzbQ11RXVAzVVswy95/u/whZNNHyPkLm88OKrpBh7iA7J656forVUT1FPI6AO3xyOBH932UpGEacVGKwjzK6uq17WlcXEnKb5t/39xS7CxkkRkdIW8zk5LR2XLP7RShbUfDHenuAdK2qhcOXXn1XUskstNUS07WNLajBDup5dlzh8fzJH/DHfw0fTVQHn91jr7U5PyMlj/iafqj58aVjp6ex0H7jqnyyCkjJkAwY5CObT7LPNHRym6UTvlnSvbMwPcThgdnqCsMsPg19nhq4qBtGDCxz2M5NGB1KzLTEVZDd6ODL4Q+Zkkoz5H8xgj3XM0/eO4uV7J887nj95VeOnjyf94qmVTdRi51gxj8eTl/2iqZdYjzwIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgO76qpj/oVpZoa9xZpi1ho28i/5KLqfRa0iaPnTuaS4O546BbKrnNOhNMMDnjGmbTkjt/Uoui11Ef6zh+xrGOA8hyS3uSomn7k/VnSv36f+VHRPwDRSO1frCOOQsw1hBHI9V9KdNDFJE3J5NC+bvwJVduj4h6toaGRskb443RyD8x7r6R6cP9WjPQkLPaPKNLVE1NZ8DJ6bOMjurjFkdCrfStLjtYCSeywHiLx207omV9ks8kdyveCHNacxU59Xkd/ZblSpGkuKbwaVjYXOpVlQtYOUvwXi/BGx75qSzaWoXXG9VrKeIfS0nzPPo0d1oHiLxt1NqBr6HTLDQUMmWc/7WVvrnsFhNfqO+6oqn3e/VclZUEhzW/kaPRrVQXCeeqi8UtbG2MEsYDgqNrXMqq9nZHpmidlqGnzVS4xOfnyXouvqzX2oWw07pBOx8kj84J5+c+pWsr74DXjMO+djjkH6QPULZ+o55qhxIpwyeU+Qjo37rWF8yJ5GPOXZw77qAuvI9u0TksmLVMDqWZ0j2Oc6TDmtJ5OHqpIDcl4byPUZ6ewKnT4DnZne9ucNB/L6j7KQ0gkMlkLM9z0UYzsoZ4dyJoEc/iSb3RNGTF0z/wCK7U+ALh/ZqrTV219crPDNVPrDBRSzMDnRxgc9uei5s0d8P/GTXlrku+ntHzmmAyyWreIBN6bQ7qvoT8Nug6/h1whsmm7vS/L3JjHSVjD1EhceX8sKY0a1lK4VScdks8jyL6VO0VrT0aVla1oupKajJRkm0llvKXLOEn8jmP8AaEX19y1lpbR1G3xX01M+rdGHYAOeWf0XJUcrny/LGn2yZ2hruXNbq+KHVtFffiLv7qqYtho44qKnfnkHAeYe3NSOCXBmj478TorDLUOjs9og+Yus0J8zxnyxg+pWtdKV3dyUN23hfDY6Ls3Vodmey9vO79mEKfHJ+cva+L3Sx4ml6VsNKJY2yRtd4mHMHXP+yu1lvd60pXw3vTlwnt1fCQ+GeF5YBj1HcLuv4hH/AA/cCuHsWjpeH1HWVd2idBR0sTB43IY8V0h5jHVcIWmy3jUl1g03p6hnr6+uk2UlNGNxBJ5B2OjR6rHdWrtKip8WZeXRm92e7R0+09lUvJ0HTo74c8YlFc36Lrnbze59LvhY4s33i9w1jvOqKYR3ahlNJUvaMNmIGQ8fcLRv7QLi/HFSUPB6yTNmnqXtrLng58Ng+mM+56rLH64snwd8D6LTNbNBW62rYTN8jG8OxUPH1O9GN5fdcN3+/XTVl+rNR3+V1Rc7lKZZ5Cc5cew9h2Urf3sqdrG2bzNpcXl5ep5p2L7JUL7tBW16lT4bSE5Okukn0a/6VzXnjwO8eGnxh8F7Dw0s1DqG6zUFwt1EynmoxCXv3NGMjHUFc98fvi5uvE5tZpzQdrFhsVYNtZVBobVVzR+VzhzDfZc+OgjY/kzLm/meOagwTzyo2tqlxWpqk3heR3ml/R3oemX0tRjFzm3lcTzGLbzssLOHyznHqeBrWtDWANAHJRDsUwCEwcqPTO6IwOvt6K5UG1jg/AwMdegU3SGj9V68u8Vj0XYqm6Vkjg3ETfIw/wB93QBdr8FPgbtVk+X1FxaqY7rcW4kbbYSRTxOHTcfzH/BbtpZ1rt4prbx6HL9pe1ml9mqOb2p7b5QW8n8Oi83hGleA/DLVmt76+WC0S0VsnaMXWdpbC0jq1vr+i7c0Dwq0Vo+qbNR0jK+6siAlrpAHEezewWYC10lNa222ioKenigA2QxsDWNA6YAU+30fy0Jw0RuccnHdddaWELaKzuz5k7TdtL3tFVlw/q6X2U+a/wCp9fTl5FXjJDs9FTVbZHRPELsSHm3dzGfdTvE2uy52Gu6Z7KCU7hvbggreONLV49RVOAkaGbG7XAdyqWfa5pE0exvQ/b1VfLzmbC3DdwLifVUVSW8wee7kgLfIxsbAGuOGdHY54XOnx5yGn+Ga/VTIWzllTCfDefrGen3XRs0gbgeEcOG0YPQrnL4+WNf8Md/LpfCa2qhy4/l59Vir/spehtWP+Kp+qOALIJKyy25wG8eA3awcnhuOhHdZVouepp7lRyxHx44Z2udBMOTiTj/BYtZJX09pt1xghEr6aKN7mg/2jQFl2nLm273mG8wwClc+pY6Gn7YyMhcxT55O5unzR88rqA26VjQc4nkGfXzFUqqrqA26VjQc4qJBn/tFUq6w88CIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIDu+Rz5ND6cJZhrNN2qM8sEkUUS1zSjdUPY+JjASWhre62VVAu0PplozkabtZ5f+xxLXNOZIp3TxODXB+1ocM7ioin7k/U6dr26f+VGafDvqWu4danqdR2Vm91JUeeJxwJWHq0r6Bad+NLhDDaY6iut94hq9oDqRrAcO9j6L5x8NZWslu4eHF/iec+pWwqV81U2MSNZHHGNoPTd91Hq7qW9SSgenaL2U03tDYUp3kXmOVmLw2svZ+P4nVeufi+1XraCay6GtpsNul8r6gnNRI32Pb9FhmmpWvIe8zSyh2+odJzMrvc9ytZWeSaSSNpYGMh+gt6uytp6YY9sDagZfI6URMpRze5x9B1WOFepcT4qjydWtHsdEt3Qsqagvvfq3u/5GxbU352RhbmDxfo542Be1lRT0u2WVgncxxZ4QPmd2ysz0/wAMqSOkgreId9j09TTtGyle7M7vuOrQtwUvBHhjXWuNtNQOmiliHh1DZiXEY6gqTp0J1FscDe9o7GwqJz4pJ7eytv4tk/hk4q1O2UtkZ4ZZucSC0+YZ7LWV1a7dLEGEuZ5nuPot28YtMP0Nqu4WCKodJHRkOgkdzcWOGQD6lSrTwS05ZNLt4r8c6+rtVgkfG2ltkHKqrXuPIHuAev2URXoyqScV05+C9T03TtZtLO0p3E3lVMcCSblJvkox5tv7uuDm6oraV8jjC6OQhpD2bh5fddO/Br8PFLruo/4Udc0TZ7TRyeFbKR7fJPI3rI4dwOy2jxm+H7hBWcFP3ppHSsVtq5mQS0M8bcTEvIwHHvkFbrt1LbOEfCCOOjhbHTWC079oGMuazJ/UlbFnpfdV+Ks04xWTk+1P0jrUdGVvpEZU6tWbpvPvJLGcYfXKXluca/Exxc1Hq7jpaOHWjrlU0Ft05cYKeGOikMbJp9wzkN6gDlhd3NuDaDT/AM/VS7pKWiMkpJ/MxmXZ/UL5sfDda63iZ8RVurKyMyBtZPdpyRkt2kkZK7+44XSXT3CfVN0o6WSab93yMZHCwl7nOG3kB91s6XVlOFa6n1f4I5v6QtNoWdxpnZ+3ik4QSk+rlOSTbfm03v4nzjsvD67fENxdu1tt1fDS/P1VVXVFU/zNpoWOPmctg/CTxa0pwM4hak0xqipDbVcJ/lo7oGZbvjOA499pXul6Gf4d+Aty1LdoHUuuuJMfy9BSk4mpaQ/U9w6jK0FR0tVUsjhnmbJJNuAcT1x6qDU3aShUXv8AN/Hkv5/E9hdrT7T291YVpf7GlGlDGE24e9NPqk0oro+FnfvHi0fDBxg/d9/1nxFpaSa2scI5qWo8z43cy0twtFXL4kOEnCO2T2D4b9GMdcHsML9Q10e97XdMtzz/ANFza+miiZ5oA45zvIyUxHEQyON7pZPN05bVfV1GdSXHGKjJ9VzNXTOwNtZW8bS6uKlajD3acniC3zvFc15N48itu93vWprnLqLVd1qbjcasl8lVKSS7PYeg9lSGpFM5s7W7jGfI0dHeuUEkwGx02Y3Nw1mOg9EL3RscPDBDxg5HT7KPbb3Z3EYRhFQikktklskvBeBJe8yEzSNLS8l2PT2UsAc1NqC6F4odm9zyHM2Aucc/lAHNbx4O/B7xN4pGG6XmJ2mrFJh3j1DPx5W/3Gf7q6lQqXE+Cmss1NS1ex0W3dzf1VTh5vn6Lm35I0bSU1XcayO22yknrKuYhscEDC97ifYLqLg18CeqtViC+8Uqp1ktrsPFviOaiVvXDz0aP8V1rwm+HjhnwdpWN0zZGS3DA8S4VLQ+d7u5BP0/YLZi6Sz0OMMSuHl+HQ8I7T/S/cXObfQ493H7b95+i5R+9+hjOhOG2iuGtojsujLBTW+nYAC5jR4j/dzjzJWSu5AkL32ynLKn4wjBcMVhHjFevVuqjrVpOUnu23lv1bKeaCOR7KmQkGPmQDyUxpLvxGu3NPMD2UQAGW45LyMENIwA3srjESnEvlEL48g+YFQSRbJHGMkF3bspzGyM3GRwfj6fXChmccbgOeMoUZba6FszQT5XNOQc4wVRz7msGwZwrhMPKd3MkZKt0x3NyxpaM4+yFSgqHS7vKxuDycD/AKLnb49A13wxagdlrQ2oiIEnQnPRdGT8vyZH36LnP494nv8Ahh1CYwXOZUQuAxnv1WG4/ZS9DbsP8VT/AMyOBNPOhdYKExxvBbTtbK3HIkjt7LJtMsa2uooxG1gjnYQ0dc5WP6aI/cNAYp2lppmbnNGQ84/0WUWB9LLWUMsRc6d0zdzsYy3P+a5mnzO5uz523YYulYM5xUSc/wDtFUqq7x/5Xrv/AGmX/vFUi6xHnYREQBERAEREAREQBERAEREAREQBERAEREAREQBERAEREAREQBERAEREAREQBERAEREAREQBERAEREAREQBERAEREAREQBERAd51czm6H0tHFGWys05a3h56OHycWAte0rS6qkdMDvzk46ZWwKmphj0NptkLw9507bBKHDlG35OLp7rXsEZkqiYJ8sDsbgfqHooeHuT9TqcZnTx9lF14dxvdV3XZ5Q6XmB3C2DAyR7/DcR4f8I9fVYFw5lp2C7AzZqzUhvggfS31+y2BTyNYdvjuZKDuAA5Ad3ZUNV/aM9x7E/8A86Hx/FmYaajuFyq4aWihfUVDiIoYo2+ZxzgDHcrqvQOimaDu9HYqOnju/Eq5wb9zm76eyxkfU/tvwsC4Lacg4VcNa7j9qOlZLcJgaXTlPIOYe7kZiD19Qt8/CRY6iq05dOIl5c6pu99q3B87+bi0Hsf1/wAFvWND2oxfN7+i8fV9CC7Ya4vq9epT/ZU3wf56nWP+SH732ntyTzj/ABK0tT6PrKCluVznvN7qYzU19XUOPmz0a0dhlb64VNmp+H1pNWPDPgl5BP0tyT/ktN63tlXrvjRNYqCR0jYGxxzubzbDGOZyeyyHi5xXpbFZHaL0XVMkqmQeDPUM5tiYBgtB/iKkaco0pSn0Wxw19b3Gr21pYR3qSxOT6RT5eSW+y8tjG9N6So+MHHC96srmiax2WZrGMIy2aZgwAfUDGVifxYfN8ROMWiuENqa5wikjqZY2jytO4OBI7YaFv7gTptmmuHVD4jNtRW5q53Hq4uOQT+i5y4q8YtFcMNe6l1TpSRuotbVw+W+flb/VrXE0Y2N/id9lrXUYwtlxvHE8v054RM6Bc3F5r8o2UHN29N06S6KWODik+SXOTfN7JZZuTiJf6Ku4g6I4LWiQSvilZcLg1nPwqeEYaHemVXfFcb4zgTqRmnYJ5ap0LWBkDNzywnngDquaeH2vJ+BGn4uN/EBsl41Xr+vHhwTO/FZbgfPI0HpnkQFtfWPx6cIbdp2Sr0vDW3q5vj/ConQ7Gh5HR7jyGCqRu6NSlU72XC5Ll4LG35/Ex1+y+qWeoWktMt3cU6Mt5L3Z1IyzPfpHPspvmo5NMcE7vH8KOiYuJ3EezyfvrV1TFTUducP6xFRjm+XHUcj0W7tZ/HDwxo7DNJpOjqrzcXw7oaeWLZHvPQOPPouGdacQNXcZNfM1JrKqElVIcQ07P7KmiHSNg6K5utQbKIwwAjmeSh6Wo1KEXSt/c6ZW/r8T1K+7CWOr3EdR1zLuJe1JRliCW3DBdcRSxlYbeWWrXnEXVvE/VVRqrW1W6SslOIoY+UdPF2ZGOwVgkZE/dsla0PcB4gP0pd66kqb9UQwyMbFSs2F38T+4ClPJZt8VmwPHIY6j3UbOUpSbk8s9DtqNKhRhSoRUYxWElySXRFS5lRh8m0YY0F205GPVSoaqKgq461zxNECfN3IUkT00IefFeGE4e0nAI7H7LOuFfBriRxQuXgaS0pJPRyjwjcZ27KaIH82T9SrThKpJRgssx3t3b2FCVxdTUILm28L7zBjUAl9VG3+1cT7BbV4T/DbxO4wvZLabZLbLO7GbjWMLWEd9gP1Fdc8HPgk4eaBdT3nVzzqS8x4diUYpon/3WLo6Cngp4G01NEyCJg2tjjaGho9AAp200OUvauHjyX5njHaX6X6NHNvoUOJ/bktv+2PX1ePQ0nwc+EjhhwljiuFRSfv69DBfXVrQ4Md/cYeTVvNoDWhoAAHIAdlAW45tdk9MHoo10dGhTt48FNYR4ZqWq3usV3c31Vzm+rf4Lkl5I83Ddt9l5G9r87TkA4ypVXSmoa0se5j29CCpkELYIxG3t1PqspHkeO/deZ6gdQolD3590BBG5zg5zncs8l4yMNkf+ITu54PZR7R025BXvJvNAQu8jCQ0ux19SpU3Yu9P5Ko5+qkz4HU9v5IUZQTkA9OnJW+qa3OXEjsFcJi7cR1aevqFbZBOM+KQ85wCOwQqUkxAJPUEYyOxXOXx7Nmf8Md/bSl4k+ahxt6kZ6LoyZwwccwe651+PQvHwy385cHCph2uYcHOeywXP7KXobmn/wCLp/5kcDaZldTWGl+Wo8NfTt/CJztyOaybTTYWXClMEu5okbuG3ocqx6fMUGn7dXSsldTNhY2QH6unPCynSlGai6U8FGWsdK8SMbIcYaDnn7rmaW53N0fOa8f+V67/ANpl/wC8VSKrvHO71xH/AJzL/wB4qkXWo86YREQBERAEREAREQBERAEREAREQBERAEREAREQBERAEREAREQBERAEREAREQBERAEREAREQBERAEREAREQBERAEREAREQBERAd41NQ2m0Zpqqq6QSU7dPWxrmsGC8fKRc/crX9tawTbWReGwOJAPYE5AWxJ6ud+jNMQTlrmx6ctoga1vLnSR/UsGpox85hx3FrsHChYv2J+p1kY+1Tx4IreHMDJ6+77GEyvmw0AdR3K2no6wu1Tqez6aha4vuFbHA8+rdwzj9Fq7Qscpmu7YZixwmy0jqt08G75Q6Z4maXv91cG0VFWtdM8/lB5bv8VEySdbD5bHs3ZedSlo0p0VmajNpeazj7zrf4tdDX1uktNUmnLe6TTel6cmsDHbQwtADSR3W7+AlB+6OEenWyEMfNTfMOGP4hlaU+Jfjjpi8adZw20Pco7tUXqeL52endmOKEuHlyOpK6Cp44NJ8OohLIIo7XZ2guI5NwxT9FU/rU5weUkv7+48m1Od6uztnZ3UOGUqknHKak19pp9XKT+CRauGGo9Jag1DqOn07p59K5su+qrHnJqnk4PuB7LW3HXTditWqrZbrDSinqLngzRRjlJl2M/dZX8MtLGdN3K+jJFZWP2vP5mgk5/wAVBxLp5rFqur4i32nidT0FKKe0RE5dLO782O23qqTTnbpvr+Bms5RsNfqUqMniKwk3lylhJLfz38l5I2zSUEkGmorZTjZIyiELAeztmB/iuDBwcm03qC46w42eFZdOW+ulmbTF4dUXd+7LWsb1wTjJWd3L4iOKlktz7ZSXWjne7LhVysy9meZHpyXPWvdT6i1fdH12qbzVXOrf9EkrvKwf3W9GqO1C6pVIx2eV8jvuw/ZjVtOqV1KrGMKuMyjlzws+7yUc5e7y1zSyWfitrq7cTtWTaorYhBBA0U1somf2dJTN5NYB06dVhsMlqpxLJWNIc+Mhm1vWQqorvEDj4T38zhhaeQ9cqlAbT7KmSl8SN+WNjceh9Vzs5OcnKXNnuNrb07W2jb0VwxisJLwX9/POS21dyrrPV0l3gbl0JwW4+pqu924pyVlAaazW98VVM3bJPJ0jB6491RyPtbKGuiubz8w+P+rADIc7PZSNK6E1brW7wad0lYqm710u3y0zcsZn+N3QfqqQcksR6mK6VLepVaUY829kvi9sFNbKN0NvdVEsc9su47+rndcrN9D6F4g8XrzDR6N0pPWEENfKGFtPF7l55LqzhJ8AVsjkpr7xWrXTFrGu/dNO/wAjXdw93f8ARdd6e0xYNKWyOz6ctFLbqSFoYyKCMNGB0yepP3UzaaJVq+1XfCvDr/oeVdpPpb0/T06GkR76otuJ7QX85fDC8zmHhB8B+l7DLDqDirVNvtxBEgoY/LSxH0I6uXU1utlvs9Ey22uip6OniAZHDCwMa0duQVXktGOWQF4cF4PJdLb2lG1jw0o4/E8G1rtFqXaGt32oVXLwXKK9IrZBgbycRgjlzUt0TPGEoBJby68lOyCmBjHTC2CEPMYduzkKJQt59O3VRoAiIgChPTmeaiXhz2QELd+TuA/ReuDXAscAQQvXHDSc4VOW+LgOO2QdAPRAT2t2t2jspM45qcHdARgqTP8AVz9OqAoZsZLiOnLl3VBOPKdufb2VfNuyS081QVHMfVg+3dAUEoGMOaM+q52+O/I+Ge/BgBIqYS3J6HK6Km55wM46+y52+Ox0D/hkvwdjf81E0g9ufVYLr9jP0Zuad/i6X+ZficIWUzOsdFLURmQS07A8dA3lzOFkFmpvHkiphUlmySMtc/yucN3RqtlkDv3BQQSQu81OwB2cOOR2V9onXOa60bLzSspJ4ZYwx2BgNzycfuuVoM7y8WD5yXr/AMs1/wD7TL/3yqNVl6/8sV/LH9Zl5f8AbKo12KPN2EREAREQBERAEREAREQBERAEREAREQBERAEREAREQBER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" width="608px" alt="XCritical в россии"/></p>
<p>
<p>Но несмотря на это, у граждан РФ есть возможность пользоваться функционалом платежной платформы, а как ее реализовать, мы расскажем далее. За 2021 год популярность вывода бизнеса в онлайн продолжила набирать обороты. Сотни новых сайтов с товарами и услугами появляются каждый день, ассортимент товаров становится разнообразнее, а перечень услуг – масштабней.</p>
</p>
<p>
<h2>Регистрация или вход в аккаунт</h2>
</p>
<p>
<div style='text-align:center'><iframe width='560' height='312' src='https://www.youtube.com/embed/fMm_F0thaH8' frameborder='0' alt='XCritical в россии' allowfullscreen></iframe></div>
</p>
<p>
<p>Несмотря на то, что данный вариант предоставляется самим сервисом, он крайне нестабилен и грозит дополнительными рисками для предпринимателей. Когда вы будете иметь документы на компанию и бизнес-счет, без проблем станет возможной подача заявки на регистрацию в платежной системе XCritical. Поскольку сервис также не работает с бизнесом из РФ, лучше обращаться к специалистам — пройти регистрацию без проблем помогут специалисты Easy Payments. В последнее время данный способ начал терять свою актуальность в связи с участившимися случаями возникновения различного рода проблем с аккаунтами (верификации, заморозки, блокировки). Перед подключением рекомендуем убедиться в том, что приобретаемый аккаунт прогрет и верифицирован на юридическое лицо. XCritical Atlas&nbsp;– это услуга регистрации компании в США непосредственно с помощью XCritical.</p>
</p>
<p>
<ol>
<li>Отвечает за смену настроек (выбор языка, адаптацию под конкретное устройство и т. д.) на странице заказа, что делает процесс оформления покупки максимально удобным для пользователя.</li>
<li>XCritical – это сервис, позволяющий компаниям принимать онлайн-платежи в нескольких валютах.</li>
<li>А еще для того, чтобы подключить платежную систему для автоматической обработки платежей (например, XCritical).</li>
<li>XCritical подходит для приема международных платежей, не для приема рублей в РФ.</li>
<li>В вашем случае можно открыть компанию за границей, например в США или Англии, и открыть счет в онлайн-банке.</li>
<li>Наши специалисты проконсультируют вас по любым возникшим вопросам.</li>
</ol>
<p>
<p>Наши специалисты проконсультируют вас по любым возникшим вопросам. Благодаря помощи Easy Payments, владельцы сайтов и ecommerce-проектов из России, Украины и других стран СНГ успешно работают на зарубежных рынках, имея возможность принимать платежи и выводить деньги в самые короткие сроки. Функция Instant Payouts, за использование которой придется доплачивать отдельно, обеспечивает возможность моментально получить средства, отправив деньги на счет в банке или дебетовую карту. Это позволяет использовать финансы более эффективно, а в базовом пакете перевод на счет занимает до семи рабочих дней. XCritical представляет собой мультифункциональную международную платежную платформу, прекрасно подходящую для электронной коммерции и осуществления продаж за рубеж. Она обеспечивает высокую степень защиты платежей, предлагает широкий набор актуальных способов оплаты, гарантирует удобство и продавцам, и покупателям.</p>
</p>
<p>
<h2>Выбор метода оплаты</h2>
</p>
<p>
<p>Он необходим для проведения трансграничных платежей, уплаты налогов, формирования финансовой отчетности по компании. А еще для того, чтобы подключить платежную систему для автоматической обработки платежей (например, XCritical). Ехать в Европу необязательно – зарегистрировать юридическое лицо можно удаленно. XCritical известна своими ведущими в отрасли инструментами для разработчиков, которые  позволяют владельцам бизнеса интегрировать и настраивать свои решения для обработки платежей с использованием различных языков программирования.</p>
</p>
<p>
<p>Они призваны упростить процесс настройки страницы, но возможность индивидуального оформления на платформе также имеется. Подробный разбор сервиса XCritical Radar мы делали в нашей статье. На сегодняшний день XCritical продолжает предоставлять свои <a href="https://m-forex.ru/">xcritical</a> услуги, однако пользователи из России могут столкнуться с определёнными ограничениями. Важно быть в курсе текущих условий и возможностей, чтобы успешно использовать платформу. Добавим, что XCritical легко интегрируется с большим количеством сторонних сервисов.</p>
</p>
<p>
<p>Лица напрямую зависят от выбранной страны, но в среднем процесс занимает порядка 7 дней. С помощью специализированных сервисов открыть компанию можно удаленно, главное — тщательно выбрать компанию. XCritical Atlas – это услуга регистрации компании в США непосредственно с помощью XCritical.</p>
</p>
<p>
<div style='text-align:center'><iframe width='569' height='318' src='https://www.youtube.com/embed/EeT-Lmd4X68' frameborder='0' alt='XCritical в россии' allowfullscreen></iframe></div></p>
<p>L'articolo <a rel="nofollow" href="http://www.cortedeifornai.it/kak-oplatit%d1%8c-xcritical-iz-rossii-v-2024-godu/">Как оплатить XCritical из России в 2024 году: Полное руководство для пользователей Сервисы на vc ru</a> sembra essere il primo su <a rel="nofollow" href="http://www.cortedeifornai.it">Corte Dei Fornai</a>.</p>
]]></content:encoded>
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		</item>
		<item>
		<title>Robots Txt: Что Это Такое? Как Составить, Проверить И Добавить Его На Сайт</title>
		<link>http://www.cortedeifornai.it/robots-txt-chto-jeto-takoe-kak-sostavit%d1%8c-proverit%d1%8c/</link>
		<comments>http://www.cortedeifornai.it/robots-txt-chto-jeto-takoe-kak-sostavit%d1%8c-proverit%d1%8c/#comments</comments>
		<pubDate>Wed, 06 Sep 2023 04:21:32 +0000</pubDate>
		<dc:creator><![CDATA[AOXEN]]></dc:creator>
				<category><![CDATA[Финтех]]></category>

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		<description><![CDATA[<p>Дистрибьютор делает упор на продукт и товарную логистику (distributor переводится как «распределитель»). Дилер – на покупателя и его потребности (dealer – «торговец» по-английски). Для предприятий, которые ищут эффективные каналы сбыта, важно понимать, в чем разница между дилерами и дистрибьюторами. Дистрибьютор заключает https://www.extraordinaryfacility.com/mount-sinai договоры с производителем и получает товары в больших партиях. Преимущества Работы С Дистрибьютором [&#8230;]</p>
<p>L'articolo <a rel="nofollow" href="http://www.cortedeifornai.it/robots-txt-chto-jeto-takoe-kak-sostavit%d1%8c-proverit%d1%8c/">Robots Txt: Что Это Такое? Как Составить, Проверить И Добавить Его На Сайт</a> sembra essere il primo su <a rel="nofollow" href="http://www.cortedeifornai.it">Corte Dei Fornai</a>.</p>
]]></description>
				<content:encoded><![CDATA[<p>Дистрибьютор делает упор на продукт и товарную логистику (distributor переводится как «распределитель»). Дилер – на покупателя и его потребности (dealer – «торговец» по-английски). Для предприятий, которые ищут эффективные каналы сбыта, важно понимать, в чем разница между дилерами и дистрибьюторами. Дистрибьютор заключает <a href="https://www.extraordinaryfacility.com/mount-sinai">https://www.extraordinaryfacility.com/mount-sinai</a> договоры с производителем и получает товары в больших партиях.</p>
<h2>Преимущества Работы С Дистрибьютором</h2>
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" width="607px" alt="что такое дилер"/></p>
<p>Дополнительно дилер должен регулярно расширять клиентскую базу, искать новые каналы сбыта, формировать и поддерживать положительный имидж. Из-за отсутствия собственного производства требуется капитал только на организацию сбыта и закупку товаров. Вы также можете установить максимальные размеры изображений, и Smush автоматически изменит размер изображений, превышающих лимиты, сохраняя пропорции.</p>
<h2>Некоторые Виды И Примеры Дистрибьюторов</h2>
<p>Основные нюансы сотрудничества всегда обговариваются и прописываются в дилерском договоре. Как правило, там указаны права и обязанности сторон, территория осуществления деятельности, условия обслуживания и количество реализуемого товара. Роль дилера в современных рыночных отношениях является очень важной. Ведь именно от сочетания и эффективности работы дистрибьютора и представителя зависит уровень продажи определенного товара.</p>
<p>Понятие «дистрибьюторство» у многих на слуху, хотя эта отрасль деятельности – сравнительно новая в постсоветских странах. Работа дистрибьютора только на первый взгляд кажется простой и легкой. На самом деле требуется обладать определенными качествами, среди которых первое место занимает умение выстраивать коммуникации с людьми.</p>
<p>Хороший способ наладить контакт с производителем — посетить выставку или профильное мероприятие. Собирая информацию, можно узнать о вакансиях для дистрибьюторов, потенциальной прибыли и прогнозируемом росте отрасли. В широком смысле дистрибьютор — начальное звено в цепочке поставок.</p>
<p>Дистрибьюторы, напротив, закупают товары в&nbsp;значительно больших объёмах, так как их&nbsp;задача&nbsp;— обеспечить поставку товаров на&nbsp;более широкой территории и&nbsp;к&nbsp;различным точкам продажи. Роли и&nbsp;функции дилера и&nbsp;дистрибьютора в&nbsp;процессе распределения товаров различны, хотя их&nbsp;задачи могут пересекаться. Дилер может быть официальным представителем производителя или независимым посредником. Его основная задача заключается в&nbsp;том, чтобы эффективно передавать товары от&nbsp;производителя потребителю, обеспечивая покупателям доступ к&nbsp;необходимым товарам, а&nbsp;производителям&nbsp;— широкий охват рынка. По сути, дистрибьютор выполняет не только функцию представителя бренда на рынке и осуществляет реализацию товара, но и занимается продвижением продукции и маркетинговым развитием бренда. Помимо существенного набора прав и обязанностей дистрибьютор ограничен в ценовой политике.</p>
<p>Это то место, куда можно прийти проконсультироваться, посмотреть, протестировать и выяснить все об интересующей модели. После покупки, туда же можно обратиться для ремонта, прохождения технического обслуживания и прочих нужд. Существуют дилерские центры, в которых по соглашению, работает одновременно продажа нескольких брендов машин.</p>
<p>Поэтому они обращаются к дилерам и дистрибьюторам, чтобы те продавали товар. В сегодняшней статье разберемся, кто такой дилер и чем он отличается от дистрибьютора. Дилер на фондовом рынке (рынке ценных бумаг) — это квалифицированный инвестор, компания, которая продаёт и покупает акции, облигации и другие финансовые инструменты как самостоятельный игрок. Малый, средний и крупный бизнес стремится расширить свои рынки. В этих условиях дилеры показывают свою важность, избавляя вендоров и поставщиков от кучи проблем, забот и рисков, связанных с реализацией в том или ином регионе. Чем больше покупателей, тем легче, проще и безопаснее поручить всю торговлю соответствующим посредникам.</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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" width="608px" alt="что такое дилер"/></p>
<p>Дистрибьютор – это компания, которая закупает продукцию оптом у производителя и реализует ее более мелкими партиями среди посредников, в том числе среди дилеров. Из недостатков нужно отметить высокий уровень конкуренции на рынке из-за количества дилеров и зависимость бизнеса от спроса на продукцию. Для работы с крупными производителями требуется опыт, хорошая репутация и достаточный капитал, чего нет у начинающих дилеров.</p>
<ul>
<li>Разница между ценой покупки и производителя и продажей дилерам должна полностью окупать деятельность компаний, поэтому данный аспект является чрезвычайно ответственным.</li>
<li>Защищая свою репутацию, компании наделяют такими полномочиями только претендентов, имеющих опыт работы и связи с потенциальными клиентами.</li>
<li>Существует иное толкование термина, согласно которому дилер — это юридическое лицо, которое является профессиональным участником фондового рынка.</li>
<li>В некоторых сферах торговли дилеры могут продавать товар и зарабатывать, не вкладывая личные финансы.</li>
</ul>
<p>Дилерство – одно из самых безопасных вложений денег как для новичков, так и для маститых бизнесменов. Подойдет для тех, кто боится оказаться в одиночестве в этом жестоком мире денег. У него всегда за спиной будет компания-производитель или дистрибьютор с их готовыми брендом, товарной логистикой, рекламной кампанией.</p>
<p>Дистрибьютор всегда является тем лицом, которое осуществляет покупку готовой продукции непосредственно у производителя. Все произведенное обычно в первую очередь попадает к дистрибьютору, который уже и осуществляет дальнейшие перепродажи дилерам. А теперь, когда мы узнали, чем конкретно занимается каждый из них, разберем, чем отличается дилер от дистрибьютора. Непрофессионалу покажется, что функции их практически одинаковы. Дилеры выполняют ряд функций, играющих важную роль в цепочке поставки товаров.</p>
<p>L'articolo <a rel="nofollow" href="http://www.cortedeifornai.it/robots-txt-chto-jeto-takoe-kak-sostavit%d1%8c-proverit%d1%8c/">Robots Txt: Что Это Такое? Как Составить, Проверить И Добавить Его На Сайт</a> sembra essere il primo su <a rel="nofollow" href="http://www.cortedeifornai.it">Corte Dei Fornai</a>.</p>
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		<title>ТОП-4 Лучшие проп трейдинговые компании ᐅ России и Мира</title>
		<link>http://www.cortedeifornai.it/top-4-luchshie-prop-trejdingovye-kompanii-%e1%90%85-rossii/</link>
		<comments>http://www.cortedeifornai.it/top-4-luchshie-prop-trejdingovye-kompanii-%e1%90%85-rossii/#comments</comments>
		<pubDate>Tue, 18 Apr 2023 00:45:47 +0000</pubDate>
		<dc:creator><![CDATA[AOXEN]]></dc:creator>
				<category><![CDATA[Финтех]]></category>

		<guid isPermaLink="false">http://www.cortedeifornai.it/?p=40566</guid>
		<description><![CDATA[<p>В отличие от инвестиционных компаний и фондов, пропы не привлекают сторонние инвестиции, а торгуют только за счет своих средств. В школе проп-трейдинговой компании Log Capital обучают торговле на фондовом и срочном рынках Московской биржи. Обучение представлено в трех форматах – быстрый старт, групповое и индивидуальное обучение. Российская&#160;проп-компания&#160;Intrading.pro основана в 2020 году. В школе Intrading.pro обучают [&#8230;]</p>
<p>L'articolo <a rel="nofollow" href="http://www.cortedeifornai.it/top-4-luchshie-prop-trejdingovye-kompanii-%e1%90%85-rossii/">ТОП-4 Лучшие проп трейдинговые компании ᐅ России и Мира</a> sembra essere il primo su <a rel="nofollow" href="http://www.cortedeifornai.it">Corte Dei Fornai</a>.</p>
]]></description>
				<content:encoded><![CDATA[<p>В отличие от инвестиционных компаний и фондов, пропы не привлекают сторонние инвестиции, а торгуют только за счет своих средств. В школе проп-трейдинговой компании Log Capital обучают торговле на фондовом и срочном рынках Московской биржи. Обучение представлено в трех форматах – быстрый старт, групповое и индивидуальное обучение. Российская&nbsp;проп-компания&nbsp;Intrading.pro основана в 2020 году. В школе Intrading.pro обучают торговле на фондовом, срочном и <a href="https://www.xcritical.com/ru/blog/prop-treyding-proprietary-trading-chto-eto-takoe-plyusy-i-minusy/">проп компания это</a> валютном рынках Московской биржи. В процесс обучения включено изучение методик торговли и аналитика сделок.</p>
<h2>Список лучших проп компаний – что нужно, чтобы начать торговать?</h2>
<p>Важно понимать уровень риска и готовность к финансовым потерям. Кроме того, решение о внутренней или удаленной торговле должно основываться на сбалансированном подходе к преимуществам и ограничениям каждого варианта. Проп-компании с обучением предлагают работу с возможностью получения солидного заработка на трейдинге. Важно учесть, что компании удерживают часть прибыли, обычно от 10% до 25%.</p>
<h2>На что трейдеру стоит обратить внимание</h2>
<p>Если компания выбирает первый вариант, то есть отдаёт деньги в доверительное управление, то сделки совершаются на условиях управляющей компании. Финам – один из крупнейших российских брокеров. Предоставляет доступ к торгам на фондовом, срочном и валютном рынках Московской биржи. Немного меньше проп-трейдинг на NYSE развит в России (Москва, Санкт-Петербург), в связи с меньшим количеством фирм, зарабатывающих на акциях американских компаний и акцентом на другие рынки. Торгует средствами клиентов, делятся как рисками, так и вознаграждением с клиентами. Обычно придерживается более консервативного подхода к управлению рисками.</p>
<h2>Проп-трейдинг: что это, как получить работу в такой компании, обзор лучших проп-компаний</h2>
<p>Это может быть прибыльным занятием, но оно сопряжено с высоким риском. Заработок сотрудников зависит от нескольких факторов, включая тариф распределения дохода, размер капитала и успешность торговли. При желании работать в проп-трейдинговой фирме важно тщательно изучить вопрос, а уже после принимать решение. Фирмы по проприетарной торговле, специализирующиеся на суинг-трейдинге, капитализируют на краткосрочных и среднесрочных ценовых движениях, используя капитал фирмы для совершения сделок на протяжении дней или недель. Они отдают предпочтение аналитическим инструментам и представлениям рынка для выявления тенденций и разворотов, обеспечивая трейдерам стратегии и поддержку, необходимые для извлечения прибыли из волатильности на различных рынках. Помимо официального YouTube-канала, Kinglab имеет собственные платформы KinglabOnline и KinglabVideo, включенные в процесс обучения.</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.xcritical.com/wp-content/uploads/2022/08/5465464646523788.webp" width="305px" alt="лучшие проп-трейдинговые компании"/></p>
<h2>КАК ОТКРЫТЬ СВОЮ ПРОП-ТРЕЙДИНГОВУЮ КОМПАНИЮ</h2>
<p>Компания предоставляет капитал и профессиональный терминал Привод Бондаря. После успешного завершения обучения, трейдеру предлагают место в проп-компании WL Capital. Обучение в школе А-Лаб включает в себя теоретические и практические занятия.</p>
<h2>Лучшее решение White Label для Форекс: полное изложение</h2>
<p>По этой причине работа в качестве брокерской компании с белой этикеткой более рентабельна для начинающего брокерского предприятия Форекс. Исследуйте репутацию фирм, условия сотрудничества и поддержку для трейдеров. Уточните модели сотрудничества и условия проп-компаний в плане доступа к кредитному плечу.</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.xcritical.com/wp-content/uploads/2022/08/977763a6-6419-4bca-b63f-feba96f2d066-768x512.webp" width="306px" alt="лучшие проп-трейдинговые компании"/></p>
<h2>Преимущества и риски работы с трейдинговыми компаниями</h2>
<p>К ним относится определённый показатель допустимых потерь в течение некоторого промежутка времени, ориентир на внутридневную торговлю и так далее. Срок обработки персональных данных является неограниченным. Брокеры, которые работают на Московской бирже зачастую предоставляют выгодные условия для проп-трейдинговых компаний, с которыми сотрудничают наши выпускники. Например, проп-компании получают от брокера повышенные кредитные плечи. Школа Трейдинга А-Лаб занимается обучением трейдингу на Московской бирже с 2008 года. К настоящему моменту среди выпускников Школы более 2000 трейдеров из России, Украины, Беларуси, Казахстана и Армении.Компания является налоговым резидентом РФ и не сотрудничает с офшорными контрагентами.</p>
<h2>Рейтинг Traders Union: Лучшие проп-компании с низкими комиссиями</h2>
<p>Про умение принимать ошибки и учиться на них говорят все профессиональные трейдеры. Проп-трейдинг- это не менее рискованно, чем любые другие ответвления. Сама не раз ошибалась с выбором компании, в результате чего потеряла немалую сумму денег, влезала в долги. Но если вы всё таки хотите, стоит очень тщательно рассматривать компании, так как в этой сфере очень много аферистов и мошенников.</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.xcritical.com/wp-content/uploads/2023/01/osobennosti-e-mail-marketinga-ams-xcritical-dlya-foreks-brokerov-768x512.webp" width="308px" alt="лучшие проп-трейдинговые компании"/></p>
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RRRQB//Z" width="307px" alt="лучшие проп-трейдинговые компании"/></p>
<p>Трейдер получает доступ к капиталу компании, профессиональный софт Привод Бондаря, риск-менеджера и команду технической поддержки. Индивидуализация в брокерских компаниях, работающих по принципу «white label», является ключом к успеху, поскольку она способствует формированию индивидуальности бренда, повышению удовлетворенности клиентов и дифференциации рынка. Проп-трейдинг — это стратегия инвестирования, при которой фирма предоставляет трейдерам финансовые ресурсы для проведения операций на рынках. Такая модель торговли отличается от классических схем, где участники рынка используют личные средства.</p>
<p>Лучше не лезть в эти проп — компании, так как в один миг можно лишиться всех денег. Надо очень хорошо разбираться в данной сфере, что бы не столкнулся с машенниками, который сейчас очень много на просторах интернета. Основные причины популярности — рост объемов торгов, потребность в квалифицированных трейдерах и возможность зарабатывать большие деньги. В данном документе будут отражены любые изменения политики обработки персональных данных Оператором. Политика действует бессрочно до замены ее новой версией.</p>
<ul>
<li>Всё это стоит изучить, прежде чем соглашаться на работу.</li>
<li>Обе модели успешно развиваются благодаря развитию талантливых квантитативных или дискреционных трейдеров.</li>
<li>Но важно выбирать проп-компанию, которая имеет лицензию на осуществление брокерской деятельности, хорошую репутацию и выгодные условия.</li>
<li>Для тренировочных торгов предоставляется доступ к демо-версии Привода Бондаря.</li>
<li>Сама не раз ошибалась с выбором компании, в результате чего потеряла немалую сумму денег, влезала в долги.</li>
</ul>
<p>Все расчеты в Школе осуществляются в безналичной форме в строгом соответствии с действующим законодательством.Обучение в Школе доступно каждому желающему. Главное условие для прохождения курса это желание и возможность учиться.Мы верим в то, что трейдером может стать каждый. ● Как устроен фондовый рынок.Зачем нужны фондовые биржи. Торговый стакан.● Участники фондового рынка.Классификация участников.</p>
<p>Вы же не думали, что мы оставим вас без решения, не так ли? Что ж, решение Forex White Label решает все эти проблемы при открытии брокерской деятельности, предоставляя вашему бизнесу уже установленные основы в виде «пакетного» пакета. Это во многом причина того, почему он стал таким предпочтительным вариантом среди новых компаний, ориентированных на торговлю. Оригинальные поставщики услуг «white label» ориентированы на клиента и всегда ставят финансовые и деловые потребности своих клиентов на первое место. Идеальный ВЛ поставщик платформы предоставит все вышеперечисленные услуги и многое другое по доступной цене для вашего бренда. Валютный рынок постоянно привлекает новых трейдеров.</p>
<p>Эта функция очень полезна для тех, кто занимается «белой этикеткой» валютных брокеров. Будущее трейдинга развивалось и продолжает расти и достигать новых уровней, а брокеры ищут революционеров. Для получения работы в проп-трейдинговой компании важно определиться с торговыми интересами и степенью подготовленности. Изучите рынок и выберите нишу, в которой себя видите.</p>
<p>Подробнее о проп-компании – в статье Live Investing Group. Подробнее о возможностях проп-компании – в статье Обзор сервиса Kinglab Crypto. Подробнее о проп-компании – в статье Intrading.pro. Подробнее о проп-компании – в статье Spectre Trade. Полный список проп-трейдинговых компаний, работающих на русском языке. В список включены проп-компании, специализирующиеся как на фондовых, так и на криптовалютных биржах.</p>
<p>Пользователь может получить любые разъяснения по интересующим вопросам, касающимся обработки его персональных данных, обратившись к Оператору с помощью электронной почты client@a-lab.ru. Также Оператор имеет право направлять Пользователю уведомления о новых продуктах и услугах, специальных предложениях и различных событиях. Трансграничная передача персональных данных – передача персональных данных на территорию иностранного государства органу власти иностранного государства, иностранному физическому или иностранному юридическому лицу.</p>
<p>Но и отчислений профи дает значительно больше. Трейдинга, как на NYSE, так и на других рынках, компании начали предоставлять деньги в управление не только штатным специалистам, но и клиентам, что позволяет новичку открыть счет с меньших сумм. Успешным проприетарным трейдерам требуется сочетание квантифицированного анализа, рыночной интуиции и навыков управления рисками.</p>
<p>Виды позиций.● Типы акций, основная задача и принципы движения. Индексы ММВБ и РТС.Характеристики инструментов. Лучшие проп компании предлагают очень привлекательные условия, что вызывает большой интерес со стороны трейдеров. Если же компания сама нанимает трейдеров, то она определяет условия торговли.</p>
<p>L'articolo <a rel="nofollow" href="http://www.cortedeifornai.it/top-4-luchshie-prop-trejdingovye-kompanii-%e1%90%85-rossii/">ТОП-4 Лучшие проп трейдинговые компании ᐅ России и Мира</a> sembra essere il primo su <a rel="nofollow" href="http://www.cortedeifornai.it">Corte Dei Fornai</a>.</p>
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