/**
 * Minified by jsDelivr using UglifyJS v3.3.25.
 * Original file: /npm/jquery.event.move@1.3.6/js/jquery.event.move.js
 * 
 * Do NOT use SRI with dynamically generated files! More information: https://www.jsdelivr.com/using-sri-with-dynamic-files
 */
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//# sourceMappingURL=/sm/f7f1ac2dc7bb806b0a27e162f37dd0b18f107228974dd11fd328132c5c944a16.map(function( factory ) {

	if ( typeof define === "function" && define.amd ) {

		define( ["jquery", "../jquery.validate"], factory );

	} else if (typeof module === "object" && module.exports) {

		module.exports = factory( require( "jquery" ) );

	} else {

		factory( jQuery );

	}

}(function( $ ) {



/*

 * Translated default messages for the jQuery validation plugin.

 * Locale: PT (Portuguese; português)

 * Region: BR (Brazil)

 */

$.extend( $.validator.messages, {



	// Core

	required: "Este campo &eacute; requerido.",

	remote: "Por favor, corrija este campo.",

	email: "Por favor, forne&ccedil;a um endere&ccedil;o de email v&aacute;lido.",

	url: "Por favor, forne&ccedil;a uma URL v&aacute;lida.",

	date: "Por favor, forne&ccedil;a uma data v&aacute;lida.",

	dateISO: "Por favor, forne&ccedil;a uma data v&aacute;lida (ISO).",

	number: "Por favor, forne&ccedil;a um n&uacute;mero v&aacute;lido.",

	digits: "Por favor, forne&ccedil;a somente d&iacute;gitos.",

	creditcard: "Por favor, forne&ccedil;a um cart&atilde;o de cr&eacute;dito v&aacute;lido.",

	equalTo: "Por favor, forne&ccedil;a o mesmo valor novamente.",

	maxlength: $.validator.format( "Por favor, forne&ccedil;a n&atilde;o mais que {0} caracteres." ),

	minlength: $.validator.format( "Por favor, forne&ccedil;a ao menos {0} caracteres." ),

	rangelength: $.validator.format( "Por favor, forne&ccedil;a um valor entre {0} e {1} caracteres de comprimento." ),

	range: $.validator.format( "Por favor, forne&ccedil;a um valor entre {0} e {1}." ),

	max: $.validator.format( "Por favor, forne&ccedil;a um valor menor ou igual a {0}." ),

	min: $.validator.format( "Por favor, forne&ccedil;a um valor maior ou igual a {0}." ),

	step: $.validator.format( "Por favor, forne&ccedil;a um valor m&uacute;ltiplo de {0}." ),



	// Metodos Adicionais

	maxWords: $.validator.format( "Por favor, forne&ccedil;a com {0} palavras ou menos." ),

	minWords: $.validator.format( "Por favor, forne&ccedil;a pelo menos {0} palavras." ),

	rangeWords: $.validator.format( "Por favor, forne&ccedil;a entre {0} e {1} palavras." ),

	accept: "Por favor, forne&ccedil;a um tipo v&aacute;lido.",

	alphanumeric: "Por favor, forne&ccedil;a somente com letras, n&uacute;meros e sublinhados.",

	bankaccountNL: "Por favor, forne&ccedil;a com um n&uacute;mero de conta banc&aacute;ria v&aacute;lida.",

	bankorgiroaccountNL: "Por favor, forne&ccedil;a um banco v&aacute;lido ou n&uacute;mero de conta.",

	bic: "Por favor, forne&ccedil;a um c&oacute;digo BIC v&aacute;lido.",

	cifES: "Por favor, forne&ccedil;a um c&oacute;digo CIF v&aacute;lido.",

	creditcardtypes: "Por favor, forne&ccedil;a um n&uacute;mero de cart&atilde;o de cr&eacute;dito v&aacute;lido.",

	currency: "Por favor, forne&ccedil;a uma moeda v&aacute;lida.",

	dateFA: "Por favor, forne&ccedil;a uma data correta.",

	dateITA: "Por favor, forne&ccedil;a uma data correta.",

	dateNL: "Por favor, forne&ccedil;a uma data correta.",

	extension: "Por favor, forne&ccedil;a um valor com uma extens&atilde;o v&aacute;lida.",

	giroaccountNL: "Por favor, forne&ccedil;a um n&uacute;mero de conta corrente v&aacute;lido.",

	iban: "Por favor, forne&ccedil;a um c&oacute;digo IBAN v&aacute;lido.",

	integer: "Por favor, forne&ccedil;a um n&uacute;mero n&atilde;o decimal.",

	ipv4: "Por favor, forne&ccedil;a um IPv4 v&aacute;lido.",

	ipv6: "Por favor, forne&ccedil;a um IPv6 v&aacute;lido.",

	lettersonly: "Por favor, forne&ccedil;a apenas com letras.",

	letterswithbasicpunc: "Por favor, forne&ccedil;a apenas letras ou pontua&ccedil;ões.",

	mobileNL: "Por favor, fornece&ccedil;a um n&uacute;mero v&aacute;lido de telefone.",

	mobileUK: "Por favor, fornece&ccedil;a um n&uacute;mero v&aacute;lido de telefone.",

	nieES: "Por favor, forne&ccedil;a um NIE v&aacute;lido.",

	nifES: "Por favor, forne&ccedil;a um NIF v&aacute;lido.",

	nowhitespace: "Por favor, n&atilde;o utilize espa&ccedil;os em branco.",

	pattern: "O formato fornecido &eacute; inv&aacute;lido.",

	phoneNL: "Por favor, forne&ccedil;a um n&uacute;mero de telefone v&aacute;lido.",

	phoneUK: "Por favor, forne&ccedil;a um n&uacute;mero de telefone v&aacute;lido.",

	phoneUS: "Por favor, forne&ccedil;a um n&uacute;mero de telefone v&aacute;lido.",

	phonesUK: "Por favor, forne&ccedil;a um n&uacute;mero de telefone v&aacute;lido.",

	postalCodeCA: "Por favor, forne&ccedil;a um n&uacute;mero de c&oacute;digo postal v&aacute;lido.",

	postalcodeIT: "Por favor, forne&ccedil;a um n&uacute;mero de c&oacute;digo postal v&aacute;lido.",

	postalcodeNL: "Por favor, forne&ccedil;a um n&uacute;mero de c&oacute;digo postal v&aacute;lido.",

	postcodeUK: "Por favor, forne&ccedil;a um n&uacute;mero de c&oacute;digo postal v&aacute;lido.",

	postalcodeBR: "Por favor, forne&ccedil;a um CEP v&aacute;lido.",

	require_from_group: $.validator.format( "Por favor, forne&ccedil;a pelo menos {0} destes campos." ),

	skip_or_fill_minimum: $.validator.format( "Por favor, optar entre ignorar esses campos ou preencher pelo menos {0} deles." ),

	stateUS: "Por favor, forne&ccedil;a um estado v&aacute;lido.",

	strippedminlength: $.validator.format( "Por favor, forne&ccedil;a pelo menos {0} caracteres." ),

	time: "Por favor, forne&ccedil;a um hor&aacute;rio v&aacute;lido, no intervado de 00:00 a 23:59.",

	time12h: "Por favor, forne&ccedil;a um hor&aacute;rio v&aacute;lido, no intervado de 01:00 a 12:59 am/pm.",

	url2: "Por favor, forne&ccedil;a uma URL v&aacute;lida.",

	vinUS: "O n&uacute;mero de identifica&ccedil;&atilde;o de ve&iacute;culo informado (VIN) &eacute; inv&aacute;lido.",

	zipcodeUS: "Por favor, forne&ccedil;a um c&oacute;digo postal americano v&aacute;lido.",

	ziprange: "O c&oacute;digo postal deve estar entre 902xx-xxxx e 905xx-xxxx",

	cpfBR: "Por favor, forne&ccedil;a um CPF v&aacute;lido.",

	nisBR: "Por favor, forne&ccedil;a um NIS/PIS v&aacute;lido",

	cnhBR: "Por favor, forne&ccedil;a um CNH v&aacute;lido.",

	cnpjBR: "Por favor, forne&ccedil;a um CNPJ v&aacute;lido."

} );

return $;

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	<title>Форекс обучение &#8211; Qube Infrastructures</title>
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	<title>Форекс обучение &#8211; Qube Infrastructures</title>
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		<title>Фьючерсы или форварды: в чём разница между этими контрактами?</title>
		<link>https://985ecb7690064bccb2c34efa3f1ed2e0-devsite.readyship.co/?p=34563</link>
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		<dc:creator><![CDATA[prith001]]></dc:creator>
		<pubDate>Tue, 16 Apr 2024 17:38:30 +0000</pubDate>
				<category><![CDATA[Форекс обучение]]></category>
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					<description><![CDATA[Фьючерсы ежедневно переоцениваются по рынку — их стоимость рассчитывается каждый день до что такое маржа для локированных позиций истечения срока действия контракта. Еще одно существенное отличие — фьючерсы доступны на большинстве бирж, а транзакции проверяются расчетно-клиринговыми палатами. Один из ключевых элементов фьючерсных сделок – спецификация. Спецификацией фьючерса называется документ, утверждённый биржей, в котором закреплены основные &#8230;<p class="read-more"> <a class="" href="https://985ecb7690064bccb2c34efa3f1ed2e0-devsite.readyship.co/?p=34563"> <span class="screen-reader-text">Фьючерсы или форварды: в чём разница между этими контрактами?</span> Read More &#187;</a></p>]]></description>
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" width="200px" alt="фьючерс и форвард"/></p>
<p><p>Фьючерсы ежедневно переоцениваются по рынку — их стоимость рассчитывается каждый день до <a href="https://fxglossary.org/hedged-margin/">что такое маржа для локированных позиций</a> истечения срока действия контракта. Еще одно существенное отличие — фьючерсы доступны на большинстве бирж, а транзакции проверяются расчетно-клиринговыми палатами. Один из ключевых элементов фьючерсных сделок – спецификация. Спецификацией фьючерса называется документ, утверждённый биржей, в котором закреплены основные базовые условия фьючерсного контракта.</p>
</p>
<ol>
<li>Следовательно, убыток может прийти совершенно неожиданно для участников.</li>
<li>При желании вы можете купить другой фьючерсный контракт на продажу того же актива через 30 дней.</li>
<li>Поскольку фьючерсы переоцениваются по рынку каждый день, легко оценить ежедневную прибыль или убыток по базовому активу.</li>
</ol>
<p><p>Форварды — это финансовые инструменты, которые могут либо увеличить потенциальные риски, либо принести инвесторам значительную прибыль. Как уже <a href="https://finprotect.info/broker-alfa-forex/">alfa forex отзывы</a> было отмечено, форварды и фьючерсы во многом схожи — оба контракта представляют собой соглашения о покупке и продаже базовых активов в определенную дату в будущем. Они также обладают схожим ценообразованием, поскольку цены зависят от соответствующих активов, которые будут проданы по истечении срока действия контракта. Форвардный контракт представляет собой нестандартизированную версию фьючерса. Это означает, что стороны контракта могут самостоятельно определить базовый актив, цену и срок исполнения дериватива.</p>
</p>
<p><p>Эти производные инструменты можно продать или купить в любое время, достаточно знать актуальную цену. Расчеты по фьючерсам не привязаны к определенной дате, что  делает их более гибкими финансовыми инструментами, чем форварды, которые рассчитываются только в заранее установленную дату. Во-первых, актуальная стоимость фьючерсов ежедневно пересчитывается по рынку — все изменения рассчитываются ежедневно, пока не истечет срок действия контракта.</p>
</p>
<p><p>Его отличие от&nbsp;фьючерса&nbsp;— покупатель может не&nbsp;воспользоваться правом на&nbsp;покупку актива, если условия в&nbsp;итоге окажутся <a href="https://inet-zarabotok.org/obzory-brokerov/">обзор всех форекс брокеров интернета</a> невыгодными, но&nbsp;стоимость опциона в&nbsp;таком случае не&nbsp;возвращается. Если базовый актив торгуется в&nbsp;рублях, то стоимость фьючерса равна его стоимости в&nbsp;пунктах. Стоимость фьючерсов на&nbsp;Московской бирже отражается в&nbsp;пунктах.</p>
</p>
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" width="207px" alt="фьючерс и форвард"/></p>
<p><p>Форвардные контракты являются частными соглашениями, условия которых могут быть самыми различными, так как они согласовываются непосредственно соответствующими сторонами. Из-за своего частного характера они недоступны на биржах и торгуются исключительно на внебиржевом рынке (OTC). Расчётный (беспоставочный) фьючерс&nbsp; обычно применяется для целей&nbsp;хеджирования&nbsp;рисков  изменения цены базового актива или в спекулятивных целях. Во время клиринга фиксируется новая расчетная цена фьючерса, от которой пойдет дальнейший подсчет прибыли/убытка до следующего клиринга. Предположим, вы купили 100 фьючерсов на тростниковый сахар по цене 20 долларов за контракт. Поставщик нанял дополнительных сотрудников и закупил новое оборудование, что позволило увеличить объемы производства тростникового сахара.</p>
</p>
<p><h2>Бесплатно открыть ИП и&nbsp;счет для бизнеса</h2>
</p>
<p><p>Поэтому трейдеру придется самостоятельно искать покупателя, потребность которого можно удовлетворить с помощью уже существующего форвардного контракта. Несмотря на то, что фьючерсы стандартизированы и имеют заранее установленные даты погашения, они предполагают, что поставка базового актива может вообще не произойти. Фьючерсы представляют собой стандартизированные соглашения со стандартными условиями. Они не допускают никаких частных переговоров или корректировок, поэтому эти контракты могут котироваться и продаваться на фьючерсных биржах.</p>
</p>
<p><h2>Чем различаются форвардные и фьючерсные сделки</h2>
</p>
<p><p>Форварды, как правило, носят специализированный характер и сопряжены с расходами на юридическую поддержку. Индивидуальным трейдерам стоит присмотреться к фьючерсам, поскольку требования для торговли этим инструментом довольно просты. Каждый, кто имеет доступ к торговому счёту и достаточно средств, может начать торговать в любой момент.</p>
</p>
<p><h2>Особенности торговли фьючерсами</h2>
</p>
<p><p>Фьючерсы (Futures contract) представляют собой биржевые сделки, в рамках которых предусмотрены поставки активов в будущем. Часто такой финансовый инструмент называют стандартизированной разновидностью форварда. Фьючерсный контракт&nbsp;или&nbsp;фьючерсный договор&nbsp; – это&nbsp;договор&nbsp;купли-продажи&nbsp;базового актива&nbsp;(товара,&nbsp;ценной бумаги&nbsp;и т. д.), который заключается на&nbsp;бирже. Начинающие предприниматели часто интересуются, как зарабатывать на&nbsp;фьючерсах. Но, по&nbsp;сути, торговля ими&nbsp;— спекуляция, потому что сделать точный прогноз по&nbsp;поводу роста или падения цены невозможно.</p>
</p>
<p><p>Это, а также тот факт, что фьючерсные активы ежедневно переоцениваются по рынку, резко снижает риски контрагента. Чтобы открыть позицию на бирже, инвестору необходимо внести первоначальный взнос — маржинальный депозит. В конце каждого дня фьючерс пересчитывается по текущей цене, установленной на момент закрытия биржи. В конечном итоге разница между ценами открытия и закрытия либо зачисляется на счет инвестора, либо списывается с него. Такая система маржинальной торговли отличается относительно небольшой начальной маржой, ежедневным пересчетом цены и распределением ценовой разницы.</p></p>
]]></content:encoded>
					
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			</item>
		<item>
		<title>Фьючерс: его виды, предназначение, отличия от форварда и опциона</title>
		<link>https://985ecb7690064bccb2c34efa3f1ed2e0-devsite.readyship.co/?p=34561</link>
					<comments>https://985ecb7690064bccb2c34efa3f1ed2e0-devsite.readyship.co/?p=34561#respond</comments>
		
		<dc:creator><![CDATA[prith001]]></dc:creator>
		<pubDate>Tue, 16 Apr 2024 09:03:02 +0000</pubDate>
				<category><![CDATA[Форекс обучение]]></category>
		<guid isPermaLink="false">https://985ecb7690064bccb2c34efa3f1ed2e0-devsite.readyship.co/?p=34561</guid>

					<description><![CDATA[Покупатель может решить им не воспользоваться, но стоимость опциона не возвращается. Фьючерс&#160;— это контракт, согласно которому продавец обязуется поставить покупателю базовый актив по оговоренной цене и в определенный срок, а тот обязан выкупить предмет сделки. Представьте, что вы хотите купить машину через полгода, однако с ценами может случиться все что угодно, а вы не хотите &#8230;<p class="read-more"> <a class="" href="https://985ecb7690064bccb2c34efa3f1ed2e0-devsite.readyship.co/?p=34561"> <span class="screen-reader-text">Фьючерс: его виды, предназначение, отличия от форварда и опциона</span> Read More &#187;</a></p>]]></description>
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" width="208px" alt="фьючерс и форвард"/></p>
<p><p>Покупатель может решить им не воспользоваться, но стоимость опциона не возвращается. Фьючерс&nbsp;— это контракт, согласно которому продавец обязуется поставить покупателю базовый актив по оговоренной цене и в определенный срок, а тот обязан выкупить предмет сделки. Представьте, что вы хотите купить машину через полгода, однако с ценами может случиться все что угодно, а вы не хотите полагаться на волю случая. Таким образом покупатель берет на себя обязательство купить базовый актив на согласованных условиях, а продавец обязуется поставить его в срок. Безусловно, торговля фьючерсами, как и любыми биржевыми инструментами, предполагает риски. Однако по сравнению с форвардами фьючерсы гораздо выгоднее с точки зрения низких рисков контрагентов.</p>
</p>
<p><h2>Фьючерсные контракты: спекуляция</h2>
</p>
<p><p>Цены на них формируется по одним и <a href="https://srp-trade.org/forex/foreks-broker-npbfx-obzor/">форекс брокер npbfx</a> тем же принципам, кроме того, оба вида контрактов являются срочными. Имея много общего, чем различаются форвардные и фьючерсные сделки? Определим суть каждого из них, затем рассмотрим их отличия более подробно. В отличие от форвардов, фьючерсные соглашения считаются высоко спекулятивными инвестициями, поскольку практически невозможно предсказать, будет ли цена базового актива расти или падать. Неопределенность означает, что если предположение инвестора о движении  цены не подтверждается, он подвергается риску потери значительных денежных сумм.</p>
</p>
<p><p>Фьючерсные контракты обычно публично торгуются на фьючерсных биржах. Поскольку фьючерсы являются стандартизированными финансовыми инструментами, ими можно торговать через брокеров. Процесс торговли фьючерсными контрактами имеет много общего со стандартной торговлей акциями — в обоих случаях вовлеченные контрагенты осуществляют торговлю активами посредством брокеров. Поставочный фьючерс&nbsp;предполагает, что на дату исполнения контракта покупатель должен приобрести, а продавец продать установленное в спецификации количество базового актива. Поставка осуществляется по расчётной цене, зафиксированной на последнюю дату торгов. И форварды, и фьючерсы относятся к производным инструментам финансового рынка.</p>
</p>
<ol>
<li>Неопределенность означает, что если предположение инвестора о движении цены не подтверждается, он подвергается риску потери значительных денежных сумм.</li>
<li>Расчетный фьючерс используется, когда базовый актив невозможно или неудобно зачислить на счет, например индексы или сырьевые товары.</li>
<li>Инвестор должен внести маржу, и на его торговом счёте будет производиться ежедневный перерасчёт.</li>
<li>Однако по сравнению с форвардами фьючерсы гораздо выгоднее с точки зрения низких рисков контрагентов.</li>
</ol>
<p><h2>Что такое форвардный контракт?</h2>
</p>
<p><p>Срок погашения форвардов истекает при поставке базового актива (например, товаров — кукурузы или нефти). Фьючерсный контракт представляет собой общедоступное соглашение. Чаще всего такой торговый инструмент задействован в нескольких секторах экономики. Среди них сельское хозяйство, добыча полезных ископаемых, производство электроэнергии. Таким образом в качестве базовых активов выступают мясо, пшеница, электричество и нефть.</p>
</p>
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" width="203px" alt="фьючерс и форвард"/></p>
<p><p>Форвардные контракты оформляются вне биржи и предполагают сделку в будущем, но уже с участием реального актива (товара, валюты или ценных бумаг). При этом стороны сразу определяют цену, сроки и прочие условия будущей операции. Форвард страхует от изменений цен в будущем, однако не защищает от неисполнения другой стороной своих обязательств. Такой договор оформляется без соблюдения жестких стандартов, поэтому не может оборачиваться на бирже.</p>
</p>
<p><h2>Лучшие брокеры Forex и бинарных опционов на 2024 год</h2>
</p>
<p><p>Форвардный рынок довольно трудно предсказать, ни одна из деталей соглашений не обнародуется — они обычно известны только договаривающимся сторонам. Кроме того форвардные контракты несут большую степень контрагентского риска для обеих сторон. Инвесторы часто используют форварды для хеджирования возможных рисков и эффективного снижения волатильности цен на активы. Давайте выясним, как можно снизить риски с помощью форвардного контракта. Здесь уже указан объем актива, его качество и дата окончания контракта. Покупатель и продавец могут устанавливать только один показатель — цену.</p>
</p>
<p><p>Эти контракты можно использовать в торговле различными  классами активов, например акциями, ценными бумагами с фиксированным доходом, биржевыми товарами и иностранной валютой. Фьючерсные контракты являются производными биржевыми инструментами — их цена зависит от цены базового актива. Хотя фьючерсы строго стандартизированы и, как правило, менее рискованны для контрагентов, они по-прежнему подвержены рыночному риску, вызванному колебаниями цен. Однако, в отличие от форвардов, которые обязывают участников соблюдать условия до истечения срока действия контракта, вы можете перепродать свой фьючерсный контракт в любое время. Фьючерсы привлекают инвесторов гарантией низкого риска <a href="https://lahore-airport.com/treidery-kotorye-byli-otmecheny-istoriei/">трейдеры, которые были отмечены историей</a> — стоимость актива рассчитывается ежедневно и тесно связана с текущими рыночными курсами. Что еще более важно, фьючерсы поддерживаются клиринговой палатой соответствующей биржи, при этом клиринговая палата выступает в качестве контрагента как для продавца, так и для покупателя.</p>
</p>
<p><p>Например, SBER-11.18 — фьючерс на акции Сбербанка в сокращенном наименовании выглядит так — SBX5. Собрали в&nbsp;таблицу главные различия между фьючерсом, опционом и&nbsp;форвардом. Фьючерс отличается от опциона тем, что и покупатель, и продавец берут на себя обязательство совершить сделку, тогда как в опционе одна сторона имеет право, а другая&nbsp;— обязательство.</p>
</p>
<p><p>Теперь 100 контрактов стоят 10 <a href="https://inet-zarabotok.org/binarnyye-optsiony-razvod-mneniye-spetsialistov/">бинарные опционы развод &#8211; разбираем так ли это</a> долларов за единицу, а вы потеряли 1000 долларов. Рынок форвардных контрактов характеризуется низкой ликвидностью. Низкий уровень ликвидности приводит к тому, что выбирающие этот финансовый инструмент не обладают гибкостью и не могут заключать или выходить из форвардного контракта в любое время. Форварды — это частные контракты, заключенные между покупателем и поставщиком. Данные контракты торгуются на внебиржевом рынке, поэтому форварды недоступны публично и не торгуются на биржах.</p>
</p>
<p><p>Бэквордация&nbsp;— обратная ситуация, когда цена фьючерса ниже цены базового актива. В случае бэквордации большинство инвесторов ожидают, что стоимость базового актива скоро упадет. Например, такое может быть в преддверии дивидендного гэпа, поскольку фьючерсы не дают право на получение выплат. Поэтому не стоит продавать фьючерс на определенную акцию в день отсечки, надеясь на то, что стоимость контракта завтра резко упадет. Опцион&nbsp;— это договор, согласно которому покупатель опциона получает право купить или продать какой-то актив в определенный срок по заранее оговоренной цене.</p></p>
]]></content:encoded>
					
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		<title>Bitcoin Cash Или Bitcoin: В Чём Разница? Отвечаем Тут!</title>
		<link>https://985ecb7690064bccb2c34efa3f1ed2e0-devsite.readyship.co/?p=30690</link>
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		<dc:creator><![CDATA[prith001]]></dc:creator>
		<pubDate>Thu, 06 Apr 2023 15:00:03 +0000</pubDate>
				<category><![CDATA[Форекс обучение]]></category>
		<guid isPermaLink="false">https://985ecb7690064bccb2c34efa3f1ed2e0-devsite.readyship.co/?p=30690</guid>

					<description><![CDATA[Благодаря этому Биткоин становятся все более популярными с каждым днем. Любой, кто держит оригинальную монету во время ее форка, автоматически получит раздвоенную версию монеты, которую он держал. Таким образом, Биткоин разделилися на Биткоин Кэш, кто-то, у кого было 10 BTC, автоматически получил бы BCH, соответствующее 10 BTC. Принцип работы Она призвана заменить немасштабируемый биткоин и &#8230;<p class="read-more"> <a class="" href="https://985ecb7690064bccb2c34efa3f1ed2e0-devsite.readyship.co/?p=30690"> <span class="screen-reader-text">Bitcoin Cash Или Bitcoin: В Чём Разница? Отвечаем Тут!</span> Read More &#187;</a></p>]]></description>
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" width="209px" alt="биткоин кэш это"/></p>
<p><p>Благодаря этому Биткоин становятся все более популярными с каждым днем. Любой, кто держит оригинальную монету во время ее форка, автоматически получит раздвоенную версию монеты, которую он держал. Таким образом, Биткоин разделилися на  Биткоин Кэш, кто-то, у кого было 10 BTC, автоматически получил бы BCH, соответствующее 10 BTC.</p>
</p>
<p><h2>Принцип работы</h2>
</p>
<p><p>Она призвана заменить немасштабируемый биткоин и обеспечить максимум полезности. В 2021 году добыча альткоинов происходит посредством майнинга. Поэтому предложение биткоин кэша в будущем закончится. Применяя протокол Simple Ledger, программисты могут выпускать новые токены в блокчейне. Это подобно тому, как коины ERC-20 работают в сети Ethereum.</p>
</p>
<p><h2>Криптовалюта BRETT: самая популярная мем-монета на блокчейне Base</h2>
</p>
<p><p>Другой вариант покупки этих монет наличными &#8211; это сделать на P2P-бирже, например, LocalBitcoins. Опять же, вы сможете покупать Биткоин только на P2P-биржах, но впоследствии вы сможете обменять свой BTC на BCH, используя криптовалютную биржу. Таким образом, он все еще находится в стадии захвата своего места на рынке криптовалют. Многие люди предполагают, что Bitcoin Cash может отнять значительную долю рынка у Bitcoin, что сделает ее новой доминирующей криптовалютой в отрасли. Люди, известные как майнеры, используют вычислительные мощности для решения математических уравнений в блокчейне. Как только нод в сети решает математическое уравнение, он подтверждает блок <a href="https://fxglossary.org/broker-finmaxfx-usloviya-torgovli-i-otkrytiya-scheta/">Брокер FinmaxFX</a> транзакции.</p>
</p>
<p><p>LongForecast придерживается негативного прогноза для BCH. Энтузиасты валюты отмечают, что из 3 триллионов транзакций в год на мировом рынке 75% приходится на наличные и 13% на кредитные/дебетовые карты. Также нужен кошелек Bitcoin Cash, на который можно получать крипту.</p>
</p>
<p><p>В итоге был разработан компромиссный протокол SegWit2x&nbsp;— часть информации хранить за пределами блокчейна и размер блоков увеличить до 2&nbsp;МБ5. Bitcoin Cash – это продукт спора в целостном комьюнити Биткоина. С 2016 года инвесторы, руководители и трейдеры сети BTC находились в состоянии определенного конфликта.</p>
</p>
<p><p>К примеру, банковская система Visa, Inc, связанная с кредитными картами по всему миру, каждый день осуществляет более 150 миллионов операций, что примерно равно 1700 процедур в секунду. Однако это даже ниже запланированной мощности, которая достигает 65 тысяч транзакций. В то время как цена BCH составляет около  10-15% от цены Биткоина, стоимость майнинга Bitcoin Cash примерно такая же, как и майнинга Bitcoin. Это означает, что тот, кто добывает Bitcoin Cash, получает на 50-60% меньше прибыли, чем тот, кто добывает Bitcoin на том же оборудовании.</p>
</p>
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" width="204px" alt="биткоин кэш это"/></p>
<p><p>Теперь у вас должна появиться возможность зайти в вашу учётную запись Binance! В июле 2021 цена токена находится на минимальном уровне за всю свою историю. В качестве аргумента <a href="https://inet-zarabotok.org/shkola-borisa-kupera-dlya-nachinayushchikh-treyderov/">курсы бориса купера: зачем начинающим обучаться трейдингу</a> против можно привести довод, что форки уступают по показателям материнской валюте. В 2021 году биткоин установил рекорд по капитализации.</p>
</p>
<p><h2>Bitcoin Cash и Bitcoin: Заключение</h2>
</p>
<p><p>Размер блока действительно стал толчком для создания нового проекта на базе старого – BCH, но на этом нововведения не закончились. Bitcoin – криптовалюта, которая по праву может считаться главной среди всех существующих блокчейн коинов. Биткоин был первопроходцем и именно он устанавливал правила игры. Поэтому все монеты вышедшие после него, созданные по его подобию – называются альткоинами. Вы можете купить Биткоин Кэш и Биткоин на надёжной криптобирже, вроде Binance и KuCoin или же выбрать более простой способ купить эти криптовалюты с помощью карты &#8211; Simplex. Это безопасный способ оплаты, позволяющий быстро и просто получить крипту.</p>
</p>
<p><h2>Какие ключевые факторы следует учесть при выполнении автоматизированного криптовалютного трейдинга?</h2>
</p>
<p><p>Это означает, что нет единой власти, которая бы имела контроль над сетью. С тех пор как Биткоин (BTC) начал становиться всё более и более популярным, время, которое требуется для проведения транзакций также становилось все более и более медленным. Это также сделало стоимость каждой транзакции более дорогой для отправителя. Улучшение способности Биткоина обрабатывать большие объемы транзакций на высокой скорости и с низкими затратами было технологической задачей с момента запуска протокола.</p>
</p>
<ol>
<li>Платежная система, которая является проверенным средством сбережения.</li>
<li>Рекомендуется выбрать систему хранения, которая содержит ключ на том же устройстве.</li>
<li>Впрочем, потенциальную возможность хранить больше информации используют далеко не всегда.</li>
<li>20 июля 2017 года 95 % майнеров проголосовало в пользу «Предложения по совершенствованию» (англ. Bitcoin Improvement Proposal, BIP) 91.</li>
</ol>
<p><p>После того как биткоин стал популярным и количество транзакций возросло, многие операции стали задерживаться в очередях. Изменилась и цена одного перевода, что поставило под угрозу тезис о потенциальной замене всех других платежных систем на перспективную монету. С точки зрения непрофессионала, криптовалютная биржа &#8211; это место, где вы встречаетесь и обмениваетесь криптовалютами с другим человеком. Биржевая платформа (например, Binance) выступает в роли посредника &#8211; она связывает вас (ваше предложение или запрос) <a href="https://srp-trade.org/shkola-treydera-borisa-kupera-obzor-brenda/">школа трейдинга бориса купера</a> с этим другим человеком (продавцом или покупателем).</p></p>
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		<item>
		<title>Что такое Биткоин кэш, характеристика монеты и история ее создания</title>
		<link>https://985ecb7690064bccb2c34efa3f1ed2e0-devsite.readyship.co/?p=30689</link>
					<comments>https://985ecb7690064bccb2c34efa3f1ed2e0-devsite.readyship.co/?p=30689#respond</comments>
		
		<dc:creator><![CDATA[prith001]]></dc:creator>
		<pubDate>Tue, 04 Apr 2023 13:36:30 +0000</pubDate>
				<category><![CDATA[Форекс обучение]]></category>
		<guid isPermaLink="false">https://985ecb7690064bccb2c34efa3f1ed2e0-devsite.readyship.co/?p=30689</guid>

					<description><![CDATA[Что дает ему большой потенциал в будущем для принятия и использования. Как постфлоп – ситуация с инициативой у оппонента упоминалось ранее, криптовалюты, такие как Биткоин или Биткоин Кэш, растут в цене по мере их использования. Мы можем проанализировать их с точки зрения ROI (возврат инвестиций) и роста стоимости. Существует довольно много форков Биткоина, но ни &#8230;<p class="read-more"> <a class="" href="https://985ecb7690064bccb2c34efa3f1ed2e0-devsite.readyship.co/?p=30689"> <span class="screen-reader-text">Что такое Биткоин кэш, характеристика монеты и история ее создания</span> Read More &#187;</a></p>]]></description>
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" width="202px" alt="биткоин кэш это"/></p>
<p><p>Что дает ему большой потенциал в будущем для принятия и использования. Как <a href="https://inet-zarabotok.org/postflop-situaciya-s-iniciativoj-u-opponenta/">постфлоп – ситуация с инициативой у оппонента</a> упоминалось ранее, криптовалюты, такие как Биткоин или Биткоин Кэш, растут в цене по мере их использования. Мы можем проанализировать их с точки зрения ROI (возврат инвестиций) и роста стоимости. Существует довольно много форков Биткоина, но ни один из них так не известен, как Биткоин Кэш.</p>
</p>
<p><p>Хард-форк — это разделение блокчейна, позволяющее разработчикам вносить изменения в новую цепочку без изменения исходной. Разработчики совершенствуют программное обеспечение и не могут принудительно изменить протокол. Все пользователи могут свободно выбирать, какое ПО и какую версию софта использовать. Для того чтобы оставаться совместимыми друг с другом, владельцы должны использовать программное обеспечение, соответствующее одним и тем же правилам. BCH может работать корректно только при полном консенсусе между пользователями.</p>
</p>
<p><h2>Криптовалюта Bitcoin Cash (BCH)</h2>
</p>
<ol>
<li>Так, например, больший объем блока проще испортить, скомпрометировав его относительно всех узлов блокчейна.</li>
<li>С ростом популярности Биткойна число транзакций увеличилось, но из-за ограничения максимального размера блоков не все транзакции «помещались» сразу, периодически возникала очередь.</li>
<li>Bitcoin Cash (BCH) – название, которое вы могли слышать если только вливаетесь в криптовалютное комьюнити.</li>
<li>Это наводит меня на мысль, что обе эти монеты могут оставаться основными в отрасли по мере их развития.</li>
</ol>
<p><p>Это один из самых успешных хард-форков, используемых криптосообществом в качестве средства платежа. Bitcoin Cash — криптовалюта и платежная система, созданная в 2017 году в результате хард-форка Биткоина. BCH служит цифровой валютой в сети Bitcoin  Cash, используемой в качестве инвестиционного актива и для осуществления платежей.</p>
</p>
<p><p>Тем не менее, многие пользователи считают, что KuCoin &#8211; одна из самых простых бирж на текущем рынке. Bitcoin Cash работает по той же технологии, что и Биткоин. Поэтому механизм работы основан на алгоритме Proof of Work. Bitcoin был первой криптовалютой, которая использовала этот механизм консенсуса для проверки транзакций.</p>
</p>
<p><h2>Что такое Bitcoin Cash и как он работает?</h2>
</p>
<p><img decoding="async" 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" width="208px" alt="биткоин кэш это"/></p>
<p><p>Чем дольше будет длиться развитие проекта, тем меньше схожестей будет между ним и прародителем. С многочисленными независимыми командами разработчиков, обеспечивающими реализацию программного обеспечения, будущее безопасно. <a href="https://srp-trade.org/otzyvy-o-forex-mmcis-group/">отзывы о forex mmcis group</a> Bitcoin Cash устойчив к политическим и  социальным атакам на разработку протоколов.</p>
</p>
<p><p>Другая группа разработчиков подумала, что эта идея не так хороша. Ну, даже если изменение каждого блока технически изменило бы скорость транзакции Биткоина, это было бы лишь временным решением проблемы. В этом случае, когда сеть Биткоина станет более занятой, она потребовала бы ещё одного улучшения. Разница между Bitcoin Cash и оригинальной криптовалютой состоит в максимальном размере блока (он стал в 32 раза больше). В остальном для запуска проекта использовался тот же исходный код. Но неужели размер блока был столь важен и так критичен, что из-за этого команде разработчиков Биткоина пришлось разделиться?</p>
</p>
<p><h2>Как работает Bitcoin Cash</h2>
</p>
<p><p>Она уменьшала фактический объём транзакции, удаляя из неё цифровую подпись и прикрепляя её к альтернативному блоку. Благодаря этому, освободилось чуть ли не 65 процентов базового объёма хранения информации, так что рабочий размер блока хранения расширился до 2 МБ. Впрочем, потенциальную возможность хранить больше информации используют далеко не всегда.</p>
</p>
<p><h2>Добавление Данных Оплаты На Coinbase</h2>
</p>
<p><p>Когда <a href="https://fxglossary.org/indeks-otnositelnoy-sily-i-kak-rabotaet-rsi/">Индекс относительной силы и как им пользоваться</a> была создана криптовалюта, она использовала тот же формат. Для избежания путаницы среди пользователей обоих виртуальных активов разработчики BCH предложили новый формат адресов под названием CashAddr. Обновление изменяет только способ отображения, а не лежащие в его основе закрытые и открытые ключи. Их эксперты считают, что в 2021 году цена токена будет колебаться около $1000.</p>
</p>
<p><p>Собственно, второй вариант и лёг в основу создания Bitcoin Cash. Децентрализованная пиринговая криптовалюта, появившаяся после хардфорка (отделения) от сети BTC. Как и свой прародитель, bitcoin cash (BCH) — это платежное средство. Он не является криптовалютной платформой для развертывания других проектов (вроде Ethereum). С момента своего создания, перед блокчейном Биткоин встала проблема масштабирования – сохранения эффективности работы всей системы при значительном увеличении количества пользователей. Обработка, хранение и проверка транзакций в децентрализованной сети завязана на существовании алгоритмов консенсуса.</p></p>
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		<title>Робот помощник &#8220;Stop &#038; Profit&#8221; для QUIK Школа по созданию торговых роботов</title>
		<link>https://985ecb7690064bccb2c34efa3f1ed2e0-devsite.readyship.co/?p=29771</link>
					<comments>https://985ecb7690064bccb2c34efa3f1ed2e0-devsite.readyship.co/?p=29771#respond</comments>
		
		<dc:creator><![CDATA[prith001]]></dc:creator>
		<pubDate>Wed, 08 Feb 2023 00:57:51 +0000</pubDate>
				<category><![CDATA[Форекс обучение]]></category>
		<guid isPermaLink="false">https://985ecb7690064bccb2c34efa3f1ed2e0-devsite.readyship.co/?p=29771</guid>

					<description><![CDATA[В появившемся списке выбираем «Новая заявка», чтобы выставить рыночную или лимитную заявку. Для отправки стоп-заявки в QUIK, выбираем «Новая стоп-заявка». Через эту функцию можно поставить заявки тейк-профит и заявки стоп-лимит в QUIK. В графе «Цена» задаем цену, как минимизировать риски на Forex если выставляем лимитную заявку. Если рыночную, то ставим галочку напротив «Рыночная». Расcкажите, пожалуйста, &#8230;<p class="read-more"> <a class="" href="https://985ecb7690064bccb2c34efa3f1ed2e0-devsite.readyship.co/?p=29771"> <span class="screen-reader-text">Робот помощник &#8220;Stop &#038; Profit&#8221; для QUIK Школа по созданию торговых роботов</span> Read More &#187;</a></p>]]></description>
										<content:encoded><![CDATA[<p>В появившемся списке выбираем «Новая заявка», чтобы выставить рыночную или лимитную заявку. Для отправки стоп-заявки в QUIK, выбираем «Новая стоп-заявка». Через эту функцию можно поставить заявки тейк-профит и заявки стоп-лимит в QUIK. В графе «Цена» задаем цену, <a href="https://boriscooper.org/kak-minimizirovat-riski-na-forex/">как минимизировать риски на Forex</a> если выставляем лимитную заявку. Если рыночную, то ставим галочку напротив «Рыночная».</p>
<h2>Расcкажите, пожалуйста, как в системе QUIK подать заявку стоп-лосс, и тейк-профит.</h2>
<p>При открытой позиции удерживая клавишу Shift клик левой клавишей мыши в одной области, затем второй клик в другой области. Ответы на финансовые, правовые, экономические и многие другие вопросы подготовили специалисты КИТ Финанс Брокер.</p>
<h2>Основные возможности робота-помощника «Multi AutoStop»</h2>
<p>Но, в отличие от обычного лимитного ордера, у айсберг-заявки в стакане видна только «верхушка». Остальной объем не «всплывает», пока не реализуется первый, видимый объем. То есть, срабатывает в два этапа – триггер-цена (в нашем случае – $109) и цена исполнения – цена, на которую «встанет» лимитный ордер после триггера (в примере – $110). В лимитных ордерах трейдеры устанавливают свою цену, с точностью до тысячных. Подобная заявка исполняется, если на бирже находится встречная заявка. Кроме того, механизмы биржи могут «раздробить» заявку, чтобы реализовать ее по частям.</p>
<h2>&#8220;Многоуровневый стоп лосс и тейк профит&#8221;</h2>
<p>Допустим, у вас есть акции, купленные по цене 200 рублей за лот, и вы хотите ограничить убыток. Вам нужно выставить стоп заявку на 20 рублей ниже. Если курс акций упадет, и достигнет цены 180 рублей, то позиция закроется. Если же цена начнет расти и, например, достигнет 202 рубля, то стоп заявка поднимется на 2 рубля. А разница между ценой стоп заявки и текущей заявкой по-прежнему останется равной 20 рублям.</p>
<p>Настройка «По лучшим ценам» означает, что SL/TP сработают, когда стакан сместится и спред совпадет с ценой, установленной в заявке. Например, Stop-Loss установлен на ценовом уровне $25,00. С настройкой «По лучшим ценам», SL будет активирован, когда цена «коснется» ордера. Ордера Stop-Loss и Take-Profit можно можно выставить на стороне сервера (биржи) или приложения. При параметре «На сервере», выставленные SL/TP сработают вне зависимости того, открыт ли терминал, работает ли интернет-подключение и т. При параметре «В приложении» стоп-ордера сработают в том случае, если терминал открыт и интернет-подключение работает стабильно.</p>
<p>Кот девон-рекс обычно мощнее и массивнее, чем кошка. Следовательно, даже если Вы не будете следить за позициями и котировками, в случае роста, прибыль за счет стоп заявки будет зафиксирована, а в обратном случае убытки ограничатся. Также выставляется и стоп заявка на покупку. Она сработает при достижении стоп цены в заявке.</p>
<p>Параметр «Срабатывание стоп-заявок» позволяет настроить принцип срабатывания Stop-Loss и Take-Profit. «Дальность заброса от стоп-заявок» – параметр, который позволяет задать диапазон цен для реализации SL/TP. Дальность заброса нужна, чтобы защититься от проскальзывания.</p>
<p>Комбинируем «Ctrl + T», чтобы вызвать окно «Список транзакций». В этом окне можно выбрать инструмент и тип заявки. Нажимаем «F2», чтобы вызвать форму подачи заявок. В QUIK можно выставлять заявки через стакан.</p>
<p>1) В случае если цена пойдет в нашу сторону (вверх) зафиксировать прибыль на уровне 132,80 руб. (Тейк-профит – 132,80 руб.) – это условие будет отображаться в «стакане». Для того чтобы сохранилась данные стоп-заявки (отступы между линиями) при перетаскивании стоп-заявки на графике, необходимо зажимать (Ctrl). Это важно, потому что если вы будете переносить стоп-заявку по графику без (Ctrl), то стоп-заявка изменится не целиком, а изменится только стоп-цена. Если обычные (Лимитированные заявки) выставляются только в момент торговой сессии, то (Стоп-заявки) можно выставлять всегда, даже тогда, когда торги уже закрылись. После закрытия торгов, можно открыть стоп-заявку на следующее утро, например на пробой того или иного уровня (также можно выставить время работы стоп-заявки например – до отмены).</p>
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" width="308px" alt="автоматическое выставление стоп лосс и тейк-профит в quik"/></p>
<p>В графе «Защитный спрэд» ставим величину, на которую будет уменьшена цена в биржевой заявке, закрывающей позицию с прибылью. Сегодня мы разберем, как можно выставить взаимосвязанную заявку со сроком действия «До отмены». Использовать для этого будем стоп-заявку «Тейк-профит и стоп-лимит». Ещё стоит отметить, что если заявка стала активной, то ее исполнение гарантировано, но не гарантирована цена исполнения. Такое возможно, когда цена акций быстро меняется в заданном направлении.</p>
<p>Настройка дальности заброса не работает при размещении SL/TP на стороне сервера. При размещении на сервере, SL/TP выставляет рыночную заявку. Если объем заявки большой и стакан разрежен, то заявка может распределиться на несколько соседних цен без ограничений по дальности.</p>
<p>А купить, зафиксировав убытки, &nbsp;можем&nbsp;&nbsp; выставлением &nbsp;стоп-лимита. Все в точности,&nbsp; как и в первом случае, только наоборот. Более подробную информацию о параметрах стоп-заявок вы можете найти в руководстве пользователя. Сегодня поговорим о том, как правильно установить&nbsp;скользящий стоп (или по другому трейлинг-стоп) в терминале QUIK и нужен ли он вообще? Сам я не использую&nbsp;трейлинг-стоп в своей торговле, а всегда пододвигаю стоп-лосс вручную. Но так как меня довольно часто об этом спрашивают, и данная тема многим интересна, то я попытаюсь раскрыть ее в этой статье.</p>
<p>Данная настройка позволяет переводить стоп-лосс в значение средней цены позиции, если не происходило движение цены. Поддерживается автоматический запуск и остановка исполнения скрипта по конкретному торгуемому инструменту по времени. Существует возможность автоматически закрыть позицию по инструменту по истечении времени.</p>
<p>Мы связываем между собой два инструмента, тесно зависящих друг от друга, динамика которых повторяется. Условия наступившие по одном инструменту, является условием для открытия сделки по другому инструменту. Стоп-лосс на продажу в основном используется в том случае, когда вы хотите совершить сделку (продать актив) в момент падения цены самого актива (падение графика вниз). Самая простая стоп-заявка – это «Стоп-лимит». Наводим курсор на нужную цену в стакане и дважды кликаем ЛКМ. Если планируем покупать, кликаем по ценам Ask (заявкам на продажу, красный блок).</p>
<p>Также можно выставлять диапазон в процентах (т.е. Отступ от max и Защитный спрэд не &#8211; в валюте цены, а в процентах). (Тейк-профит) – эта заявка с условием &#8211; (исполнить заявку при ухудшении цены на заданную величину от достигнутого максимума (на продажу) или минимума (на покупку)). Тейк-профит обычно используют для закрытия позиции с максимальной прибылью. Также возможно и альтернативное использование тейк-профита – для открытия позиции (покупки &#8211; на развороте цены вверх (long) или продажи &#8211; на развороте цены вниз (short)).</p>
<p>В поле «Количество» указываем количество лотов. В качестве «ограничителя» выступают две заявки – стоп-лимит и стоп-маркет. В примере выше стоп-маркет – ордер «отправляется» по той же цене, по которой активируется ($90).</p>
<p>А связанный Тейк-Профит в это время уже отменится.— Не активно при выборе псевдо рыночного исполнения Стоп-Лосса. Вероятность исполнения Тейк-Профита очень высокая.— Отрицательное значение означает что при срабатывании Тейк-Профита заявка выставится вглубь стакана по более лучшей цене. Порода девон рекс короткошерстная разновидность кошек, приехавшая к нам из Англии. Они обладают человеколюбивым, приятным нравом и не менее симпатичной обликом. Описание породы девон-рекс говорит, что средний вес животных составляет от 2,5 кг до 4,5 кг.</p>
<p>А в условиях конкурентной торговли на бирже, необходимо особое внимание уделять контролю рисков во время торговли на рынке. Как выставить&nbsp; правильно связанную заявку, рассмотрим в следующих статьях. Надеюсь, вы уже разобрались с тем, как выставить простую заявку для входа в рынок. Тогда вы научитесь ставить на автомате все эти приказы. Но не обольщайтесь на то, что сразу начнете зарабатывать в трейдинге и купите себе квартиру, машину и т.п. Это достаточно сложная профессия, хотя кажется простой.</p>
<p>Если хотим продать – по ценам Bid (заявки на покупку, зеленый блок). Чтобы не ждать, пока цена вырастет, устанавливаем Take-Profit на отметке в $109. Когда цена дойдет до $109, ордер автоматически отправит на биржу лимитный ордер на продажу по $110, чтобы продать акцию и зафиксировать прибыль. Stop-Loss и Take-Profit – условные заявки, ограничительные ордеры, которые закрывают позицию по достижению заданной цены, триггера.</p>
<p>Также можно открыть график через стакан – двойной клик ПКМ по любой строке в стакане. Также можно отправить ордеры через кнопки с изображением пальцев, на панели инструментов. Кнопкой «Два поднятых пальца», вызываем форму подачи заявки. Кликом по кнопке двух пальцев со знаком «S», вызовем форму подачи стоп-заявки. Как и в большинстве терминалов, условные заявки в QUIK можно устанавливать одновременно.</p>
<p><img decoding="async" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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" width="304px" alt="автоматическое выставление стоп лосс и тейк-профит в quik"/></p>
<p>Ранее установленная заявка снимается в момент, когда Вы отпускаете линию. Выберете пункт меню &#8220;Настройки&#8221; &#8211; &#8220;Основные&#8221; во вкладке &#8220;Транзакции&#8221; поставите галочку &#8220;Подтверждение транзакций&#8221;. В момент отпускания линии запросится подтверждение и после того как Вы согласитесь, снимется ранее установленная заявка и выставится новая.</p>
<p>Допустим, у вас есть акции, купленные по цене 200 рублей за лот. Одновременно вы желаете ограничить возможные убытки и готовы при цене 180 рублей закрыть позицию с убытком. Исключение – ситуации, когда позиция не может закрыться из-за ограничения дальности заброса.</p>
<p>Если цена поднимется до 240 рублей, стоп заявка поднимется вслед за ней до 220 рублей. Чтобы продать акции и получить прибыль Вы ждете, пока их цена вырастет. Для ограничения своих потерь выставляется стоп заявка на продажу. Такая заявка автоматически срабатывает, когда цена достигает указанного уровня, что не отличается от схемы работы обычной лимитированной заявки. Стоп заявка с фиксацией прибыли называется Take-profit.</p>
<p>Для начинающих трейдеров у нас есть бесплатный обучающий курс. Также вы можете использовать наши бесплатные сигналы и анализировать торговую историю в Дневнике трейдера. Горячая клавиша для выставления SL/TP настраивается. В меню «Настройки» перейдите в раздел «Горячие клавиши». Далее мы рассмотрим настройки Stop-Loss и Take-Profit под отдельный торговый инструмент.</p>
<p>Девон рекс короткошерстная разновидность кошек, пришедшая к нам из Британии. Они характеризуются приятным, мягким нравом и не менее отличной внешностью. Историю породы девон-рекс сообщает, что средний вес животных составляет от 2,5 кг до 4,5 кг. Кот девон-рекс обычно больше и увесистее, чем кошка. Выберите стоп-заявку со статусом «Активна» из «Таблицы стоп-заявок», далее нажмите комбинацию клавиш alt+F6, после чего выбранная заявка активируется. Чтобы снять стоп заявку выделите её и нажмите клавиши Ctrl+D.</p>
<p>То есть, «обрамлять» цену входа и автоматизировать выход из позиции при достижении расчетной прибыли или при достижении допустимого убытка. В QUIK заявки размещаются с графика, стакана, через главное меню, а также с помощью «горячих клавиш». Рассмотрим подробнее, какие заявки доступны в QUIK и как их выставлять. Статья подготовлена командой терминала для торговли на Московской бирже CScalp.</p>
<p>Для снятия сразу группы заявок, необходимо использовать комбинацию клавиш ALT+SHIFT+D. Для срочного рынка (фьючерсы) поддерживается возможность автоматической замены торгуемого инструмента на следующий — автоэкспирация. Защитный спрэд предназначен для того, чтобы создаваемая заявка стала заведомо исполнимой. Продать купленный актив (Газпром) и получить максимальную прибыль.</p>
<p>Этот механизм незаметен трейдеру – нет никаких финансовых потерь и явных отличий от того, если бы заявка была реализована целиком. Мы подготовили вводную по работе с биржевыми заявками в торговом терминале&nbsp;QUIK. Рассматриваем, какие виды заявок реализованы в QUIK. Рассказываем, как отправить ордер на биржу и как снять заявку в терминале. Необходимо отметить, что&nbsp; автоматические заявки стоп-лосс и особенно тейк-профит мы рекомендуем использовать только при торговле высоколиквидными акциями. Offset — Величина, указывающая на сколько шагов должна откатить цена от мин/макса, чтобы заявка Тейк-Профита сработала (обычно используется для Трейлинг-Стопа).</p>
<p>Приведенные примеры показывали, как работает стоп-лосс и тейк-профит по длинной позиции. В случае с короткой позицией, всё будет почти так же, только в другую сторону (вместо «продажи»- «покупка»). Но лично мне больше всего нравится подтаскивать стоп вручную. Это дает более высокие результаты в трейдинге. Так как на рынке периодически меняется волатильность и механика&nbsp;поведения цены.</p>
<p>Однако цена может и дальше проваливаться вниз, в этом случае мы можем купить актив по более низкой цене. Как только (левой картинке – цена исполняемой лимитируемой заявки) стоимость акции превысит уровень 216,30 руб., в торговую систему попадет сигнал на покупку фьючерса. Обычно, чем больше объем покупки инструмента (Кол-во лот), тем больше нужно выставлять потенциальный спрэд. Также нужно отметить, чем ликвиднее инструмент, тем меньше потенциальный спрэд. QUIK можно использовать в связке со скальперскими приводами. Например, к через QUIK к Московской бирже можно подключить терминал CScalp.</p>
<p>Этот тип стоп-заявки очень удобен для внутредневной торговли. Со связ.заявкой – это Стоп-лимит со связанной заявкой. Заявка такого типа выставляет одновременно две части, Стоп-заявку (Стоп-лосс) – фиксация убытка и лимитированную заявку в стакан (Тейк-профит) – фиксация прибыли. Все выставленные вами Стоп-заявки сохраняются на сервере у Брокера, и исполняются при достижении определенных значений (заданными вами).</p>
<p>Быстрое выставление стоп-заявки&nbsp; не рекомендую. А такое выставление может привести к тому,&nbsp; что вы что-то напутаете с сигнальной или лимитированной ценой. Но, если это касается только удобства вывода на экран&nbsp; окна стоп-лосса, тогда&nbsp; нажимайте на клавиатуре на F6. Заметьте, что для каждого инструмента этот защитный спред будет свой. Это опять же зависит, в какое время торгов вы поставили приказ, волатильность, ликвидность инструмента.</p>
<p>Кликаем ПКМ, появится контекстное меню, где можно выбрать «Новая заявка» или «Новая стоп-заявка». Выбираем тип заявки, появится стандартная форма подачи ордера. Цена свечи не переносится в ордер автоматически – по умолчанию, в окне будет указана текущая рыночная цена инструмента.</p>
<p>Если он не выбран &#8211; обратитесь с этой проблемой к своему брокеру. Весь контроль/учет производится на сервере Quik, поэтому можно после выставления стоп-заявки отключиться от Quik. На текущий момент данную задачу можно решить только программно, встроенных решений в Квике нет. Вы можете самостоятельно запрограммировать код, либо воспользоваться готовым решением. Необходимо зайти в меню НАСТРОЙКИ/ОСНОВНЫЕ выбрать вкладку транзакции и в окошке, напротив &#8220;окно подтверждения&#8221;, убрать галочку и нажать ОК. Купите программируемую мышь или настройте горячие клавиши для выставления рыночной заявки в Квике.</p>
<p>Автоматическое выставление&nbsp; стоп заявок тоже –сложный вопрос. У заявки стоп-лимит&nbsp; тогда сигнальная цена должна быть ниже рынка. Это когда мы закрываем позицию с проигрышем. Иначе она молниеносно исполнится, и Вы будете раздосадованы, потому что вы вошли в позицию. Зажатие клавиши&nbsp;Ctrl&nbsp;приводит к остановке изменения цен в таблице котировок, объемы при&nbsp; этом продолжают изменяться. Это позволяет точно снять/создать заявку по желаемой цене.</p>
<p>Альтернатива – установить SL, например, на цене в $90. В таком случае, терминал автоматически закроет позицию, как только цена снизится до $90. Мы потеряем $10, но защитимся от большего падения. Они исполняются за счет лимитных заявок, лежащих в стакане. То есть, рыночная заявка реализуется по лучшей текущей цене.</p>
<p>Если хотим поставить «лимитку», придется вписать цену «руками» в поле «Цена». О необходимости и пользе заявок стоп-лосс говорить, наверное, нет необходимости. В программе QUIK есть вид стоп-заявки под названием «Со связанной заявкой», но возможный срок действия ее – только текущая торговая сессия, что не всегда достаточно. Стоп заявка на покупку (Buy stop order) – превращается в рыночную заявку на продажу, как только произойдет сделка по цене не ниже, чем указанная цена. Стоп заявка на покупку всегда ставить выше текущей рыночной цены. Обычно используется для того, чтобы ограничить потери или защитить прибыль при короткой позиции.</p>
<p>Однако цена может и дальше расти, и в этом случае мы можем продать актив по более высокой цене. Альтернативное использование (Тейк-профита на развороте цены) – открытие сделки на отбой от какого-либо уровня. При достижении цены акции Роснефть 216,30 руб., в торговую систему поступает лимитированная заявка на покупку фьючерса на Роснефть (RNH5) по цене 21500. Была выявлена определенная взаимосвязь между движением двух различных финансовых инструментов (акции Роснефть, и фьючерсы на акции Роснефть).</p>
<p>За счёт функции&nbsp;ПЕРЕНОСА В БЕЗУБЫТОК&nbsp;вы запросто сохраните уже заработанные деньги на бирже. Также при включении функции TRAILING STOP, подтягиваем Стоп-Лосс за ценой, что позволяет высиживать трендовые движения с защитой прибыли и ограничением убытка. Был приобретен актив (акции Сбербанк) по 131,50 руб.</p>
<p>Стоп заявка (от англ. – Stop limit) – это заявка, исполнение которой откладывается до наступления указанного в ней условия. То есть, заявка не является активной до тех пор, пока стоимость ценной бумаги, не достигнет или пересечёт цену, заранее установленную инвестором. После этого стоп заявка становится рыночной заявкой на покупку или продажу. При принудительном исполнении стоп-заявки &#8220;тейк-профит + стоп-лимит&#8221;, цена выставления будет равна цене последней сделки + заданный защитный спред. В процессе работы робот-помощник «Multi AutoStop» отслеживает изменение позиции по торгуемому инструменту и выводит информацию по ней. Если установлены настройки для Стоп-лосса, Тейк-профита, Трейлинг стопа, то происходит автоматическая установка ордеров, отвечающих за стоп-лосс и тейк-профит.</p>
<p>Девон-рекс короткошерстная разновидность кошек, приехавшая к нам из Британии. Они характеризуются мировым, ангельским характером и не менее милой видом. Описание породы девон-рекс сообщает, что средний вес животных составляет от 2,5 кг до 4,5 кг. Кот девон-рекс обычно мощнее и мощнее, чем кошка.</p>
<p>Когда цена доходит к заданному вами уровню, брокер выставляет вашу лимитированную заявку в стакан (лимитированные заявки лежат у брокера и срабатывают по заданному вами условию). Выделяем нужную заявку в таблице кликом ЛКМ. Затем нажимаем на кнопки с изображением пальцев – «Снять выделенную заявку». Второй способ – нажимаем «Действия», выбираем «Снять стоп-заявку». Чтобы снять заявку, выделяем ее в таблице заявок или в таблице стоп-заявок.</p>
<p>Появляясь «по чуть-чуть», айсберг-заявка распродает заданный объем без привлечения внимания к крупному объему. Следовательно, без негативного изменения стоимости актива. Активные трейдеры реже используют рыночные заявки. Во-первых, маркет-заявка не дает точно выбрать точку входа в позицию (возможно проскальзывание). Во-вторых, выбирая рыночный ордер, трейдер автоматически теряет деньги из-за спреда, поскольку соглашается на текущую цену. При достижении рыночной ценой уровня примерно в 100 рублей можно будет заменить заявку на новую, подняв уровень стоп-лосса на уровень безубыточности.</p>
<p>Терминал будет активировать ограничительные ордера сразу после открытия позиции. Обратите внимание, что Stop-Loss и Take-Profit настраиваются отдельно для каждого торгового инструмента. Если вы хотите настроить универсальные параметры SL/TP, которые будут работать по умолчанию для всех инструментов, изучите инструкцию Как настроить биржевой стакан в CScalp. Терминал сохраняет пользовательские настройки.</p>
<p>Если установлены настройки по трейлинг стопу, то по мере движения цены происходит сдвиг стоп-лосса, что позволяет защитить полученную прибыль. Также реализована возможность закрыть половину позиции при достижении указанного ценового уровня по тейк профиту. Используя нашего робота-помощника вы сможете спокойно сосредоточиться только на поиске точек входа, а технические моменты по сопровождению позиции будет робот сам. При результаты вашей торговли точно станут лучше. Мы представляем вашему вниманию нашего робота-помощника «Multi AutoStop» для автоматической выставления Стоп-лосса, Тейк-профита, Трейлинг-стопа, Безубытка в торговом терминале Quik.</p>
<p>Если часть объема не будет распродана по разрешенным ценовым уровням, то терминал откроет лимитную заявку на закрытие позиции (при условии, что SL/TP размещен на стороне приложения). Если для дальности заброса задать параметр «0», то терминал распродаст объем по доступным ценовым уровням. Скажите пожалуйста как в квике версии 6,15,1,17поставить заявку на покупку и стоп лосс одновременно, что бы не ждать у монитора когда она исполнится.</p>
<p>Стоп-заявки имеют высокую скорость исполнения и сразу поступают на биржу. Рекомендуем начинающим трейдерам ознакомиться с нашим бесплатным курсом скальпинга. Как активировать терминал, мы разобрали на примере ВТБ в статье&nbsp;Как войти в QUIK через ВТБ Мои Инвестиции. Терминал QUIK – торговая платформа, предлагаемая практически всеми брокерами, работающими на Московской бирже. Через QUIK на MOEX попадает существенная часть корпоративных и частных заявок.</p>
<p>Сначала рынок увидит первый вагон и «разгрузит» его – купит/продаст объем, указанный трейдером в «шапке» айсберга. Как только первый «вагон» разгрузится, из тумана появится второй. Айсберг-заявки нужны, чтобы проводить крупные сделки без потери ликвидности и без прямого влияния на рыночную цену.</p>
<p>Ордера Stop-Loss и Take-Profit можно установить только для открытой позиции. Перед выставлением SL/TP мы рекомендуем настроить размещение ордеров на стороне сервера. Можем предположить, что у Вашего брокера в наличии несколько серверов и в таблице стоп-заявок выбран фильтр &#8220;Показывать стоп-заявки только с текущего сервера&#8221;.</p>
<ul>
<li>Выделяем нужную заявку в таблице кликом ЛКМ.</li>
<li>А купить, зафиксировав убытки,  можем   выставлением  стоп-лимита.</li>
<li>В QUIK можно выставлять заявки через стакан.</li>
<li>Если для дальности заброса задать параметр «0», то терминал распродаст объем по доступным ценовым уровням.</li>
<li>Айсберг можно представить как поезд с вагонами, выходящий из тумана.</li>
<li>Рассказываем, как отправить ордер на биржу и как снять заявку в терминале.</li>
</ul>
<p>Тейк и Стоп выставляются роботом только после полного исполнения торговой заявки и если эта заявка не результат сработки своих Стопов или Тейков. Мы представляем вашему вниманию нашего робота помощника для автоматической выставления Стоп-Лосса и Тейк-Профита в торговом терминале Quik. И еще&nbsp; это будет зависеть от волатильности на тот момент. Можно везде в этих двух графах поставить 0, и выставить заявку. Здесь нужно еще указывать&nbsp; отступ от max (максимальный) и защитный спред. Рекомендации здесь сложно дать, ведь для каждого инструмента они будут абсолютно индивидуальными .</p>
<p>Чтобы получить CScalp бесплатно, оставьте e-mail в форме ниже. Сохранить — После нажатия на кнопку сохранить настройки сохраняются в файл. Если во время запуска настройщика этот файл не будет найден в папке робота, то он будет создан автоматически со значениями по умолчанию. Чтобы этого избежать можно либо закрывать скрипт до закрытия Квика, либо использовать один из двух предложенных режимов запуска. Если при запуске скрипта отсутствует соединение с сервером, то скрипт остановится. Скрипт дожидается наличия соединения с сервером и встаёт на паузу 60 сек, чтобы переждать поток устаревших событий о предыдущих сделках.</p>
<p>«Лимитки» попадают в стакан, где «ждут», пока биржа найдет для них соответствующего продавца/покупателя, заинтересованного в предложенной цене. Чтобы установить автоматический стоп-лосс (заявка «стоп-лимит»), вы должны установить цену условие, и цену исполнения. Если на рынке пройдет хотя бы одна сделка с ценой, равной цене-условию, ваша заявка будет выставлена на рынок по цене исполнения, и станет обыкновенной лимитированной заявкой. Будет использоваться лимитная заявка по рыночной цене. Хорошо подходит для случаев перемещения стоповой заявки на графике. Цена выставления всегда находится на нужной цене, по которой Стоп-Лосс в случае сработки гарантированно сразу исполнится.</p>
<p>Вероятность исполнения Стоп-Лосса очень высокая.— Отрицательное значение означает что при срабатывании Стоп-Лосса, заявка выставится вглубь стакана по более лучшей цене. Вероятность моментального исполнения невысокая. По сути лимитка выставится и будет ждать пока до неё цена дойдёт.</p>
<p>Значение 1, например, можно оставить на случай резкого выноса в сторону Тейк-Профита, чтоб сразу не фиксировать прибыль при малом профите. Сегодня статья&nbsp; посвящена&nbsp; выставлению стоп заявок в quik и очень много примеров будет. Нигде&nbsp; в интернете я не видела&nbsp; разбора этой темы с примерами,&nbsp; когда училась торговать. Это достаточно простые действия, и научиться им надо всего лишь один раз. И не просто научиться, а понять, как их делать. На правой стороне заявки в графе «Отступ от max» ставим «0».</p>
<p>К примеру, иногда трендовое движение очень плавное, с небольшими зонами консолидаций, а иногда с существенными откатами. Если мы будем протаскивать стоп-лосс вручную, то это гораздо проще отслеживать. В случае&nbsp;грамотного подтягивания стопа&nbsp;самостоятельно, за зонами консолидаций, либо за уровнями, результативность торговли повысится. В частности в своей торговли я использую некоторые формации построенные на этом принципе. А теперь перейдем к установки&nbsp;трейлинг-стопа в квик. Вообще, больше всего скользящие стопы подойдут трейдерам, которые торгуют внутри дня и одновременно открывают позиции по нескольким инструментам.</p>
<p>Бывает достаточно тяжело уследить за всеми бумагами и подтаскивать стоп вручную. Естественно, при этом необходимо грамотно подойти к отбору трендовых инструментов. Так как если вы будете использовать трейлинг стоп-лосс, торгую во флэте, то вы его довольно часто будете ловить. Девон-рекс короткошерстная разновидность кошек, прибывшая к нам из Англии. Они характеризуются отличным, нежным характером и не меньше привлекательной внешностью. Описание породы девон-рекс сообщает, что средний вес животных равняется от 2,5 кг до 4,5 кг.</p>
<p>В колонке «Доступные транзакции» выбираем тип транзакции – ввод заявки. Появится форма подачи заявки, где можно выбрать инструмент, направление сделки (покупка или продажа), объем ордера. По умолчанию, будет выбран инструмент, выделенный в таблице инструментов на рабочем пространстве. Также можно щелкнуть правой кнопкой мыши название выбранной акции в таблице торгов, и в появившемся меню выбрать «новая стоп-заявка». Проскальзывание отдаляет или приближает фактическое выставление заявки при срабатывании Стоп-Лосса.— Положительное значение выставит заявку на противоположную сторону стакана.</p>
<p>Когда параметры ордера введены, нажимаем «Ввод» и подтверждаем подачу ордера. Отступ от min &#8211; это как-бы трэйлинг стоп, который должен помочь купить актив дешевле и отступ этот конечно по желанию можно и увеличить. Кода цена начнет расти в обратную сторону более чем на 10 копеек, тогда заявка и исполнится. Наводим курсор на свечу, расположенную на нужном ценовом уровне.</p>
<p>Если SL/TP размещается на стороне приложения, то настройка дальности работает – заявка будет «закидываться» на ту дальность, которую мы выставили в настройках. Рабочий объем (РО) используется в рыночных и лимитных ордерах, которыми мы открываем или закрываем наши позиции. Для Stop-Loss и Take-Profit РО не задается – ордера закрывают позицию целиком, вне зависимости от ее размера. Выставить несколько SL/TP для частичного закрытия одной позиции нельзя. Дальность заброса настраивается индивидуально для каждого инструмента с учетом шага цены, установленного для инструмента биржей (без учета масштабирования стакана).</p>
<p>Этот Спрэд нужен для того, чтобы наша заявка не осталась висеть в стакане. Также в этом контекстном меню доступна функция отправки айсберг-заявок – для этого нажимаем «Новая айсберг-заявка». Форма подачи айсберг-заявки похожа на стандартную, где указываются цена, количество лотов и т. Параметры непосредственно «айсберга» трейдер не выбирает – биржа «разбивает» объем самостоятельно. SL работает в обратную сторону – закрывает позицию, чтобы сократить потенциальные убытки. Если не отслеживать цену, то потеряем деньги.</p>
<p>В стоп-лимите сработает сначала триггер-цена, например, на $91, которая «создаст» лимитный ордер на $90. Затем, по достижению цены в $90, сработает «лимитник». Лимитная заявка – ордер, в котором цена исполнения назначается трейдером. Трейдер указывает, что покупает/продает, сколько лотов и по какой цене.</p>
<p>Подобная таблица открывается в QUIK по умолчанию. Если ее нет, нажимаем «Создать окно», затем «Заявки» или «Стоп-Заявки». Наконец, можно отправить заявки через горячие клавиши.</p>
<p>На площадке FORTS, без учета позиций по опционам, денежные средства блокируются только под заявки в размере гарантийного обеспечения контрактов. Если все денежные средства были в заявках и были выставлены стоп-заявки, то при срабатывании, заявка, отправляемая по стоп-заявке будет отвергнута системой. Скорость выставления уровней заявок Stop-Loss и Take-Profit в сотню раз выше, чем вы будете выставлять вручную. Это в приоритете при торговли внутри дня и скальпинге.</p>
<p>Цена (83,60) &#8211; мы купим свой актив в пределах этой цены, это размер максимального отклонения (выставить заявку по цене 83,60 руб). Также мы можем выставить заявку тейк профит и стоп-лимит (Рис. 2). Отличается она тем, что здесь мы можем выставить защитный стоп-лосс. Более подробно об этом вы можете прочитать здесь. Итак, правой кнопкой мыши нажимаем на стакан заявок и выбираем пункт “новая стоп-заявка”. Затем меняет тип стоп-заявки на «тейк-профит».</p>
<p>Торговать каждый день, выставляя с десяток заявок, в QUIK не очень удобно. CScalp помогает решить эту проблему, поскольку интерфейс и функционал терминала заточены под активный внутридневной трейдинг. Кроме того, можно снять приказ через стакан. Для этого наводим курсор на цену, на которой размещена заявка, кликаем ПКМ и выбираем в меню «Снять заявку».</p>
<p>На графике появятся две горизонтальные линии стоп-лимит (стоп-лосс) и тэйк-профит. Это одна и та же операция но по разным ценам. Если сработает одно из условий, противоположное будет автоматически снято.</p>
<p>После чего у нас появится следующее окошко, смотрим рисунок (рис.1). Правильно выставленный тейк профит способен автоматически зафиксировать прибыль по позиции, что позволяет не проводить целый день за компьютером. Вот только, как показывает практика, далеко не все понимают как &#8220;правильно&#8221; выставить тейк профит. В колонке «Доступные классы» выбираем инструмента.</p>
<p>В первую очередь эта возможность заключается в том, что заявка (Тэйк-профит), позволяет нам оптимизировать прибыль. Цена активации – цена, которая пройдет по акциям Росснефти. Вызываем окно стоп-заявки и выбираем – (Стоп цена по другой бумаге). Чтобы отправить заявку с графика, открываем график нужного инструмента. Это можно сделать, выбрав тикер в таблице инструментов или через «Создать окно», «График».</p>
<p>Если выбираем «Новая заявка», появится стандартная форма подачи ордера. Если выбираем «Новая стоп-заявка», появится окно подачи условных ордеров. Это заявки, в которых объем разделен на несколько частей.</p>
<p><img decoding="async" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://boriscooper.org/wp-content/uploads/2021/10/5335a0ee-3831-49f5-8979-fc49cab2b04f.jpg" width="305px" alt="автоматическое выставление стоп лосс и тейк-профит в quik"/></p>
<p>Изменить или снять Стоп-заявку можно из таблицы (Таблица стоп-заявок), при вызове нового окна с помощью правой кнопки мыши. Отмененную заявку также можно также восстановить из той же таблицы (Таблица стоп-заявок). Например, когда говорят («сорвать стопы») – это как раз относится к тому, что сработали заявки, которые были не видны в «стакане». Их влияние сложно отследить и можно только предполагать где они находятся. Они покажутся, когда произойдет так называемый «срыв стопов».</p>
<p>1.Робот «»Stop &amp; Profit» для терминала QUIK.2.Подробное Руководство по установке и описание Робота. Выключение же этой функции будет реализовано без перезапуска робота (после сохранения и нажатия на кнопку Применить). Если скрипт не оставляется запущенным при закрытии Квика, то можно использовать любой. Инструмент для которого запускается эта копия робота. А вот как раз разница между&nbsp; сигнальной ценой и заявочной ценой на покупку/продажу&nbsp; и есть защитный спред.</p>
<p>Выбираем нужный инструмент через меню «Создать окно», «Котировки». Выбираем инструмент, появляется окно со стаканом (таблицей котировок). Два режима запуска скриптов на выбор.У терминала Квика есть особенность, при запуске сразу после соединения приходят события о совершённых ранее сделках. Робот может реагировать на них как будто эти сделки только что совершены. Стоп — Величина в шагах изменения цены инструмента на расстоянии которого будет выставлена связанная заявка Стоп-Лосса. Тейк (от цены входа) — Величина в шагах изменения цены инструмента, на расстоянии которого будет выставлена связанная заявка Тейк-Профита.</p>
<p>При выставлении стоп-заявки (Тэйк-профит) создается точка, где активируется наша стоп-заявка &#8211; уровень, с которого начинается расчет трэйлинга. Однако у нас нет уровня защиты от рисков (этот уровень может понадобиться, если цена сразу пойдет не в вашу сторону), для этого выбираем стоп-заявку (Тэйк-профит и стоп-лимит). Условия Мы хотим купить актив после того как он подойдет к уровню цены 144,55 руб., отобьется от него и развернется вверх. Задача заключается в том, чтобы попытаться поймать цену именно в тот момент времени, когда рынок разворачивается и идет в обратную сторону. Во избежание ошибок выставляем заявку (Тейк-профит).</p>
<p>При пробое, например индекса в каких-то ценовых значениях, мы или откроем нашу торговую позицию или наоборот ее закроем. Чаще всего такая стратегия используется при движении базового актива (акции) и производного финансового инструмента (например, фьючерса). Логика сводится к следующему, смотрится цена по одному финансовому инструменту, а торгуется по другому (стоп цена выставляется по другому финансовому инструменту). В «стакане» часто случается проскальзывание цены, поэтому в поле «цены» стоп-заявки указывают цену с учетом проскальзывания. Если эту цену не указать, то рынок может перескочить цену, которая указана в «стоп-лимит» и не вернуться к ней, тогда заявка не сработает. Поэтому для подстраховки, указывается цена с учетом проскальзывания.</p>
<p>Открой таблицу &#8220;Таблица стоп-заявок&#8221;, выделите в ней строку с заявкой, которая в колонке &#8220;Состояние&#8221; имеет значение &#8220;Активна&#8221;, нажмите комбинацию клавиш Ctrl+D. Как сделать две стоп-заявки, по одному и тому же инструменту, но разные по направлению и объему? При срабатывании одной из заявок другая должна сниматься. • Перевести в безубыток после указанного значения минут.</p>
<p>Описание породы девон-рекс говорит, что обыкновенный вес животных составляет от 2,5 кг до 4,5 кг. — Путает или не знает как выставлять стоп лосс и тейк профит. Если стоп-ордер будет содержать этот комментарий, то такой ордер не будет рассматриваться в процессе поиска. В этом коридоре (83,50-83,60руб.) будут находиться контракты для покупки с нужной нам ценой. Мы хотим купить актив (акции &#8211; Аэрофлот), и в данный момент цена базируется на отметке 83,38 руб.</p>
<p>Обычно рыночные заявки используются, когда нужно срочно купить или продать. Также рыночные заявки используют инвесторы и долгосрочные трейдеры, которым не важно выверять точку входа в рынок до “миллиметров”. Если цена пойдет вниз и по рынку пройдет первая сделка по цене 95 рублей или ниже, в рынок уйдет заявка на продажу по цене 94,98 рубля, вторая заявка будет автоматически отменена. Девон рекс короткошерстная разновидность кошек, прибывшая к нам из Англии. Они имеют добрым, мягким характером и не меньше приятной экстерьером.</p>
<p>Если не наступило условие исполнения &#8211; стоп-заявка со сроком действия &#8220;до отмены&#8221; будет действовать пока не будет отменена. Если условия наступили и заявка выставилась, то если в ходе сессии заявка не исполнилась, то она снимется в конце торговой сессии. На площадке ММВБ денежные средства блокируются как для стоп-заявок, так и для заявок в размере покупаемых активов.</p>
<p>В этой ситуации можно просто не успеть выполнить стоп заявку на продажу по цене в 180 рублей и тогда реальная цена исполнения может составить, скажем, 160 рублей. Если сразу купить актив с текущих позиций, то может оказаться так, что цена продолжит двигаться вниз, пробив уровень поддержки. Как в торговом терминале Quik одновременно выставить стоп-лосс и тейк-профит? Пример, куплены акции Сбербанка по 100 рублей, необходимо одновременно выставить заявку типа стоп-лимит на уровне 99 рублей, а тейк-профит по 105 рублей. • Стоп-лосс — значение стоп-лосса в указанных единицах.</p>
<p>И чтоб сделка гарантировано закрылась, не забывайте его выставлять. Затем выбираем необходимое количество контрактов и нажимаем ввод. Как выставить тейк-профит и как установить стоп-лосс. В строке «Выставление Stop-Loss/Take-Profit» настраивается «расстояние» от цены входа в позицию до ценовых уровней, на которых нужно выставить SL/TP. Настроить параметр можно в шагах цены (по умолчанию) или в процентах от цены открытия позиции. В CScalp можно настроить автоматическое выставление SL/TP.</p>
<p>Выставлять стоп-заявки можно как перед началом торгов, так и после окончания торгов, при условии, что вы подключены к серверу и у вас выставлены лимиты по бумагам и денежным средствам. Всё зависит от регламента работы сервера Quik у брокера. Есть сервера &#8211; почти круглосуточные (кроме технической профилактика). В текущей версии торгового терминала QUIK такой возможности нет. Требуемый функционал можно реализовать, используя Qpile.</p>
<p>Если (Отступ от max) сделать минимальным, например 0,01 руб., то приказ сработает даже при самых незначительных сдвигах. Рассчитываем разворот движения цены (отскок) от уровня поддержки (такие сигналы появляются достаточно часто). Дождаться, когда актив немного подрастет, а потом купить.</p>
<p>• Тейк-профит — значение тейк-профита в указанных единицах. Покупка акций Газпром &#8211; совершим покупку на отбой от уровня 144,55 руб. Текущая цена – 144,64 руб.Вызываем окно стоп-заявки и выбираем – (Тейк-профит). Таким образом, Спрэд (защитный спрэд – проскальзывание) выставляем, ориентируясь по «стакану», в зависимости от тех цен и объемов, которые находятся в стакане. Айсберг можно представить как поезд с вагонами, выходящий из тумана.</p>
<p>Если при нажатии F2 не появляется окно ордера, а включается какая-либо из системных опций Windows, то нужно нажать «FN + F2» (актуально для ноутбуков). Например, когда на бирже нет спроса или предложения, полностью покрывающего объем заявки. В терминале QUIK реализованы рыночные, лимитные и условные заявки. После включения этой функции она станет активна только при следующем запуске робота в Квике. Псевдо рыночное исполнение – аналог рыночной стоповой заявки. Даже самые опытные трейдеры могут допустить ошибку при выставлении Стоп-Лосса или Тейк-Профита.</p>
<p>Допустим, актив стал расти (83,00 руб.), но затем стал падать, и рыночная цена подошла к отметке 82,95 руб., показалась точка разворота. Вы решили продать актив, в преддверии того, что падение продолжится и чтобы минимизировать убыток, вы решили продать его по цене в пределах 82,90-82,80 руб. Заявку Стоп-лимит в основном используют для приобретения актива. Например, актив покупается в тот момент, когда осуществится пробой ценового уровня, для этого мы и используем стоп-заявку (Стоп-лимит). 2) В случае если цена пойдет не в нашу сторону (вниз) зафиксировать наши убытки на уровне (Стоп-лосс – 131,80 руб.) – это условие не будет отображаться в «стакане».</p>
<p>Когда одно из этих условий будет выполнено, второе будет отменено – в этом и состоит смысл стоп заявок. В верхней части окна условных ордеров, в выпадающем списке, выбираем тип стоп-заявки. Также в окне выбираем инструмент (через список) и условия активации – триггер-цены, цены лимитного ордера и т.</p>
<p>При перемещении стопа надо зажать &#8220;Ctrl&#8221;, что бы цена исполнения в стопе тоже менялась, если перемещение проводится без зажатой клавиши, то поменяется только стоп-цена. Для того, чтобы снять стоп-заявку, которая была выставлена на сервере, ее нужно &#8220;Сделать своей&#8221;, через пункт контекстного меню в таблице стоп-заявок. Возможности сделать это программно нет, поэтому рекомендуем работать на одном сервере. После того как от достигнутого максимума, цена снижается на 0,20 руб., в торговую систему поступает сигнал исполнить заявку и заявка будет исполнена с более выгодным результатом. Наиболее сложная и часто используемая заявка (Тэйк-профит), позволяет добиваться эксклюзивных возможностей.</p>
<p>После закрытия стакана инструмента или перезапуска CScalp настраивать параметры SL/TP заново не нужно. Мы подготовили инструкцию по работе с ордерами Stop-Loss и Take-Profit в терминале CScalp. Рассказываем, как выставлять и настраивать ограничительные ордера. Рассматриваем особенности работы с Stop-Loss и Take-Profit.</p>
<p>Когда цена акции подойдет к уровню 216 руб., фьючерс уже может быть гораздо выше. В этом случае мы не совершим сделку, но заявка попадет в стакан. Если наоборот цена фьючерса будет гораздо ниже, то в этом случае все замечательно, поскольку мы непосредственно совершаем сделку по текущим рыночным ценам. Нужно всегда учитывать корреляцию цен, они не всегда могут быть достаточно тесно взаимосвязаны. (Стоп цена по другой бумаге) используется на коррелирующих (взаимосвязанных) между собой инструментах. Например – (акции и фьючерсы (или индекс наиболее ликвидной акции), цена золота и цена золото добывающих компаний, цена нефти и цена нефти добывающей компании и.т.п.).</p>
<p>Например, когда наш объем – 100 лотов, а в разрешенном диапазоне цен «нашлось» только 50 лотов. В таком случае SL/TP закроет позицию частично, на остаток терминал выставит лимитную заявку на закрытие. Ордера Stop-Loss и Take-Profit в терминале CScalp устанавливаются комбинацией «горячая клавиша + клик мышью по нужной цене в стакане». Указывать тип ордера – Stop-Loss или Take-Profit – не нужно. CScalp автоматически определит, какой ордер вы выставляете.</p>
<p>Форекс обучение в школе Бориса Купера, переходите по ссылке и узнаете больше — <a href="https://boriscooper.org/">https://boriscooper.org/</a>.</p>
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		<title>Расcкажите, пожалуйста, как в системе QUIK подать заявку стоп-лосс, и тейк-профит Инвестиционная Палата</title>
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		<dc:creator><![CDATA[prith001]]></dc:creator>
		<pubDate>Fri, 03 Feb 2023 00:58:24 +0000</pubDate>
				<category><![CDATA[Форекс обучение]]></category>
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					<description><![CDATA[Настройка дальности заброса не работает при размещении SL/TP на стороне сервера. При размещении на сервере, SL/TP выставляет рыночную заявку. Если объем заявки большой и стакан разрежен, то заявка как минимизировать риски на Forex может распределиться на несколько соседних цен без ограничений по дальности. Автоматическое выставление стоп лосс и тейк профит для терминалов Quik, MT5, MT4 &#8230;<p class="read-more"> <a class="" href="https://985ecb7690064bccb2c34efa3f1ed2e0-devsite.readyship.co/?p=29773"> <span class="screen-reader-text">Расcкажите, пожалуйста, как в системе QUIK подать заявку стоп-лосс, и тейк-профит Инвестиционная Палата</span> Read More &#187;</a></p>]]></description>
										<content:encoded><![CDATA[<p>Настройка дальности заброса не работает при размещении SL/TP на стороне сервера. При размещении на сервере, SL/TP выставляет рыночную заявку. Если объем заявки большой и стакан разрежен, то заявка <a href="https://boriscooper.org/kak-minimizirovat-riski-na-forex/">как минимизировать риски на Forex</a> может распределиться на несколько соседних цен без ограничений по дальности.</p>
<h2>Автоматическое выставление стоп лосс и тейк профит для терминалов Quik, MT5, MT4</h2>
<p>Мы связываем между собой два инструмента, тесно зависящих друг от друга, динамика которых повторяется. Условия наступившие по одном инструменту, является условием для открытия сделки по другому инструменту. Стоп-лосс на продажу в основном используется в том случае, когда вы хотите совершить сделку (продать актив) в момент падения цены самого актива (падение графика вниз). Самая простая стоп-заявка – это «Стоп-лимит». Наводим курсор на нужную цену в стакане и дважды кликаем ЛКМ. Если планируем покупать, кликаем по ценам Ask (заявкам на продажу, красный блок).</p>
<h2>Как выставить заявку с графика QUIK</h2>
<p><img decoding="async" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://boriscooper.org/wp-content/uploads/2021/07/13d2ac95-fac0-42c5-8751-1cffb2028b4a.jpg" width="306px" alt="автоматическое выставление стоп лосс и тейк-профит в quik"/></p>
<p>Для снятия сразу группы заявок, необходимо использовать комбинацию клавиш ALT+SHIFT+D. Для срочного рынка (фьючерсы) поддерживается возможность автоматической замены торгуемого инструмента на следующий — автоэкспирация. Защитный спрэд предназначен для того, чтобы создаваемая заявка стала заведомо исполнимой. Продать купленный актив (Газпром) и получить максимальную прибыль.</p>
<h2>&#8220;Многоуровневый стоп лосс и тейк профит&#8221;</h2>
<p>Этот механизм незаметен трейдеру – нет никаких финансовых потерь и явных отличий от того, если бы заявка была реализована целиком. Мы подготовили вводную по работе с биржевыми заявками в торговом терминале&nbsp;QUIK. Рассматриваем, какие виды заявок реализованы в QUIK. Рассказываем, как отправить ордер на биржу и как снять заявку в терминале. Необходимо отметить, что&nbsp; автоматические заявки стоп-лосс и особенно тейк-профит мы рекомендуем использовать только при торговле высоколиквидными акциями. Offset — Величина, указывающая на сколько шагов должна откатить цена от мин/макса, чтобы заявка Тейк-Профита сработала (обычно используется для Трейлинг-Стопа).</p>
<h2>Расcкажите, пожалуйста, как в системе QUIK подать заявку стоп-лосс, и тейк-профит.</h2>
<p>Также можно открыть график через стакан – двойной клик ПКМ по любой строке в стакане. Также можно отправить ордеры через кнопки с изображением пальцев, на панели инструментов. Кнопкой «Два поднятых пальца», вызываем форму подачи заявки. Кликом по кнопке двух пальцев со знаком «S», вызовем форму подачи стоп-заявки. Как и в большинстве терминалов, условные заявки в QUIK можно устанавливать одновременно.</p>
<p>Допустим, актив стал расти (83,00 руб.), но затем стал падать, и рыночная цена подошла к отметке 82,95 руб., показалась точка разворота. Вы решили продать актив, в преддверии того, что падение продолжится и чтобы минимизировать убыток, вы решили продать его по цене в пределах 82,90-82,80 руб. Заявку Стоп-лимит в основном используют для приобретения актива. Например, актив покупается в тот момент, когда осуществится пробой ценового уровня, для этого мы и используем стоп-заявку (Стоп-лимит). 2) В случае если цена пойдет не в нашу сторону (вниз) зафиксировать наши убытки на уровне (Стоп-лосс – 131,80 руб.) – это условие не будет отображаться в «стакане».</p>
<p>В графе «Защитный спрэд» ставим величину, на которую будет уменьшена цена в биржевой заявке, закрывающей позицию с прибылью. Сегодня мы разберем, как можно выставить взаимосвязанную заявку со сроком действия «До отмены». Использовать для этого будем стоп-заявку «Тейк-профит и стоп-лимит». Ещё стоит отметить, что если заявка стала активной, то ее исполнение гарантировано, но не гарантирована цена исполнения. Такое возможно, когда цена акций быстро меняется в заданном направлении.</p>
<ul>
<li>• Стоп-лосс — значение стоп-лосса в указанных единицах.</li>
<li>Если обычные (Лимитированные заявки) выставляются только в момент торговой сессии, то (Стоп-заявки) можно выставлять всегда, даже тогда, когда торги уже закрылись.</li>
<li>Ответы на финансовые, правовые, экономические и многие другие вопросы подготовили специалисты КИТ Финанс Брокер.</li>
<li>В этом случае мы не совершим сделку, но заявка попадет в стакан.</li>
</ul>
<p>Но, в отличие от обычного лимитного ордера, у айсберг-заявки в стакане видна только «верхушка». Остальной объем не «всплывает», пока не реализуется первый, видимый объем. То есть, срабатывает в два этапа – триггер-цена (в нашем случае – $109) и цена исполнения – цена, на которую «встанет» лимитный ордер после триггера (в примере – $110). В лимитных ордерах трейдеры устанавливают свою цену, с точностью до тысячных. Подобная заявка исполняется, если на бирже находится встречная заявка. Кроме того, механизмы биржи могут «раздробить» заявку, чтобы реализовать ее по частям.</p>
<p>Если цена поднимется до 240 рублей, стоп заявка поднимется вслед за ней до 220 рублей. Чтобы продать акции и получить прибыль Вы ждете, пока их цена вырастет. Для ограничения своих потерь выставляется стоп заявка на продажу. Такая заявка автоматически срабатывает, когда цена достигает указанного уровня, что не отличается от схемы работы обычной лимитированной заявки. Стоп заявка с фиксацией прибыли называется Take-profit.</p>
<p>При выставлении стоп-заявки (Тэйк-профит) создается точка, где активируется наша стоп-заявка &#8211; уровень, с которого начинается расчет трэйлинга. Однако у нас нет уровня защиты от рисков (этот уровень может понадобиться, если цена сразу пойдет не в вашу сторону), для этого выбираем стоп-заявку (Тэйк-профит и стоп-лимит). Условия Мы хотим купить актив после того как он подойдет к уровню цены 144,55 руб., отобьется от него и развернется вверх. Задача заключается в том, чтобы попытаться поймать цену именно в тот момент времени, когда рынок разворачивается и идет в обратную сторону. Во избежание ошибок выставляем заявку (Тейк-профит).</p>
<p>За счёт функции&nbsp;ПЕРЕНОСА В БЕЗУБЫТОК&nbsp;вы запросто сохраните уже заработанные деньги на бирже. Также при включении функции TRAILING STOP, подтягиваем Стоп-Лосс за ценой, что позволяет высиживать трендовые движения с защитой прибыли и ограничением убытка. Был приобретен актив (акции Сбербанк) по 131,50 руб.</p>
<p>Вероятность исполнения Стоп-Лосса очень высокая.— Отрицательное значение означает что при срабатывании Стоп-Лосса, заявка выставится вглубь стакана по более лучшей цене. Вероятность моментального исполнения невысокая. По сути лимитка выставится и будет ждать пока до неё цена дойдёт.</p>
<p>А купить, зафиксировав убытки, &nbsp;можем&nbsp;&nbsp; выставлением &nbsp;стоп-лимита. Все в точности,&nbsp; как и в первом случае, только наоборот. Более подробную информацию о параметрах стоп-заявок вы можете найти в руководстве пользователя. Сегодня поговорим о том, как правильно установить&nbsp;скользящий стоп (или по другому трейлинг-стоп) в терминале QUIK и нужен ли он вообще? Сам я не использую&nbsp;трейлинг-стоп в своей торговле, а всегда пододвигаю стоп-лосс вручную. Но так как меня довольно часто об этом спрашивают, и данная тема многим интересна, то я попытаюсь раскрыть ее в этой статье.</p>
<p>Изменить или снять Стоп-заявку можно из таблицы (Таблица стоп-заявок), при вызове нового окна с помощью правой кнопки мыши. Отмененную заявку также можно также восстановить из той же таблицы (Таблица стоп-заявок). Например, когда говорят («сорвать стопы») – это как раз относится к тому, что сработали заявки, которые были не видны в «стакане». Их влияние сложно отследить и можно только предполагать где они находятся. Они покажутся, когда произойдет так называемый «срыв стопов».</p>
<p>На графике появятся две горизонтальные линии стоп-лимит (стоп-лосс) и тэйк-профит. Это одна и та же операция но по разным ценам. Если сработает одно из условий, противоположное будет автоматически снято.</p>
<p>Стоп заявка (от англ. – Stop limit) – это заявка, исполнение которой откладывается до наступления указанного в ней условия. То есть, заявка не является активной до тех пор, пока стоимость ценной бумаги, не достигнет или пересечёт цену, заранее установленную инвестором. После этого стоп заявка становится рыночной заявкой на покупку или продажу. При принудительном исполнении стоп-заявки &#8220;тейк-профит + стоп-лимит&#8221;, цена выставления будет равна цене последней сделки + заданный защитный спред. В процессе работы робот-помощник «Multi AutoStop» отслеживает изменение позиции по торгуемому инструменту и выводит информацию по ней. Если установлены настройки для Стоп-лосса, Тейк-профита, Трейлинг стопа, то происходит автоматическая установка ордеров, отвечающих за стоп-лосс и тейк-профит.</p>
<p>Когда параметры ордера введены, нажимаем «Ввод» и подтверждаем подачу ордера. Отступ от min &#8211; это как-бы трэйлинг стоп, который должен помочь купить актив дешевле и отступ этот конечно по желанию можно и увеличить. Кода цена начнет расти в обратную сторону более чем на 10 копеек, тогда заявка и исполнится. Наводим курсор на свечу, расположенную на нужном ценовом уровне.</p>
<p>Параметр «Срабатывание стоп-заявок» позволяет настроить принцип срабатывания Stop-Loss и Take-Profit. «Дальность заброса от стоп-заявок» – параметр, который позволяет задать диапазон цен для реализации SL/TP. Дальность заброса нужна, чтобы защититься от проскальзывания.</p>
<p>Кот девон-рекс обычно мощнее и массивнее, чем кошка. Следовательно, даже если Вы не будете следить за позициями и котировками, в случае роста, прибыль за счет стоп заявки будет зафиксирована, а в обратном случае убытки ограничатся. Также выставляется и стоп заявка на покупку. Она сработает при достижении стоп цены в заявке.</p>
<p>Комбинируем «Ctrl + T», чтобы вызвать окно «Список транзакций». В этом окне можно выбрать инструмент и тип заявки. Нажимаем «F2», чтобы вызвать форму подачи заявок. В QUIK можно выставлять заявки через стакан.</p>
<p>В поле «Количество» указываем количество лотов. В качестве «ограничителя» выступают две заявки – стоп-лимит и стоп-маркет. В примере выше стоп-маркет – ордер «отправляется» по той же цене, по которой активируется ($90).</p>
<p>Когда одно из этих условий будет выполнено, второе будет отменено – в этом и состоит смысл стоп заявок. В верхней части окна условных ордеров, в выпадающем списке, выбираем тип стоп-заявки. Также в окне выбираем инструмент (через список) и условия активации – триггер-цены, цены лимитного ордера и т.</p>
<p>Чтобы получить CScalp бесплатно, оставьте e-mail в форме ниже. Сохранить — После нажатия на кнопку сохранить настройки сохраняются в файл. Если во время запуска настройщика этот файл не будет найден в папке робота, то он будет создан автоматически со значениями по умолчанию. Чтобы этого избежать можно либо закрывать скрипт до закрытия Квика, либо использовать один из двух предложенных режимов запуска. Если при запуске скрипта отсутствует соединение с сервером, то скрипт остановится. Скрипт дожидается наличия соединения с сервером и встаёт на паузу 60 сек, чтобы переждать поток устаревших событий о предыдущих сделках.</p>
<p>В появившемся списке выбираем «Новая заявка», чтобы выставить рыночную или лимитную заявку. Для отправки стоп-заявки в QUIK, выбираем «Новая стоп-заявка». Через эту функцию можно поставить заявки тейк-профит и заявки стоп-лимит в QUIK. В графе «Цена» задаем цену, если выставляем лимитную заявку. Если рыночную, то ставим галочку напротив «Рыночная».</p>
<p>Настройка «По лучшим ценам» означает, что SL/TP сработают, когда стакан сместится и спред совпадет с ценой, установленной в заявке. Например, Stop-Loss установлен на ценовом уровне $25,00. С настройкой «По лучшим ценам», SL будет активирован, когда цена «коснется» ордера. Ордера Stop-Loss и Take-Profit можно можно выставить на стороне сервера (биржи) или приложения. При параметре «На сервере», выставленные SL/TP сработают вне зависимости того, открыт ли терминал, работает ли интернет-подключение и т. При параметре «В приложении» стоп-ордера сработают в том случае, если терминал открыт и интернет-подключение работает стабильно.</p>
<p>Приведенные примеры показывали, как работает стоп-лосс и тейк-профит по длинной позиции. В случае с короткой позицией, всё будет почти так же, только в другую сторону (вместо «продажи»- «покупка»). Но лично мне больше всего нравится подтаскивать стоп вручную. Это дает более высокие результаты в трейдинге. Так как на рынке периодически меняется волатильность и механика&nbsp;поведения цены.</p>
<p>Ордера Stop-Loss и Take-Profit можно установить только для открытой позиции. Перед выставлением SL/TP мы рекомендуем настроить размещение ордеров на стороне сервера. Можем предположить, что у Вашего брокера в наличии несколько серверов и в таблице стоп-заявок выбран фильтр &#8220;Показывать стоп-заявки только с текущего сервера&#8221;.</p>
<p><img decoding="async" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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I0k1QPGmYvkpoS7m5e3Mshe7cyhWVVl6Gykm3YR2xRzpLKxOrLmeaP3OnuJvePP85at9qg/3OnuJfeOP85Kt9qj0+cLVPnX2/wBSH1o5l6WyxNvSlTq7hKG0OIW022i4UVAgghX5Pbzgp0nlYNSXE8w/udPcTe8ef5y1b7VA/c6e4m944/zlq32qPT0mrC0+7OMStenFrkHzLPjK2MrgQldtUa9VaTfxw46DQCvditzJXxy3Zv8A9yL/ALv7pFpHln9zp7ib3jz/ADlq32qB+509xN7xx/nLVvtUemqq9hyjsofmqpUFJWsN9QMki/PweAh53uomXOKvN2tfiz9SIvT+6SlLmeWf3OnuJvePP85at9qgfudPcTe8ef5y1b7VG74K2i7NMfVCfpeHsSVAzUg4oKbmG22y62lWXetgo6yDyPGxFwLiLTIsUSdZU6KpOIyuuNWJa1yKKb+B4olbN5qJFpczy/8AudPcTe8ef5y1b7VA/c6e4m948/zlq32qPUapSgJeTL9+ZveKBUE+taDtPU0hTvbRvzxNedr6kP3f3SdWXM8sfudPcTe8cf5y1b7VA/c6e4m948/zlq32qPU/eyi/nea87X1ITZlKC8t1CaxNgtLyKuWuNgdOp4xD9390asuZ5c/c6e4m944/zlq32qB+509xN7x5/nLVvtUepHZKgM9Z2uvoF7XUpof+CDEhQ1JzJrM0QeY3R/8ABD9390asuZ5a/c6e4m944/zlq32qB+509xN7x5/nLVvtUenmG8PTTrjLFam1lo2URubX+LDnvbRRqa1NADj96+pEXp/dItLmeWP3OnuJvePP85at9qgfudPcTe8ef5y1b7VHqJuUobzZdaq84pAJsbNC/jHV4RHCoUHgXat5QuT+mF6f3SdWXM83fudPcTe8ef5y1b7VA/c6e4m944/zlq32qPTc6vDkgppD1VnyXrhOUNHh29WOpQYdm1FCKtPJOUq1DIv1in8ntBif3f3SvrczzF+509xN7x5/nLVvtUD9zp7ib3jj/OWrfao9QLbw424GlVqcJsLkBogX4A9XiY5bYojtQckRU5wBtpDue7WuYqFrZP4vyw/d/dGfM8w/udPcTe8ef5y1b7VA/c6u4m944/zlq32qPR9VqmHKaX0Mz1SnXJWxmEMbi7SSkqClFSQLadvOJKVlaJNyrM2mpzqQ82lwJUWbgEXtom0P3f3RnzPL37nT3E3vHn+ctW+1QP3OnuJvePP85at9qj1MadRRxq05/qvqwO99EP8AwvN/6r6sP3f3RnzPLP7nT3E3vHn+ctW+1QD/ALHV3E3vHK/nJVvtMepu99E5Veb/ANV9WB3uop/4Xm/9V9WH7v7o9bmeWP3OnuJ/ePX/ADlqv2mB+509xP7x6/5y1X7THqc06i86tN/6r6sDvdRPzvN/6r6sLU/uj1uZ5Y/c6e4n949f85ar9pgfudPcT+8ev+ctV+0x6n720X87Tf8AqvqwO91E/O83/qvqwtD7o9bmeWP3OnuJ/ePX/OWq/aYH7nT3E/vHr/nLVftMepu91E/O03/qvqwO99E/O83/AKr6sLQ+6PW5nln9zp7if3j1/wA5ar9pgfudPcT+8ev+ctV+0x6n720T87Tf+q+pBd7qJ+d5v/VfVh6n3R63M8s/udPcT+8ev+ctV+0wP3OnuJ/eOX/OWq/aY9T97qJ+dpv/AFX1YHe2i/nac/1X1IWh90etzM4nMYbMZyVmKdP4npCmnFrDiA+kA9cniLc+z5eJhqbMbGqTWE1en4rkWVJbKAz0oFAJvdWut7G3G0PZkCltIal6e642ltSylndoS22mwJOZSQAMwgpObZm5PvgoFhgoDoW64gpU2UhQWFJUUlJSQb3i9t0W1f4musRHW1OJntZpuFa9tVmcTT+L8MigvShl28jrXTW3d02A6FFm+UFKgE58w1IVZWQX6SxHs3pMjJSMrjanzG5mVPvOuPpzLUorUpR/0lebt4w7lVS88yJiTmEPNKJAUg3FwbH5YQefdQ8tpmW3gbIClFQSL2Bt8ojHTwdKnUdVL1nxNyvjJV9W8UtVJZK17cXzfaN8QV/AVZlJ2UZ2hUiXE4hoHMA4MzefL7IAg5zcEHSGtIrOAqNSTKKx5S5uYfqDM6+oOJbQmzrZUEp5CyCeZJiQS/NKOskB/wBaNfkghPKU6ZZMqrepBKgViwAy8/8ASEUej6DxPXLeva1+w0HSpOtt2vWtb3C0zj7DjVQMxRsf4baZXu943NJ3pVlVewIUMoI0015jUCOHsYYNqNMqsvVtoNDcnKlvPXmlZUIu0lA6pJOmUc+Q1PGEBVUm5TLZkpWWyoOXQFA2IKgLXBuD2ER2ucWhaG1ShDjl8g3gINuOvKNlQV7ozuo92ZXqe5hWmYck8KSm06gopsnLsSobQ22lTiGlIUFKKUi6iptJUrQqtrytO4oxDgquSU9I0/abTqd01mXbLzLyd4gtOLWCnMlSdc9tRpCUxWmpZ4S8wlpDpKQEF3UlV7AC2pNjYcSAeyHUrNOTJZUllO6f8BxDgUDcXB8lorUpqrHZy3ci7rNtSfD3jbB07hDCVImWaptFl6wmaczofmVIBKcuUIulKUkaHlz4mKShFCEhJSZxBRwEuNiccexC6+pyXBRdltJQMidFEIUtTYHBIOXJO0eiSKNqVf3co0lbNKp0y3ZA6rrzs2l1Y7CoMNAnnkHjidcrMug5iwUhRSEZ5uVbKyq+WyVOhVzbQWvGKnQjTioRySKzxF3rNeC/JDms4pwZUZaYZpW02RpT78r0dMy0rM6yQoKStBCk2II8YtFZ2cTmH8FrrNNqu0GiVGSm5gTcvNNuBpZWtNloDAGRlCcqbJQcvGwF7CydPp4blHHp1trpwSWErVZSs1rWHPUgfCIJyqUdltLrlXl0oW8pgK3lxvArKUXHA5tLdsZdmr3IVUpWN2aTiRWeR2i4el25aSlZZDTbzjJnt0u4RMWUUlFgLDiDqLcDobWOsHJdl55rG1CZmEy6mXEKJdQMxQo5SFJOhRbyGGTFRpczIuVOXqsu7JteG8hzMkcOd/GPPBPVOjywUp6ryqAlpDyvXgbNrNkq48CeB4GNPD6Mp4WtUrU3nPfnl/YwUoRpVJVI75byv4aqNEk62ms4g2gUR3otH70yzLE6t0EZwtThzpTk1SkBIvzudIs6sb4C72tIZxlSETjMvu07xwKRcosUq0PVPO0cpmJJc0mRRPNLmVNh4Nhd1ZDeyrdhsbHxGFX0NyrS35h5LbbYutSjYJHjPwxu7OxndRSVmgqPjDZvS5GVlU4ypV5WValG0oUhCG2m02SlISAPhsPIOArGLTgXEm0HBuNGto1GYZwwubW9LKGZcxvWwkAKuAmxFzcG8WwSqr2v4oMSauBVrE6stzZEZpK1hribGWA6vQZ2nSWN6e08+0UoUHwk30Nr20va1/HDDD+JNnNPqr863iOTkWFSTEtunJ9Du9WgWzWQkBNgBa35S78rTPRFD2VvhgdEWeC7/CYq4O+ZKqtcCAfxNhSbqcxMT+NqVMSZziVZTNBKmiRa5OTnc2sdPHyn0452fKYynFtKOVtsKBmE2uFC/HjBiTcJAubk24mEZXcTzZek5lt5CVFBW2vMLjiLjshs3zJ2z5FMx1XparYrpk9hrHmHm6Olgy9UYfm0pXMtqX1kIVulFAt4WvWGgCT1g6os/s4wjS1OU3E1JE2/PMTLyZeZU5lCVpuApZzLsATc2uSbAXtFv6C4eF/lgjJrHExOzbVrlqldVHGWqk4q11lfv5vtZl1cfoVZcmpn7sZZmllKmJhBmCtKkvpdSpYN0qIygJFgkWGggPVdxzDFMoLe3p9qbl9+man9/MreWhZzIsSNVJWEWKvY5k2sbRo0jN06pOONSFRYmHGUpU4ltwKKQq9iQOAOU28kPOhrjB1S/ErtuwxyZm6q84/k7oBaG1S7bDQTMzyQhSCizpAVqolKyoXyqC8thYGHVFqE9JTL8zVO6EenkOzG96IszCmFIsboJUM6U3NwEqFuBJjWTJrTqTaElpaadaadeQlT6ihsE2K1BJVYeOwJt4j2Q6s1xJ23YR9J2pYZptMlpB7aCxOuMthCn3S8VrtzN0k+ck9pPGHn3YMK/wDLKTv/ANZ9SHHRHP8AzeB0Rzsieq34k9Y7A2NpOBZ4sOuYwphWFnNneyaZSPZW7RFW2iYjw/iHAz9AwtjugSlRf3CErmH07pCQtJVmGRWYWB0ABPIjjFo6I5e+vywOiu9p+WLui3HVuWo4rY1FUUU7Z55r3oqWB8VIkqyupY42kYbnmlSbTbRbmcz6H8qA6pRDaEEKyAXAvZCBYWMW/FFY2M4rnnpye2qBtL5UsJamnGnWlKYW1lS60pKt2M+bdklJOb8qw56I52n5YHRHO0/LFOrKyXIrPEOcnJ8WR0rP7OKXh2coUntobmF1CptTS5p2aeQ40wCQ4BdSwVqbUpPVCBqDYEAwyaltnTBkEo2/svtSDDzP75bccef3iFBW9dS8lSxdQ6p4JQhKSLEme6I54/lgdEc8Z88Oq8mNvbgVyVkNnbM8ucmO6JdymTRKpRK7yXzFKMoU5ldsu3Lqg20JVa8ajhbarskw9JvSqdoki+HphyYspWVDeY3ytoAshA7O0k84qPRHPHBdDc8fyxHVbq1yNv2GjnbtslBt6uqbf9M/RB/d22S88c074x+iM36G5w1+WAJJfar5YjqnaRt2aQNu+yT/AJdU34x+iD+7tsk/5dU34x+iM36I54/lgdEch1TtLbfsL3WtsWx6uUmbo8xtCZYanGVsrdk5x2WfQFC2Zt1shaFDkpJBBjJa/XNm9Awdg/C9E2mVDE4oVSMzNz9Zqrk9PvgsOpLjjjpuo5lp6qdAOAsIn+iOeOB0Rzx/LErC2d7kOvfgYdgFrCmAJyblaLVaHLUOoV+ar8xJMNOB1L7yQmyFlNggWCiiwBUb6RsOFcaYDksNyspO4rpzb4StSkF4XTmWpQB8diIkOiOA31PngGUcPI/LGwqeqrIxxm1xucvY22fmXdZcxdSQ45LJRfpCTrkIsSIzxp/DrU+idRibDKCiZl37JnbEJbRZSfA9kdY0borg5fPA6K5fh88RKncttSCxO9slx8yhmtbRpWnmVU+2ncOJO8Q8hoLBJ4pIQUlPME6iLxhzaFsow708o2hUt4z0wiYVdeXKQy01bx6NA/DEJ0Vz/wA3gdFc7IwPDXd7llX7C0VLanskqkq5JTeOadu3LG7cypCgQbghSdREHWdouzCdnihGLaW5K9FQzYvXB1XdOvHQjzwy6I54/lg+iudnzxaOH1ZKVw63YQWGn9i+FqhUalTK/Q23p+ZMwFN5UlsFttBQLcR63f4YPf7CU4yXtBTPUIYhclRJKn843m6B0HZflm4204ROdFc/83gdGc/8iMyg0VVZkNWcV7PZ+ZL3qspzySyUIR0sICFa68D2/JDusYn2Y1qhO0abxtIeutgb1L4CgtNilXjsQDbgeB00h90Z3s+SB0Z3/wAiI1GTtuSKVhJ/ZhQ6rTZ2XbwjQRTpFyWcckK1MTjk4tWQArDzSSkDKo+Es3VqTxi3U/Huz6Wk3mzi6kh1T77iAXtLKcURfTsIhforl72gdGc/8gwjT1VZDbdgpL4+2aS6TbGNPUteq174XUf7PJHD+OdmEwvO5jGUBtbqTqkDzJIgujO+P5YHRXew+YxbVZXadgoztB2asI3beMpKxN+vMlZ86iTHDGPtnLbj61YwphDjmdPr3AZUj5xBdFd7PkMDorvYfMYarG07BvPYy2cTjxdONqckgBKbOeCOdiCCL+KFJTHGzqUQtCcb05QUbgFYAGnL/wA9sKdFd7D5jA6K52fJEODG0GlKxfs6py1PuY/k5h10lTgLoSgqJ4hI4Hlxjuo45wLOpQxLY9pcs0fvhBzqV4hc2Ahx0Z3/AM3guiudnzwcXwY2gUrjfZpKNqbGNJBwk3KlOJ1+T57wQx3s+54xpf62v6Y76K5/5BgdFc7Pkg4NolVBlV8ZYAnVy6pfGVITuioqzP8AH5IVkMcbPZZ3O9jClEZCnR/nnUf7YcCUc5A/LAMq6eI+QxGo0NoBrHezZLqnXMZUwm5yAPaJ/ae2Ek472d99X5gYupiWlyzbaTvwbqClkj5RCvRXOz5IHRXAdB8hidRkbQrVFqeA5V2XqNT2iSTs2CrpDfSM6HBZSUgk2JGUiLWNoWziwAxdS7AWHrohHorvZ88DozvZ8kNTiNoLnaJs4/5X0v0ogfdD2bn/AOLqX6UQh0V3sPmgdFd7D5onVfMbQXO0LZxzxdS/SiB90PZvyxfS/SiEOjO8LfJA6K72HzGGq+Y2gv8AdC2cH/4upfpRAG0LZvyxdS/SiEDLO/8AkQOiu9h80NV8xtBf7oWzj/lfTPSiB90LZv8A8rqX6UQynC5KNpWpsqK1hCQNNT5YamcmRoZQfHERqvmNcl/uhbOOHqupfpRA+6Fs2H/xbS/SiIZ2ouS6C8/KlLaQSSFXPAnh8EcuVJ1paGnZQBblyhAcuogWvoAeFx54ar5jXJv7oezf/lfS/SiB90PZv/yvpfpREIiorcaW+mWu23fPZeqbcdCBrblBOVItNh5UuA2pWVJLmpJNgLAaknlE6r5jXJz7oWzj/lfS/SiB90LZx/yupnpREBKVtufv0EMv5UhRyPXukkgHhwuki/iPZErKpM1LomEpICxex5RGq+Y1ycq+E5utNFuXCQy6y5LPJXLKdS4heUkdVSSk9XjfnFOwPsXxNh2i4jw9W67Nz8jUZgimpQwQJKWDaUpSARe4IOmZQ0B4lRO20WoplZItdIQg51GxUAeXbGT7aZjaurHOFKxgWXq0/RmFyyao3T6mwwlATU5J1altuPI3gMu3Mp6oUbKKSLKjl1q1CNfaStrLK987GWjJUqcoK3rK3C+++XLMk6XgXElPlg05Vnnip0uuKVJKNypwqUlOZZKU5TlAubfJCs5hmrNzEyWqPOuoeIKVtpTocoSbhRGukUV3EvdlCfdVLMUFUuJ966HkSyR0cT0mEblQeJKTKqnCC4kLukhSb5I0fYvija7N0yt/dgkJSQm01U96kIel1qVJGXZJzqZUUmz5mEpJCVFCUFSQSRGT9ow+8vEps4feKjTcBYslJuXfnJOZcbYBBSzLFCneqU9crmVpI1B0SNQIlk4UriagqeNEnMjiVpyBKc4uG7E9a3sDzjU5+qOzEnNIlZxtDq2FIZUVgALINjfjobR5LlMK91pLYRkpKRq9TYmd5SWpxibr7LzrsxL03I9MKd3xIlXJ0IW4ltxLqkBXU1IJaRglbWXiW1IbtY0VWzPFHfJM621NpaQp0ISZQlaWnHVuLRcTIQdXFgEo0BHEi8WB7C1adfZmU0SbCZfNmSoIClXFtLKI85EU6Xxb3ZJkJClzNLoImJKszDE3VkiTK52S3j4l3hL9IyoQUCWK7LDozrAR1QVXDZDiDui5isLRtnawyzTe9bfRzS1p3nTC4Sre9c2OQ5bIujqBV7qKUwtI01xXiNSD+0QtZwPiqbnJmdkm56RbmJPojiDLIWCLm91B5OhCuViLaKAKgqbpeH6iyiSYepswBLBIceWG0hVkEXyoUbXJ4AWEazOvTCpJwKSooy8bRVWV4kM/VE1KWpzdLTkEgpl5a31C3XLoKQlNzewSToNTcxnhiG5WJdFJbzNKVJpXtexQ0BbJQaMf9fUIn5KWxNTpdcrLVqnZEtluXWZdWdoaa3CtTYAfTpaIo+u2DF1/+T9G/r6hEvG7ToqqvWPMab0zU0POChG9+2xG1LA6pxqmiQxAJJ2SYal3FpbKt4lCkK6tlpy3KADe4IJBHZHS+zF+nuS7cji1Lko070h1idlEulx7dpRnzIW3awTcXB6xubmLHAjN1ePM4HpjV9ivEhqds4lqRh9dCkK4qxbS0hx4rULZUBRUkOJKiSgkEnqggagWLWsbMXKs0ZVeJJcSyZVqVbQuTuqzawpJUpLib8LWAT/ZE+8pSUjJa5IFzy1g7Pe2p+J+2J2XBGRdLquqpOkl735EPXMAqnJOZbkKozvphmny1303QES7pUokAgqzBRum47L6xA1rYzMzlMnGpTE7b7r7cuhLUyyS0rdIKQFgL6w6xI4EEDU2i6r36UKUHEGwJ1R+2OWi+60hwuIBUkHQXAuO2+sNjfeT6XVLfQj4vyK05sgDqw4rGk8VBtttNwMoCQ1pbNqCWjccSFkX7Xkps2ckJOaal8UOGamX2phLzrWdDRbfU6EhsLHUsQiwUNBx1ia3b/t6fiftg8j44PJ+J+2DoJlF0uqcYLxfkU+nbHXGZdaJ/F8wt9xCUuPMFxtRKWVNJ13pGXXNa3G9ybxKSmziYl0VBLuLpl0TcvNS7AyaSweUCFC6zcpt4hroBEup2aTMpYC28pQVlRAvoQOF/GdYVyvn8an4n7YOgmW9Lan3F4vyIf7nLAlqZKprrqk0+ZdmFKcTnU5ncz3BzdVY4BWtgVaa6R0rslTIiTTIYnXKdG3jSiwxlK2VJQMvhnrdQEqNwSScoNiLTke9tT8T9sEUvJBIdRoL+B+2I2CHpbU+5HxfkVWU2Q9Fl2mG8WvtBsNdVpo7sqbUpSTlW4o+yVcXsezlFmw3hGXoNJkaY9VXZpUkXLOZihKgtRNinMbgXsASbWg5dUy9LtPKcbSpaAogDMBccjfUeOO7TXtyPiftiNjzHpbNfw14vyIikYFnJZE2JyryyRN05NP3bDZu3lLhCw4VC59cJtlFuFza8R/3ICXm3XMZz5DZR1eFwgt5AetyDQHjJJPZFnyzPN1v4n7Y4zzXSUsZ28qkKWTpe4IFrXuePGI2CvxHpdP7kfF+RWkbJGxv6cutPPyczKqbWt9wuKLu6S22bKPBNlrGvFYHK8PqTs6XR6+ipy9WZdllTCHlMFBb3SEMOtgJAJCid4m56uiRxMTmV8cHk/E/bAyve3J9H+2LbIels/Zx8X5EuZZg+yR54LorPIp88Q7hmEIUsOoOUEgFNvlvpAaL7rSHFOIBWkKICbgEjtvr5YjZW3XI9LZ+zXi/ImOiM8MyfPA6Iz+UjzxE5XfbU/E/bAyve2p+J+2I2I9Lqns4+L8iW6Iz2o88DojI9knzxClyYEyGN4jKUFd7a3BHK/j4x3kf90D4n7YbEn0tqezj4vyJforXanzwOiM/lJ88RGR/3QPiftgXeTxeTp/E/bDY949Lqns4+L8iX6Iz2o84gdEZ/KT54hZdcy6y28pxsFaAogC4FxyIOsKev+2I+IfphsSPS2ov4cfF+RL9FZ/KT54HRWfyk+eIm8x7Yj4h+mElOzQmEM5msqkKVc8QQR7G+vHjDY95K6W1H/Dj4vyJrojP5SPPA6Iz+UjzxE2mPbkfE/bBWmPbkfE/bDY949Lqns4+L8iX6Iz2p88H0Vn8pPniGWZlCFKDyCQLi6LfLeCaXMOtJWpxCSpIJAFx576w2PePS2pb6uPi/ImeiM/lJ88DojPajzxEZX/bk/E/bAyv+3J+J+2Gx7x6XT9nHxfkS/RGfyk+eD6K1+UnzxBqemEzKWC43lKCq+ma4IFst7214wr6+eDyfR/thsR6XVPZx8X5Et0Vn8pPngdEZ/KR54iMsx7en4n7YJYmQCUvI0HNP7YbHvI9Lqns4+L8iY6Iz+UjzwfRGfyk+eISXVMPsNvF5CStIUQBmAJHaDrHeR/28fE/bE7Fcx6XVPZx8X5Ex0Vr8pPnguiM/lJ88RGR/wB0D4n7YTK5rpAYS63lyFRJGuhGlr+PjDYrmSul1R/w4+L8ib6Iz2o88DojP5SfPERaY5uoP+h+2BZ/2xHxP2w2C5kel0vuR8X5Ex0Vn8pPngdEZ/KT54hXVTLbS1pcQSlJIGWwJ8ZvpBMqmnG0OKdSMyQdE3HnvrDY95PpdN7oR8X5E10RntR54HR2PF8BERNn/bU/E/bAs/7an4h+mI2PHMj0uqezj4vyJbo0v+UPPA6Ox+UIhN5MCZSwXG8pQV3trx4Wvw8cLEPcnh8KP2xOzfaPS+a304+L8iV6MwdMw88DorH5SPOIibP+3J+J+2CWZlKFKS8gkAkXTYee8Q6N+Y9L6j/hx8X5Ev0Vj8pHngdFZ/LR54hmlTLrSHFOoBUkEgJuBcdt9Y6yv+2o+J+2Gx7x6XT+5HxfkS/RWPykeeB0Vj8pHniIyv8AtyfifthJbk0l9LQcRlKSb21uLcr+P/zeGx7x6XT9nHxfkTvRmAPCT8BgtwyezzxEDpBH39PxP2wYS9zdT8T9sTsR6XT+5HxfkSwlmT7JPnguisflI88Q7xmG21uJcQSlJICk2HnvpAbMy42lZcbBUkEgJuB5DfWGxHpdP7kfF+RM9FY/KR54HRWPykeeIgJfHF1B8qP2wmtcwh1poKa9cJ1tYiwvoL6xGx7yV0tm8tSPi/ImtwxbVSfPB9GYI8JPniItMe2o+J+2Blf9tR8Q/TFlR7w+l819iPi/IlujS49mnzwfR5e3hJ88RGV/21HxP2wnLrmX2t4pTSTmIsBm4G3G8TsGR6X1LX2cfF+RN9GY/KT54HR5f8tPnERFpj21HxP2wMr1tXEfE/bBULELpfP2cfF+Q5q8gH2GiwkOKbeS4UhSQSBe9rm3OKzU8M1acnFTUsC2hbaU7t9sOBJBOqckyi17i9weAiZdcmG1soSpo7xVjfQjQnQX14cIVKX/AGxHxP2wdJbmWXS+p7OPi/IjDQJ1dKbpoadU6hrIp59bYC1BJF9FqOp8vlhpiTCs/XW20SzbssQhbTmYIWlaFFKrdR9ChqhOt+0W1iccLzaCveINhe2X9sKJVmSFEAE8YKknkQ+l9VLWVJP3vyIWl4dqUjS3ZB9lx950KTvSW0JF0hKRYurVoANSSTB1XDs7PUZ2ktMONOqIyvpU0tOir6AuJV5ikjkQYmoEWVFcCvplV9kvH+xCUegVeSnJ2eqe/n3JvdjNlYbKcoI19dN9LaCwFuFySbLTqbuJJplwJCkjUXBtr2w1PCJSS/Bk+VXzmKOlGJ0NG9JqmNqOEqSVlfeFO/fvghq62HmlsqKgFpKSUqKVAHTQjUHxiHM5ffa9kNXWw60tolQC0lN0qKTqORGo8o1j4jplv9pVc/tM2sQ7VWu0ztjDeMWpBiSlnZ5qdaww5JKnXqkp1K5wtpS2TdwqzpUFKKsut75ySREIvDmPJnogXQKwwiVZO+RL1kATQLqjkIVNKKFJGRVgbHrdawCTOS+FcZS9NalJeYmGZ9nDK6eZtyfW6FzZbSltRKlk5kqBJVl1vfMSbQ2p2E8WPhtudlKjJLlZbKh1mprCH1B/OkLTv1qTZKfBF0nMq6stkmIVLL6SLptbmaZINTTNDp7M87vZltoIeXe+ZYSkKN+dzcx3ytaFnPwVr9JX9kIxzq0nrbzBUfrXBxio06k4nb2oP1aYde7yuS5DX74ujMUsBKcmbiFIfPgC2e+ZWayLdFdlKfUTj5yprlZtiUblwwhYmgpmYUSg3U2V3QU2IFkDisk6iMmEk1Mmi/WubzUwBSXR/EHziK3N/gzmvsD80WWqfwU7+iPnEVqat0Zd+wiPr9L6SPZ7omVUj/G/i7/N6i/19QiYPGIekf44MXf5vUb+vqES9+d47uG3M+c9NPraXcyqLx4hDsqh6jPMpeqq6UvO8nOlYICV2TcFJuDxBAPAnSK5NbdKZJJdmX8PTwk2ZqZlXJnrFtK2wgoTcJsFOZ7JuQk5TZR0vdGsGYaZmelopaS4JlU313FrTvlWuvKSRfQEG2hFxaETs/wacwVh+WUha1OqbVmKCpQsTlJy6DhppytHdhWwK+lBv9d55OE8MspRbFaTiFmtUhmpmXMsouLQ4ys5i2ttxSFgEcbFB1HGJXpcvcJzm90p8E8TwhBmnydMkmJGnywYl2VJShCBoNf7e2HiU5Ra8cyo4uo3DcYp6rhHVXMbuTsrkUFOG2QqPUJ0HHlAl5lgMtpKwCAhBGQp1KdBbloOHKF3CQ2qx5HnaOZe/R2v0E+zzcu3n5YjMxXSVzkTkuRfOfBKvBPAGx5QapphCsqlG+YI8E8TCsC+loZkKS5DBU3LGdbc3gA6OtV90TpmSPC5a8ufwQ6E1LlRQHNQoJIseNrxwb98EH/mVfjPGn2HPy8vhhwDDMvJxyyEhNy6k5kuXGXNex4XtBGal13Sly5vk8E8bXhbq9kBdik3F9O2IzK3jyGUnNy7ciwVLtZlJNmijxeD7HXlyhwmaZUbJUT1sngnja8JU+xk2L6+sotdzech7L2Xl5w68cShJpS3DcT0qU5w6Skpz3ynQXteEnJqWE+3dYvu1pvuidbpNs3Lnpz+CHp1huu/TGhfXcr9np4SfY8/Ly+GAWq75HXTJcJK85sE5ycp4XtAE3LlWUOXVmy2sb3te3mhWxtawtHGRXGAuuQi9Oyu4Wre6bvP4BOh04c/JAlZpkSzIKzfKEaNlOoT2W005Qo6lW5cv+QfZZeXby8sHKayjJ11bT7PNy7efliGS5QUdwXTJbLmDlxlC+B4E2gzMsBeTPrci1jxAuYVgQuyutHkNOky5m0lKxq0T97PMi3W5eT4eULdKYzZM5zZim2U8RxjhQSZ5OljuifD8afY/wBvL4YcfDDMs3HLIQ6dK5N4HLpsFXCTwPCAqal1AoDmvWFik8QLmF+McueAq+unbaJITTeSGspNsIlGQpy3rSFWDZTYHQdXl5OULdLlybBy+pHA8RxgpRCVSbCwri2n2efkPZc/LCuT+MYjMXXITM5LA23lzZJ0BOiuEIqmWTOtrBNktuJJLJNiCm/W5eTn8EOgi3Mwk4AJ5qwt60s/fLc0+x5+Xl8MTmTFrkGZyXAvvD7H2J58IHTJe5Gc6ZgeqfY8YWOupgRGZCceQ3dm5fdLus2y/kE8eGnPyRxKzUuJdsZ7dTTqFPgjXS2nkhy796c/RPssvLt5RxK36O3pbqJ9lm5dvPy84jO5a8dXcEJuXNrLvmtbQ8+EH0pj8s6BR8E+x4wqABwgrAcBE5ldaPL4jFyZZM+jra7oj7wb6qFuty8n0Q56XLpAu5bQngeXGOSf90E6ahpX43xp9h/b8HOHELsluPIS6UwTlDmtwLWPPhHC5yWCCd5xSo+ATw46Q45WvpBOAFCtOXbaGZClG+4aSk1LNyzLZcGYIbTYNlGpGnV9j5OUKmelki5cNrFXgngOPKBJWVJsEj8WnivPyHsufl5wvYdnCJDavuEROS5OUOa5kptY8TwhHpcv0xKs2m5Wblo8lC/W/s5/BDywAtDdSbzzfKzS+DluafY8/Ly+GIsTFxzyDE7LE2DnMDwTxPCB06VIuHb9Uq4HgOML+KCsLWtElbx5DaZm5csuthdyRl+9lWpFxpbXSCl5+VEs167+KzaNlOg04W08kLzN+ju245Trmy8u3l5YOX1l2rp9gPZZuXbz8sQWvG17HPS2Ccuc3zBPgniY5E7KqTmDumXNfKeF7QvpyFjAhmRrQ5DIzUuaiEBfWyZLbo8bg2z+TlCvT5UI3hcNsufwTwvaOtOnJsPxR03nj/J/thfhoBYQVw9VWyETNMBQRn6xVltY8bXhJ6dliysh24yZichIy8OFtfJDqOHvvSzp4J525dvKJzJjqtq6EJeal0sMoK7EhKLBsp62W9rcoU6bLWzb3QC/A8L2gSmss3c36ifZZuX5XPywrYHlDMOUb7hPpTF7bweFl4Hja/zQ2VNy5nW1hegaUb7onQqA8Ll5OfwQ+tpblDdah05tP/Nr/GW5p9jz8vL4YBOL4HZm5cEpLmoVl4HjHInZYpzb3TKFXIPAmwhbKOzhB8Tc6+WBXWjyG0zMsKZcbDnWOZsdQq6wTe1ucBiblky7Z3mgbSdEEacOFtPJCk0B0Z3T2B9ll5dvLywGU3ZbVwukHws3Lt5+WGZN4tbgjNsBWQqIJJT4J4jjCD83LCYl1lzQXVfdFWhBA19jDvJre5hu+kCYl9eKlfjMvsTy9l/ZxgTC19woZuXBsXNbkWseI4wBOyut3DoAfBPAmw5QsBY3HGB/ZDMi8eQiqbYGmc3uQNDxHGEJOclhK3DhsFE6MqRoVG2nw8fhh4oXBhKRN5a5166/Z5/ZHnDMlOOq8gCclibBzmR4J4jjygCclzayzqEq8E8Dwhe47ILyaRGZS65fEZTEwwp+XIIOVa9S2TayTfX2Pl8doXE3LqTmS5cWSeB4HhHEwj12XB1u4fxmW3VPL2Xk+HlDgJA0iMyfVsnYbvTLLjSkIXcqCgLgjhxiHqmKu9NSlKU3TVPKnJWYfbdLgQgKaCSUG91ahXHKRpE5NfeFnxRHVHC9FrMxLT1Sky5MSza22l7xSVISsAKAykcbCMlHZ7X96rozxdPU9ZO1/wAipVHbDKyaKVucOT02/VZN2bbZl1Z1XQlRyCwOYnKQOeosCdIksF7SpDGk87KScg40lDO9S6V3SsjLnTYgKBSVgWUAeOgtEm/gbCkz0cu0Zi8o0WWFJulSEm/Ag3vqdeOp7TDmkYVw/QX1zNHpUvKOOIS0tTSLXSOA+QeXnG/Uq4OVNqMWpc7lpyoOnaMcyViTkfwVHlPzmIwxKSX4Mjyq+cxyK246nR/6+Xd+aOZ3798ENXmkvsuMKUsJcSUEoWUqAItopJBB8YN4dTn374IaPspmGVsLKwlxJSShZSqxFtCmxB8Y17I+Gaa/zKr+JnsMQr1mu0z6XwvjNmnMU+Xmppqbawy5IqnX6g48FTpbQltV1LKrpUlRKra3zZiSREWKHtATLtofoNTceblSjOzVciHFLeHWUgzNwptACggKylVxnAsIkZbCWLmKaxTZcvszbOGXJFU+7UFu55otJQ3clZUSlSSoqtrfNmuSIj2sMYvcaSiZwq+hbcmtLW4qgDTi1unIlaVPm2QBK8gOUkq63BMTGUXxX6uXVldGrsIU1TJNlS3VqQjKVOkFZsE6qI0J7bQccSLT8vRpCXm3N4+20EuLuTmUEpBNzxuecdxzKv0jXqbxKZZRMS7su4XAh1BQrduKQuxFuqpJCknsIII4xR9n2Hcc0euy68QTKpmTTTJVlTjs044tL6GGEKTcrIWS4h5RUU364IUSpQF5mGETUu7LOFYQ82ptRQtSFWItopJBSddCCCOIIimYPw9iOl1qgLn2nw3I0RuVnn3J5TwmZnKykXClEkpLbhvYA5811FSrbOEaSaL0bHo+qfwU7+gPnEVqb/BnPJFkqn8Eu/oD5xFcmh+9XPJH12l9JHsXuMopP+ODF3+b1G/r6hEwIiKTptgxb/m/Rv6+oRL35iO5htx856afWU+4rqsc0hL8uwWJwdInV08KLOXK8ntSTmsbixAIsbmw1iGe204HlxMKdfm0plJh2WfXuLpbWiwGaxJGYqCQDrc6gROjBlHLyX3VTLxROmoJSt3QPaWOmthYaXt23iGd2PYHfQ429TXlodWVrSZldlHS19dcpAIvqDHch+z03rqXuPJQ6tuncsUhWpGt0hirSylIacXZSXeotpSVlK0qHIpUlQPjBiQE1LXAEw1qQkdccTwHwwwk6RJ0iRap0ojKylwqso5ipSnCpZJPElSiT5YkSwyfxSNCCOqOI4RzZtbSWpu4dxSpqakVHtE3JuU3aiZpq2RR8MHQcT8EcSszL9HaHSG75UJtonUpuBbkT2Qo6wwGlDcoIykWyj4YKWaaLDSty3cpSeStQNOtz8sQYvVcTrpcra4mWrWKr5xwHE+SDEzLlWQPt5goJtmF8xFwPLaD3LPDcN2sR4I4HiI63TBN1Mtk3BvlHHtgMhkqblentKE00U9HcVewIsFJuc/IeL6IddJl82Xft3uE2zjidQPNDZbUuaihO5b+8rFs1tMybjLz8v0w6LLJObcovfNfLz7YFpWdu45M5KZc3SmcuUqvnFsoNifJeCXMy+VQ6Q3e+W2YE3Iva3bblHXR2MuUst2ta2UcOyA401lUd0j8rhztx80CqUWxrTpqU6FLqTMNZdwlV7BvSwF8vsRfly4Q66RL3y79u+bLbMPCte3ltDenMsdAlwlhrLuUJAzZxltwzeyHj58Yc7lm990i9817c+2AlZu5wZyUy5ulM2y575x4PC/khFczLdPbT0hsEIWixA8K6DbNyNvY8+PKHHR2MuXcotbLbKOHZCW5Y6cj1lBUW1q1UON0a5efl5cOcQFq5inS5TLm6U1bLmvnFst7X8l4PpMvfLv273y2zDja9vLB7hm2UsN2ta2UWtxt5IPdNE3LSL3vw59sSMhF6blOjuK6Uzl3ZUTcKFuF7c/7Y5lJmXEswkvtg5EpsbJN8oNsvI25coUdYYSy56w3YIItYAWGtr8oKUbZ6Kwd03fdpNwc2tuObn5ecQyXawfTJS1+lM2CQrwxwOl/JHXSZa+XpDVySm2ccRqRHW6Ztl3DdrWtlHDsgbtriGW+N/B5wuVWqNFzkt0tBEy1bdFRNhaxIAOb+zn8EOOlS2bLv273KbZxxGpEJLalhONpDLd90oWvyun2PMePl8MON0yCTuUXJueqOMCzslmcdLlLZulM2sD4Y4HQH4Y5XMy5SpIfbKusm2YcQNRChYYICdy2Ba1ggcIJTLOUkMNX1N7do1N4XIWrfiIyc3JiRlz0loDctnkjQgWOXlfshXpUte3SGr3I8IcRxHwRxJS8t0JgpZbI3SANc+gGnW5+WFtywfxDd7k3y8zxiR6txMzsmNelNW6uucc+Hn5Qi5NSpqDYEw3o057EG1im/W5W7PohzuGDa7LdhYWy9nCEHGGe+DZ3TerTl+vY6lN+rz8v0wJTiK9KlrX6Q1bQ+GOfDzwOlSp4TLXP2Y5cfNHRYYItuUWsBw7OEDcS/KXb5+x7eMCPVE3JqW3Sz0hrwPygeI0053jiWmpbcI/fDXg8LhPAa6crdnKFnGmA2s7hvRPk4cNeUJSrDBlmwWEDqjTwuI115+XnEcS3q6ooJqW90N+x9mOfDzwOlS3uhrn7McuPmgxLy977lHI8Ozh5oMMsA33Dd9fYjnxicyvqsadKljUU/vhr70RwB1JTbr8r9nPjyhx0yUOgmWjx9mOXHzQg400J9Kt2396PstdCLdTnbt5cOcU2hY2qM9XmkT+GJ2XpNaUtFKeWZdWrTbi3StKFlYzhF06eW0VclEyxp7RXiXrpUt7oa4geGOJ4eeCXNyoQo9Ja4KPhA8OPmigbO9sWH9pGIKtQKfg3FVNdpCrLfq9BmJNlyyWyAFuJAzeuCyb3yjMNDF2rD9Np1NmJqddlpVtDaxvXSlCQSO08yYKSeaEqMqU9nOLTFJGalzJS9327ltscAjUgW6vsb8hC3S5S1+ktcCrwxwHE/BGfUrGdLpmx6lYl77U151FJlSHpiYSoLfDKCQVXuVDiRe8X6WVT52XRNSapd9hwHI60UrQoHjYjQxN03YipTcXdp2ud9KlibdIavcDwxxPDzw36VK9OBMw1oy4q9gdApNzm5eT6Ic7hm990jkeHZwhupljp6BuW/vS/ZAaXTcZefl+mJKx1cxx0qWvbpDd7hPhjieAjnpkpbN0pm1iq+ccBxMdhhkfiUcQfBHEcILo7HNhs6EeCOB4iBT1RKZmpbcuJ6Q2TYptcE3I4W5+TnAlpyUMo0rpTIAbCvCA0Gl7cv7I7mGGCw6S0jwSfyeXby8sFLsMdHbBYb1bA5K0twvz/ALYhotlbidCalicomG73CbZhxOtoITkoRmEy1a2a+ccL2v5IU3TN77pF73vlHHtjlTDBFtw2dLeCOECvq9o3VMS/fBN5hsENlNrDiSNM3b/F+GF+lyuXOZlrLbNfOLWva8N1sNmfBDaArd3HXF75hrl/t+CFeiotl3LdrW8EcOyJLSsrCnSZbNl6Q3e+W2YceNvNCb03LJaWelNCzZXfMDpwv4xeOwwjNmU0gm9+HPtgOsS5aWky7ZGQi1radl+UCE47xKUmZfcNAvt3KUptok3te2Xl5IV6XKkZhMtWKc1844dvkjmVbZMu0pLSPBSeIXra183M+OFCwxa25bta1so4dkQHq34hdJlr5ekN3zZbZxx428sNXZuV6Y2oTLVtypR0B0ukA5uQ8XP4Id7lr2pHHN4I49sIKZl+mtgsN/elJ8IcLp0y8/Ly+GGZMXG4t0mXvl6Q3e+W2YcbXt5YLpcqBczLVrBV844HS8dbhi99w3cG98vOBuWbW3KOFvBEMyvq9ojNTMv0d1IfbvlUmwso3tci3PTlAYnJQSzajMtZd2lV7hOh4G3IR1MtMhhxRaRolSrkhOtuObl5YDDLRZQCy3bIBbRQtbhfmIklatjoTcqTYTDZNyPDHEcRDZ+clOkSx6SyRqq+irAg2N/Y37efCHgZY5st31N8sNpphhUxLAMt3uoeEE6W/J9l5OXGBaLjcW6VKg2My1e5Fs44jiILpsna/SmrWB8McDwMKbpnwi2gnj4I484LctWtukWsB4I4DhAr6vI46XKnhMtcSPDHEcR8EIyM3K9Fv0lq2ZRuQEaFRsbePt5w5DTQ13SL6nwRz4w3kmJYsXSw2BmUNFZxoo21/s5cIgstXVFuly17dIavcjwxxHHzQQm5Um3SWuR8Mc+Hnjvcs8dyjmfBHPjA3LHHcN6WA6o5cInMrkNpiZlt/L/vlseuK5BXBJvr7G3b8ELmblOUy1bT2Y58PPCMwyxvpf1hq+8VxXl4pN9PZeT4eUON03w3DfL2I5cIZjLVQi/MSzjKkJfbUTcWCxfQ6+aI6o4optHmGKdMNzDj78u9MNpbRcKS0ElQzKISD1hoTEm820lpSgwgWubgC/jiOn8OSVVm5aovuPJdlWnWmsigEhLgAXoRY3sOPZFqThtP3m6xnhs9n617XISobWsIUxNMVOLm0GrsKmJZO6BKgATltfUmxAtccNbEQ/wztBw5iybdkqS5MFxlvOouNZUkiwUkH8pJIChyJ5wznNleDp5MkiYp7ik09oNMAPqGW1yFaHRQJJuOZ7NIfYewLh7C805OUeUW046nKrM6pQ1IKiATxUQCTzIjfm8DsrQ1tf4EzeGUPVvcsUScj+Co8qvnMRkSkj+DI8qvnMciruR0+j/18u780czv374IauoDjS2iVALSU3SopOo5EajyiHU59+17Iauth1pbSioBaSklKikgHsI1HlGsfDNNO2kav4mexxF1WduZnUvhDFbNOZlmFOMT7OGl03pyp9TgXMltKWySSVApWFG9je+bMSSIg61gXHtSw3UaVR2HKNUFUmYkpeZanMqXAtZIQs7xZaUBa2RJSCtRChoBYJXBuLGKWzIS845LzTOG3KaZ1c6twmbU2hKFkklV0qCiTzvmvckRGvYGxfOy0szNszUquRbJS5KTaEiZ9cuEuIcK0ABNuqBluVEEGwE0n/qRkhJo1kJUJGWzkZrHMAb62HOOI5lkTLdLkm5vd75CLO7u+XNZN7X5X4R1HMqv1jWqZsNPHhFWpdHr7G0WerEwltymzKQlpxThzNpCGQltKc1j10vqN06ZkkG5UBaBxir0mi4lltos/WJl5pykTSBuSVnO31GQEAX4Z0PKIIsM4IN1KEZMLbXf64k0vpG/1T+CXR/EHziK5Mj97OeSLHVP4Kd/QHziK7M2MsvyR9ipfSR7RrIyikD/AN8GLv8AN+jf19QiX4REUn/HDi7/ADfo39fUIljcjhcx3MNuPnHTT6yl3ESjFuHXS1uqo24l6ZVJoWhKlI34Ni2VAZQq+gBIudBeGzuPsJsTTslMVUsvsbwutuy7qC2ltKVLUq6dEgLQcx0OYWJvDBrADonUTU1iBx5tuprqgbTLIbOc2sjONculj2jQwxxLsgomKBaozjhUucenXHgw2X86wEpCXCLoSEJQkgeElNjxtHZhDAqVpydv12Hk4xw97SeRb2KhJVSTYn5B/esuqBQoAjgqxBB1BBBBB1uLQ+iGplBYotHZpm+VNHercddcACnFuOFa1WGgupSjYcL2iTMnLe0p0KVcOYFh5o589XXahmjHU1dSOruzO3fvarHgOy/yRzKn97NX45E6Zcp4dnLyco4ck5UNLSGEWyKTbhodSI5l5SW3TayygqIQq4ObUDQ5uflgYstUdHQHSDSLi5hv0KUtl3CLZSjhyPER10SWzZ9ynMVBd7eyAsDEXIyEln/dFGirbpWu7uOKfZcvJz+CHUR7krK9NbYLDeQsOJy5+WZJtl568/ph10SXzZ90L5gq/jAsD5okmVmxb4IJV8ijblCBkJQpyFhBTlKLW5XvaDVKsDM5uk3vmvw1AtfzQCtcKQ/AmNT96Te7eQ8B7H2Pk5Q4hhTpSUXT5c7hshUuhOiisEEA2zcxfnz4w66JLZs+5TfNnvb2VrX80B6orCCisT7dr23S79S48JPsuXk5/BA6DKZcnR0Wy5LW9je9oQXKyxqTai03mLa16r1vdIvl56c+XDnAJIfcTAtDZUnLeCGE2yZLD8m97eeC6MyTcsi+bPw52tfzQIbQ4d+9LA45TwFzw7OfkjiTB6IzodG08UZTwHLl5IbPSUr0daFS6Mm7KLHQZRra/IXhWTlJbo7Lm5RmypVcKza5bXvz05xDDtYcwIRNOkSLGVbIyhHD2INwI66FKBWfo6MxUVXtzIsT5oXIvE4Wf362mxHrSgeppxHsuXk5/BC8MnJOVM4hvcoyhk6FXIKBFk8wDz5fDDjostfNuE3uVX8ZFjC5aUoi1j2Qm4TkVYcuYhPoMnYDozegCRpyBuINcnKhJWGEXGY3HaRYxLdiuR1J/gLBF9W08UZOQ5cvJyhTyCGsrKS6pFi7CNWm/ZZxYAEa89ecKGUYJzFpF7k3tzPGIuS3G7FobuK/f7XG26X+LuOKfZcvJz+CDElKgWLCOCRw5J4eaGy2JBNSZlyloOOMvOJQXLKIzICiEcx1gCeVwOcLlouLJCBCAkZQCwl0WskWt2cPNB9ClfaEey5dvHzxJC1WKPX3Tlr3yn2N/k5+SOJYEMIBv4CfY25dnLyQm7JSm6WNwjwRzy8OGvLywUrKyplmrMotk5EqHWGuvO/bziNwvFKw617IEI9DlfaE+xPDs4eaM7xvUcQ09eJZ+j1WWlZfDtMTOolVSSXRMLWh0qC1qNwDu0+DY8YhvIvSgqjtc0ElRqKUkkJLSiRu7i90+y5cTpz+CM/opVuNnHV/3zN//izEeZK13U+0qS7uGS2IMtUj1NqqUvTFI6O5vC2tptzPfPlzg3CVZdASLax6VocnLGW2d3ZSbzE5e/jlX7+eMMZqbaR08Ro+eBitp9pJoe7e3HqRsQ2g1KlOrk5tOHp98PsEocDgl1BK8wsbiwseIsI8V/7HjizFGNcI4tVjDEdVrm4xPQENmozbk1kSVO3A3hNgSBpztHvbG2CqVjnB1bwZUFLl5auyD1PedZAzoQ42UZk30uAdLxj2xDuNsC7BaFXKThnE9cnV1ialZ3pE1uM7DkvmKMtm8uUlWoIPCK1IT2iktxs4DHYWlo+ph6r9eTVsuVuJ54/2R6XKNkDaJZjLfHbBIbaycaOjXKOGvKJbC/deUzuXO5p2L0yp4Om607iClvvZmplLW6bbmSFixB6xC9OXaI9lYIwy5RaK0anOqqFSnAzNT00rIQ4+lhtslGRKRls2LaeXjEXtL2M4A2nppbmK8HUGrPUqbbeacqVPbmSlrOFOtpKwbBdhfkecRGjNNzTMsNL4TYwwmIpuUItu6e/kW2gVVNdokhWm2i0mflmppLZNykLSFAX52vaF1XE+g62LSh4GnFPsuR8XP4I8ed1n3W+Ju5w2lYWwBhHB9Fm6fOSbE05v86SE51tJbSEkBKU2SRbXS3CPTs1izDUlWhTnWJnIlXRHXhLPKabfdcZShokJsSovI63AcCReM0asZScVwObW0bVpU417epNNruLd4xA+CK/IYhos9iObw3LyE2JqSbZmFuLknUtHMVpFllNtN2deBuLXh07P4dYlZyamZqSZlqcpTE066oIbYNgopUpVgNFJPwxlTuaDpOO9MkZgq3LlhrkNrC54dnPyR1L/AIM2VAg5RxTY8Ozl5IhpKtYXrspMzFHqlPnEsD11TMwk7s2ITmIN0XsbE8tREhKSkiuUZ3bbS0FoAFKswKTroecRxIdPVjnfwHtha8Fre1oS6JLFWYspvmCr25jgY56DJ2y9HRaxTw5E3MSY8uICk9NSbH70fxenhflf2QvDEycqKilYZbzZCu+fW9wL5fJzhfoMpaxl0eDl4cr3t54FparSzF7i144c6zaspPA8Bf5OccmUlSrN0dGbNmvbna1/NCbslJhlf73bADZR2dXja/LWBCUbikqLSzVyfAHFOU8Ozl5IVhnKSkqZdle5ReyVAhWbXLa9+enOFRIygTlEugDLltble9ojMmSV94vCCgozzXHLu1/i780+y5eT6I66JLXzblN82fh7K1r+aG6pWV6W22GkCzKk2z8rpPg8/LCzYikPbjtgfBCXRJbNm3Kb5s9/HwvBdDlbZdwm2UJt4gb2hmRaJ1MgmWdsD4B4C/Ls5+SDZsGUXPsRxTl+Tl5IQmJSVSy64llAVlUrNfLqRqb8vLAZkZJUs2NyggtpTorMLDhrz8sSTqpLJjkEHhCD34VLGyjqrg3mHgnn7GD6FJ3v0dF7lV7czoTDZ+Sk0vy6Qy3Y3TbORoAbaeygTFJskCCBAAzQj0OVzZtwi4JVe3M8YLoMoRYy6LWA4chwhcqOCCAT2Q3ks24soG+ZXsMnsjy/t5wFSUqT95QDcq4czxMNpORlNzlMs1bMQLKz8Fm2p7OzlEMsrapIa9kC8IiTlQb7hFyVHhzPHzwXQZO1ujo4JHD8nh5oZlLW4hTP32Xtc+uG9m83sTxPsfL8EL3/AIphlMS0sl6XG6R1nFaZ8t7pN9PZX7Phhx0OV4BhHsRw/J4eaJLZJIOZN5dz9GGc1X6RT5lqnzU6lM06wt9tgAqcW2i2ZQSkEm2YecQu9Ky7baloZSFDMQfGePniFreEpisz8jUmayZPoUvMMhoS6XEL3oSCTfXTKNIvRjBz/eOyM9NQdO0nZX/IWnMdYUkJWWn5uqhErNoUtl/cOFtWVKlEZgmwUAlRynXQ6Q7puJKJV5pyRp8+lyYZQlxxooUhaUqAIuFAHgRccri/GIVWz2TVTKdS1T63W6dKuy7YfaQ42pTicpWpBFj1SoBPCyj2QlgjZlTMDTSpinz8w8jc7ltpaUpS0DlzZQkCwJQmyeCQABpG244XZtpvW4EWoajd3rFyMSkj+DI8qvnMRcScj+Co8qvnMcutuOr0f+vl3fmgp3795RDR9lEyw5LuFYS6koJQsoULi2igQQfGCCIdzhu98ENXUIdaW0sqCVpKSUqKTYjkRqD4xHwzTWWkav4mexxP1z7zO5TBmJmqYzT5ZxTEw1hhdOM+qeW6pUyWkoRdSrr6pClZuZObwiYg5zBWOJxuXSjD7UquTQFWbm0buYTvSdy4gqtZICVBA6gVnINyAJyXwPiSXp0vJsOCXqDGGnKUZ8TilqXMFpKUEkjP1VhRvc3Jv4RMRp2b1ioyhpVVoUo20JboSHETIsGHHwVKUmxAW23daEpGXeAm4uAIp1FG7cl4FoPM1mWbdZpUm1MZd6lFllJKhmASDYnUi/brAjtDDcvISzLQIQ1dCbm+gCQNefCOI51ZpyyMNXeAcYhabRJyVx3U6+XnTKT8hJMJQqYWpKXmnHyspbJyoulxu5SBmtre0TQ4xU6bhWektp01ihqxlJ6XyOl1Ta1BYSylAasgOIHraypKlqSSUkWJMWw7tP8AXNEUvpHoSqfwU7+iPnEVuY/B1nxRZKp/BTv6A+cRXJn8GX4hH2Sj9JHteBlFJt92HF1/+T1G/wDyKhEv5Ih6T/jhxd/m/Rv6+oRMco7mG3Hzjpn9bS7hqatS0zDUoqpSofeWpttovJzrUnwkgXuSOYHCG7OJcOTClIl6/TXVJWtshE02SFIF1J0PEDUjlFcRgCaL7Li6hKtts1pVWCG2CBYqCg3Yqyk9XwraHUC8QuKdi7mJX5yYVX25dyfmXH3nEyt1JF0bpCOtoAhtCV8c2vC8duFDCOVpVLI8nGlRk7OdjRekS85LsTUpMNvMuqSpDjagpKxcagjQiHXGIGjYfVQ6GxSnJlTqw844tbV20guOqWQkA9VIKiBrwAiWMk2SDvn9Ck/fVchbt8/bHOmoqpJR3GOpGKgknln8xZy+6UdbWIuBeOZb8HaBJvkF7pynzcvJCLki1ulXefsEKTq8rgdTz4+PlBS8s2phtYcdGYIVZL6lJ0FrA8x8/OIMdlbeO7GBDYSDYFt/M+CU33yr6m9+PGOuiIKsxef8MLtvVW0FreTxRFyuRw4FGoN+FYMqFt2LXun2XI+Lnx5Q6iOXJMidbaDrlzLuJv0leexUm5tfX9LiNBzh2ZVJVm3z3hBVt6q2gt5vFElpJcxax80ErVJt2Q36CjJu+kTNshR9+VexN78ePjgKlUJKl754a57F1Vr2t5vFEXZVWuHTgegy4OckNIBzICFeCOKR4J8XKHER9PlG1SEuQ86AZdKRkmVKFjrcKvc9gVxtDgSbYVm3r98+f76q17Wtx4eKGZLs2OIRWFCea8IetL9hp4SPZcj4uevZHAkUBOXpEz4OS+/Ve173vfj44QclG01BtYdczZHFj98LuNUiwTexT8xA7YZiNiQgWPC0NUyiVDIXpjwMl98q/G9734+OO1Syble9evmKvvhtfydni4QzK5cxR6+5WU3Jyngm/wAnOOJP8EZ8L72nwk5Tw5jl5Ibrk0CWcbL75G6yXL6hoNbk30Pj4x1KSjfR2VpedHVCrJfUpOqQLDtH/rEl7R1b3HnO0AkDjDboLeXJv5jwAi++VewN73vx8cddDbzZy6+TmKrb1VtRa1r8Odu2IuivqgWpXTkCyvvShbJpe458vJz+CFxrDFUojpaG1POn1gpB6QsLsFJPbr4zx4dsL9DbzZg9MeEVW3qrai1rX4RUmSi87i8Eq5BTwMIiSaDe7L8yRlSm+/VewN+N+PjiNxKHJChVCek5qYbeZYddbUXCQFZTbQ8hyHKJLUaanUUU95JySgZNnrG4bTfMnKeA5cvJCwsrgRGC1ur4Xw9XJigTdHamp1uWRN3VLS7zjoWtaEAFw7xxalII4HiLkXhgMYYVNYNARhPNUUoUpcsmnSedtQ3nVPWt+KV1gSnVPWFxeLnrH0RlJ32nw/ueidL2vGaTVQrz2MJ2uCooQii1dqgtS/RQUKlplVPU4VLvfPdenk8sUeSxJhmek354YWRLolaYKq4l+nygWGSgrTZKSSSQOXV5EgggJ0rE2zSpypmXGsNyLjyTOrZmJSUDhShWQPHKCFAKQAFAnwbA6Qact1jNR6K7Jtupf3f3FsC92fs+x9tzndgtLw1X2a1IzU5KOTbyGeilUsFZyCHCuxyadXnrG9S07Kzbkw1LPpcVKubl4J9gvKlVj8Ckn4YwKToeyCXqcxXJCh4HaqEvLiefnWaVJpfSy5f11Sw3msrXrX15w8VVNnEqspM3hVlbzraSOjS6StxwDJpl1Kha3bpCEakfpWMmK6MUqkk6EnFW4q+fM3V64aXl45TbS/yc4Qcm2KfTTOz7oZZl2d484pOUISBqSBwjE5au4AnEMuStXwu6iYSHGihqWIWkqKAR1dRmSRftFol5SkUSr09ualqfQ52Tm2gtCxIsrbdbUNCOrYgiLesavoq90qmXd/cvWNcYSeFZWTKpyUTMTc3LIDTzgBMup5tDrgF72QldyeA0vFHx3W6MqSxswKrK7ys0FgU5IdSTOEtzBszr65xHg34wr6mqbvN6KFRgsJLYUKczmynim+W9tBp4o5ThaloS021h+itBjRoIprAyaW6vU00JGnIxVxm8kjNDo0obqnw/uYpVu4zxtUe7Hlu6GaxXRBRGqmxUTJkO9IKG2koKb5MuYkXGvCPRdEwjimSn6G1UZulKp9AdeWytjeb58LacQApJGVNs99CeEQRw9KFWY0ilcPzez9WD9Tkr+aaV+oM/VisMO6ea4mxidEV8YoqrUXqqy9Xh4mr28YjhwHIqyjex0GvyRlfqdlPzPS/1Bn6kD1PSn5npf6gz9SMurI566KP2vw/uahJpUiTYQu+ZLaQbpCTwHIaDyQseBtGUep+T/NFK/UGfqwXeKRHhUmlfqDP1Yw1qscNDXqtJGKv0bp4eG0q1rLu/uee+7Y7k3a1ty2v4UxfgaXpa6dISTcpMLmpstKbWlxbhJGU9WwAB7SNI9JVWl4gcqU/S2MOzrqJ6tSVRbmUrYDAYaek1LKiXAoEBpdk5bm3OGPeORvZNIpJ8tPZP/hg/U5J3uKNSrkce9zP1Yw4fZ1061FppnQWCljsNTpxqpwgmll/cvMzTHJCbrGImppW9mJBplKcngFneqCgedy58kfPvuMtu+1jalP7TaZj/ABhMVaWlpFmebbcYZRlfMy2gruhAN8qUj4I9lnDksUZFUWllJ4jvezr/AEYiafsuwVSS4aVs9wpJl5ORwy9ClGytN72VlbFxcA6xnnQqyaae42cJoanQw9SlNqTlaztusTePtm2E9rczi/BWNKcZymzUpTnC0H3GSHEmYKFXbUlWirG17HgY6w5T9kfcwbLpemqqcjhugShU4DO1A+vTCkFSwhT6ypS1ZSQgE+IQ2GF6eFqcFDpIUsAKIpzNyBwBOXlc+eKTjKj4fnZ1+hVmn4LRKMNtOhmq0BiaC1LzjMkKUgC2XsPExjr1I4SDqzJwXRPE6TmsLTqXW+1rbveegKFX6Hiiky9dw3V5KqU6aSVMTcm+l5lwAkHKtBINiCNDxEP7G17aDjHmhinmh0aQell4LptKmlFuSU3h2XbYVxKghKJnkQQoAdUkXtcXsGDMQsU+rs9IrtKal1TDTL81IoEgwtLiHbIWkLIKgUCxJvc6Ac8NDH0q09mnnvMOk+gWM0dhJ41yvCPv9xt6iRPJKioDdH8WLeEPZf2Q4525wwXJtd8krLrufIVW6QrhoLZb2t/bC3QGsuUPTHg5fvyr8b348fHG+eFkoqyuObg6jyxy7fIoDwrG2lze3ZziIpM13wqFWl1JdR3snxLJIeUQv1hpy5HIeukW4aXh89ItlhaS/Mfeyi+/UDbje9+Pj7Ih3GqlKzFZT8GbuVeAm+ZOU8Ozl5IW527IZykojo7CkvvCwSsBMwpSfBtYHmP/AFjsSKAkJ6RM6IyX36r8b348fHDuDSvvHNx2w3XczzVsxTu1Xsi44p9ly8kH0RF8xefPWz6uq42t28PF2w1VKNCebaL71yypIPSVZrApN7c/GfIIjMRUeZImANeGvKEeipz596/4RVbeqtqLW48PFCE2mUk5Rb85UHGGW0DO67MlKUgHiVE6eWJKq3MczIPRnbA+AeCcx4dnPyQcsn97t8fAHhJynh2cvJFcqmLMFyFLeq05iyQTKNubtbyqiN2HFghKCQrS/IeaHuHqjh/EVJTUaBW0z0oBuFPS04XEJUi105r8RzPGCdzIqTUbu9u4mbGG0wCZqWAKxdSr2RccDxPsYp20faNhnZo1Iv12dm0rn5xpptCUzDgyLdQ24v1tKhZCV5gk2vbSJh+o0bf0ciovq75tlUqVPuIURuysKsdblPaB54ayLxw88m07MsX9kDxRnoqlcLz1RFamA2jEKaaJUJGQsqWhBufCv1iRrx5QMObSaViKvGitylQZQ8FJlHROtOKc3QKl5223VON8DbMm54Gx0iusT1aTV1maFa+nbDWRSoNgEqJKlnrIyE9Y8v7ecU1vahhLolUqNUaxLSJCjSz09OzlTpM7JsNspHXOd1sBVhcgJueYhPZbtP2ZbWpGemdnGMma6zTXUNzSpV94hlSipSASsA3UEknyGJ1lexZ4Sqqbm07LjwNAsYHihBUmg/jn+KjbfKtr8PLl2QXQm/bpgaJH35Wtvh58+2LZs1slxCmQovS5SFEBw5rIv7E8T7Hy+Tthz5fhhhMSbYflhvnbqcXbNMqBF0m9hzI5DlxhfoKACC9MahP45Xsfh58+2IuQ7WVmdzJ9ZWQeAhN+fkZFsKnZ1hhORTl3VhHUTxVryHMwTsqhptTgdfVbMbKdURr4j8kQFcwrNVWtU6rsPsN9ElZmXVvG1Fag6E8FpIKbZQfhjLRhCdS03ZGenCMoetK2ZLvYlw5LllL9fpzZmW98yFzSBvEWvmTc6iwOo0hzK1OmzzimpKoS0wtCUrUlp1KyEqF0kgHQEcDzikVLZYqpUGk0R+rNWpLalIWZa+d8+Cs9bwQCsEcTe94VwDsycwTU5ioLrCJsPoWkJSxuzdZSVXOY3AKQEjkDzjclRwqpOSqesuFt5LhRVO+tmXs8IlJL8GT5VfOYi4k5H8FR5T85jk1tx1ej/wBfLu/NBTos98ENnGw62tsqKQtJTcKKSLjkRqD4xDmd+/fB/aYaPtJmGXGF5sriSg5VFJsRyI1HlGsfDNN5aRq/iZ6/E/WvvKDLYHxMxTmZRibbYm2sNuUkT/TFrcVMFtIbWSU5uqpKje5uTm4kxCzWzrGM3Ky8mtEiwZNrdpdYmsu/bLpVlcQU5AALEIAyhWdQ1ItKy+BcSytOYp8u63Lvy+GnKT0/pa3VrmC0lKFElOeySkqzFWpN7ZjETN7OsXzkm3LzNNlWFy8sUNLlZxKN6ou3CHUqbKClKcpCQkJzZiNSLKVRPil7i8bGtSTL8tR5CWmFhbrTeRxQUVXUEpubnU68zHccSEvMSdDp0pNul19llKHHCSc6glIKtddSDHcc6vbXyMFTeAcYh5CiTzGOZ6vmaWZOdkZOWSyp9agl1px8qUEHqpulxAuLXsb8BEwOMV6So9UVtCXXXpBlqRbltw0+3M3W8pRbKt4gjgnIAgA2F1nis2thVeZNJXkbxVP4Kd/RHziK7M/gznkix1X+C3f0R84iuTI/ezh8UfYqX0ke04GUUn/HDi7/ADfo39fUIlxwiIpP+OHF3+b9G/8AyKhEuecd3DK6PnHTP6yl3MGaxy3gZu02jPGcKYmM/LKVJy7DcvW3J5LxnVOK3BINrlOcFWvVCgnWxuLiKvN7K9or8mpDdXZE8iZmlIm1zCbKaeCc5IDQVmJSAkg5kC/XI6sd6GBoydpVUjykcNSbzqJGyzOqUKNvDTxPDUQtFcoNMn6Ph6Wps84EPIW4pKGvXAylTqlIQCQLhCVJSCQPBhOZnMQV2m1CRw+9PUapFgmUnKjT0LZQ7lskqQFArFyCU3FwDYiOTPVhUklmROmnCKTyzLM4CppYF7lJtYQnLFRl2swVfIm905Tw5gcPJFIwphfac3S6hKbTdolPrLjxT0Zyj0tdK3KQDfMQ84pRJtrmAsNQYc1rD1fbptJYw3Ozj7LM4l+caVVHG1uMbhxORL2qyN4ppVr8E8RwNdZvgNjTvqqa3787fkXOOVOsoW2246hCnTlQFEAqNibAczYE/BGaq2X1vFNDk2MU40xLSp2Tfn8neurall18qZDiyj1xSGwhIJGmvHjFge2bUScTTTUp+sTTtKaZZl311J9DmVCCjMooWkKWoFWZZFzmIJtpEa0uRR0qcX9P4FkVfpzfhW3KvYC3hDnx+Dy9kOIr71LrRraHkYrmQ3u1K3G6Y4Zk6WyXI8d7jhFew/QNtsrjOan8TbRsPT2GC46qWp0pQVMTQSSd2lb5eUk5RlBIR1tfBiVJ3zROxhL7a3cb+RoMEvVKvIYxiQ2kbWsMSuNMWbXNnrlCwtQpCaqzM5KViUn3d0w2gloMoQglSgl1YKjbrBJ7Y77n/um9n3dJN1yZ2eOV1tuguMCaTUpNpm+9SvKlOVarj1tRJ0PCG0V7MyywFaEXVteKtdrNK/aa9I5uhy+YKvuk+EgIPDmkaDycoXiPkJeY73ywTUFG0ugBSMqhe3hAka6aePjDoMzAN+mLIz5rZE8LeDw+G/GLXNRpZ5i0N3M5nEAZrbld+oLeEn2XEHxc9eyB0eay5RUHL5cty2jjfwuHwdkJbl7vgi88RdDispy3y3QLAW1F9b8R5CYJ8wlvzHaOEdQ2MvNBGXp7mbLlzZE8b+Fw+DsjrcvhRPTFWKyq2RPC3Dhw59sGyNW3EUetuli5Byngm54dnOOZQkyrV73yC905Tw7OXkhu9LTJYXmnlEbopNwkC/NV7aaaQcqzMbhlSZw5coUAAFC2WwAJFyOd+MLoNR1d48gQ2EvNZSOnrvkCb5E8b6q4c4My8wTcTrg6xNsqeFtBw4DzxGRCjB8QOJV0xBBUBu1ex04jn/Z5eyHABteI9Us+qebQagrOJe17JzXChdWW1teHi5Q63MyVfhqgMyjbIngRoOHLjDIs4pbmLRC40dQxhOrPOeCiUcUfIBEmqTm8gHfBYOUC+ROpB1PDnFfx/LzAwVWiubUoCUfJTlTqCk9XQcvPETlaLNjBKLxEM+K+Y9qOx5mtTE9PTFNCl1Jlth1aZgoUW0LWtvKQboUlS1EKFjrx0ER8lsIpsrMCblqUpcyLEvmeUtxX33VSiolV964DfjfxC21Sdi0nMT1UJtbxgxkUlsex/R+mTdE2iJkZ+elmWHHmmsycrImQ0gJWFWSA82SRZRUFnS4A5HX6idrH2vqsWho5sGkngA7SXloRTlUptszyyhuWUgIUlKSqySUpSCoam3GItHcwYabnBUUUGaE4JcS3SDU3t5YOFxKs2e+cKNwriLDsEWuawNtORKSz7WKH35z1hmYaFamGWlgOpLj2bJ1MyQs5EpNs2QEgAhlI4O25zgqiJraXMSKQlUvJrdlmFLdt1t8QnOEAq0GoOQEFKVEKTL0hPkiFhIrcyCkO5pk6dNz8y0ipOIqUuuVmGXKipSFNqUggC5unKEWBGpCjmuTeE/8AasYSL5mHMLrcVvm5hO8qLirON+ArVfEf2mLBK7M9sJl22ajtbnHAlxtakJmLZrNvhR3iGkLALi2VhN7AJKdbAxsSEoQhKcyjlATdS7k28Z1iOvT5InqsebPPkp3K+EpJhthjDBShDDUqR3xdJWy26p1CFnP1khxRVY3FzFvpOy2aodMlqRTZBDMrKNpZZb3oVkQkWAuTcxq+ZvtPngXb8fxolaQqLgiHg4Pe2Zn6gqx7lR6RMD1B1n3Kj0gjS/Wuw/Ggetdh+ND9o1ewjqVPmZp6g6z7mR6RMD1B1n3Mj0gjS/Wuw/GgXa5A/Gif2lV7B1KnzM0OAqwB+Do9IIL1B1g/72Sf+sEaWcp9kR8IgLISkGx4gaxP7RqdgWCpriZe7gqpMlKXWmklZskKdSMx7BrENWsLVWQUtS5UpypKvCBHDxGNJxbhJjElQw/OqalFroVQXPIXMMhxQJl3Wxk00IWtCv8AQ8kZsdmu16oVh6Xq+MEClqEoreInnCoJGcTLKU5ATvOo5nJGS+7RcAmOHp2nV0vh9inaxxdO9H1pXD7KEmmiOwxTKjV1Ibck0tTJbS6W84IKVDRSTzEW4YGrFurLIIHH10RSqnsv7oCoVikNSWLKXR5OkS7gamKepBS4opQlId3jCnj4KtEEJOe5PUCVW+l4D2quYtlMQYjxvTnZSV3ZEqy0pShycGfKhPWTxIQLkCwSLxGgqdbRGG2MndlNA9H/ANmYbZVZXbFGsGVB/NuW2F5FZVZXUnKrsNjofFHfqFrJ8GVbP/WCGkzs1x21htFLwrX6VhqdaAaemJFsqNQFhd91W7SUPHKNSHLZl6qJBFs2fYYrWGpKZRiTEU5V5qYU2Urem1u7tIQkFIuEjwsxuEpuLXF47n7Srdh3OoUu0rwwFWRxlG9e1wRnePe5pqeNq534ddl0WZbZCFi+XKVG4IUOObs5R6Rujlf/AM/BBHL+Ur5PojBXxPWYbOrG6NzBOej6u3w8nGW6/eeWp7uW8Wz9MYos1Wkv0+Wy7mWccJaaIFhkQVWTodbWvzvGQd1Jsimtk+xVLcw+0vvnieiIQG0WCckyCRxN+J7OEfQSwtfUxlm3KQlqk9g2UmWW3Gl4gBKXW0uC6ZZ4g5VAg2NjqOUVwtKntdaMbPmY9NaWxMdHzVSV4LO2WbuQTu0PCLePmsFOYlpCamuVWvoxnWQ/vAtADe7vnzEKzAdg4RYzPytl7qYZcW2lSihLgJ08kZ9MbBNk0ztLRtLfwdTXMUh1E4KkoHpO8QAlJ7NAAL8rCHGGdiuEsKYsnsXUtktzk0kho3UdypRJdUApRTdV+QEdyLla1j4nVhhsnGT3cVx8dxDYRxri9xE7U28J0ibmMSU5zElNk5SuFTiloYlW0yzhWwhKCrMDnuQDcW0vEJiXbptewbsrxDjzGHc8TUvUaW9LNydGp9dbnnZ5DroQpQU00ooyAgkFJvrwjUsP4FoeGahUqjSJGTlnalMB9amZRptSUhptG7BSm5TdsK8pMTD0u8JZxCp9zVsjMQka/lcPgibSe5kxr0I1E5QUllzT+B5xZ7trD2Fdi9N2s7WNmuKMKioVdyjNUxLQemMyGwsOkOBmyVC9rDiI3DZ3tHw5tMwRRsfUNT8tTq7LCalUToQ28EXI6yQpQBuORMZB3Xfc2Yj7pXZ5RMJ4dxPT6Y7T6kioKenAtbZQGVIypKASdVA3MSuA+50nMK7NsHYOqVWkJyew9TU0mbdEmy6ytguKUtbe+bUpK9RblpwikZVFJxaujcxFLR9TDqrTlqzcndXbsuG81WvV402rUORRMsIbqM2tp0KULlAl3Vgi5/KQnWJBc4ymoNNGYSFltd0dW97ptrxB8XPWMwxt3LGxzaTUaPWMeYffq8/QpNmQk31Tz7BQy3cpSQytKTqSb2vrbhpF7dwlQnK4xU3JCnqqLbPVmlyrRmMySmygct9AAL8tLRkTk3mjnyjh7LVm27Z5EaraxhKZmH6XTKil2oo6ShtooOrjKVlQI4getq1Nr/CIhmp7E+MpSXw5P1uhrNXoyam2uVkHEFh1t5hQQoF9eZJzkexOl40QyVyoqezBZVcFpGoPLh8MR1LwjRKGt16h06Rpzr6QHXJWSZaUsgjVRSkX4DzQd2IzowXqef5EbL4TcmJmrz+Kk02opqDMuhMumTzto3O8KSUuFQUbuadlvHCeJtnNGxLhdmgybbFLbbKn2UtSLCmN6pCk3cYWgtrHWJsRxt2RZZhl5LLpVOqy2WSFBKRa3Am1wB28Y5YamCwhKJ42LaQFJSlQ8oJGt4lRViu3m/WvxEMN0CVwzSG6NJuuutNLcWFO5b3WsrNgkBKRdRskAACwA0jyd3UfcZ46237daDtPw/iujSEhTpSUl1S02l4uFTLy3FG6ElIBCwBrHr0S8yDfpqyMxNsqeBGg4cobTMu+X5ZKp85hcAnKDexuQLWUTzB4cRESpxkrMy4PHVcHWdWnJXaazV95FIwDQ0z/AHxKqhm6WmfLIqD24L4IObd5svFINrWvFibZaQtbiGW0qXqpSUgFXlI484TMvMFV+nOWzKNsiOB4DhygujTNrd8HeCRfIjiDqeHOLKKRqucnvkc1Wk02uUyao1YkJedkJ1pbEzLTDQcaebULKQtJ0UkgkEHjGbs9z1svbwPVMC0HDwwzI1mZ6RNO0BKaXMrUh5S0euMBJsm+UfxdI0zcP2IM44blR8FPAjQcOUNpKWmNxcT5vmIunKrUKNzcjieY5cohpN5oyU61WlF7ObRWcE7Mads8wujCmGcS4kRLomFzBmJ2eTOzKlKtdJcmELOXTQC0V7axSu6Ndco6dimKsLy7CElqpLxBJqdecUVXDid0EpsBxFtezjGnrl5hSricXxUfBTwPAcOX/rBCWmQLGec4JHgI4jjy5xDjdWQhiJqe0m1J9quQNQmMfSxpLMpR6JPkNoE6+7UXJY77Ic+RAl3AE31BzA6204xmFe7sbZph7b5L9zzP0mumvTDzMqJlthsywedQhbab5wogpXqcuhHA8Y2aZl3i/LAzuu9WRmCRxSbWFtSIyCudyBsqxBtrl9vtSmq4cUy78vNJyTSBLF1lCUJJbyc0psRe2vKKT10lqm1hZYOTbxl9ztbnw9xqgxbhmeeNMk67JOzS1LbQyh4KUpSL5xbtFjceIw3quKk0usS9GMi8VTUrMTLboUgNJ3IQSlRJzAnPobW0MR8js+YpVbVV0VKdclJbM7Jyi5pxbbLzhd3ywgkjUOWA1trAxThqZqtYp9RZojc4GGJhtT3fN+UdazgDKgNkA5rak2IsCImKnUlq7i1KOHjHJ5dvMiatttw9RZWQmp1iopM/ImdQhDGf2RShoFNwVrIVlFxe3aQIsNAxozX59uUlmHMjkm3OJe0KSlSspQoaKSoEHRQB6quFog6ngR2fapbc3gmhzTcpKqZKDOPILN72SDbr8TZZ1SSSNTD/AAXg+ZoVQmZt6hU6mpeabF5SemHs6gBoUL6osBbMBdXHmYy7Ccc7rxJm6KjeNi6ngYlJL8GT5VfOYizziUkvwZPlV85jFW3I2Oj/ANfLu/NHM79++D+0w1dbS82tld8riSk2JGhHaNRClTnGGJjdubzNlBsltShz5gGGTtQk3m1tLD2VQKTZpwaHxgXEfEdMUJy0jVaX2meyr05SqvLiUdnAVdl5FmTYDEvMsYYco4n0zSluLfLaUoJJRmsgpJBzHUk2vEFN7LsSzSKYkUqkIZkm3W5hhMyAmabLuZtpQS0EjJ4dgMmbUJB1iQl8GzzUg1KsLZlZxnC7lEFQRvVOqcKEhslRbzZUqSpXhEa3y3JIYSuAJ4d70Lk5CTMjIuSqXJdC21LR0hLrSSG2UABNico6mZRISCSYU6VRbvkZY02sjXadLPylEp8rNO715lkNuLuTmWlKQTr2kR3Ca6jKiVazb3wlj7y54v4sJd9ZPmXvQr+iOZWoVXL6L8DWqU5624VfYRMsOyzgUUuoU2QlRSbEW0I1HlEUTAmAsRYfxHTZ+pPy7qJamNSjryZhS3HCGJVsNkFNylK2H3ASdd+Ta5VFymJ6nzUu5LOl7I6hSFetODQi3EC4+CKrgKhuYbn5Z+cmi4U0ClUxzLvl5n5feharKTYAhadedjeNnBwqwvdNbuBalCd7NHo6qA96nf0E/OIrk0bSrniESk3XaZNSS5WXmSp1SQAktqF7HtItEXM/grnkMfWKP0kew+zcymkf438W/wCb1G/r6hEwq2YxEUn/ABwYu/zeov8AX1CJZQuTHcw25nzfpl9ZS7n+QPHA1vfXURnQYxi9UJUIarqUsVx5eZ2YCUqkyRxyrylNr5QpJPZlPWioT1N26OpmBKqqCZoTLqmXEzQQzZRTnBQXFDJk6rdgOtqUpOp7lPRqnk6kV3nlYYPX+2kbdMjqJT1vCT88KJQEm4ivYbbrTGG5VmrqWmaClhHS1bx1KN4d0HFA9ZWTLc34jjE5lnc2rrFrp/Fnh7L2XHs/tjmThqVJR32MdaCjGKuuIq4LtL0J0NrRzL33Dd818ifCFjw5jlCahP7lV3ZcWQq5KFAX5c+EcS6ZlLLe6dYLfUy2SpV0Zddb9vA9kVMKWWTHcCG4TULH12XvlOu7Vxvp7LhblHQTO5vvjGXMPYG+XmOPGJuNVcwiD05B64TulcEDLfMOKuN/F5eyF/LEepub6a2Q7Kb7o7gvZV/CT7G+o4X/ALLw6tO5/DZy3HsTci2o48b84hMSjbiUfb/SKriHYZtBoNDkXp6o1HDNSlZSVYTmceeXLrShCQOJKiAPHHjb/Y+qZWe5ywFtOxntto9QwfSN9TgiaqUo4lKlIW+0sJCUlSrOLSk2GhMfQAIn8ozPS+fKb2QbZr6Hjwty/wDSM22t7EGdq+yiubK6jiBUhJ1mZMwubZl8ziEma6SUgE2vm6t+zlGGrCUpKceB2cBj4U8PLBVLak5RbfFJNDjZjtx2d4/2fUjGFIxPKzMvNZJJxTbTgAnEtBbrQSUgkpF9QLWEcbRtuuzvAlPok9VMfUKmIq0+020qdmUt71hL6UTBSFEHqAkE+xMU/YT3NsxsOwLRcMYaxizUkyNRmKqXpuSKkuLfY3ZSnduDqgEEHnF2mNiuE8T0mSkdomHcPYiekag/OtOzdMSvd7yYU+UIzlRCcygCL2UBqIvGVVx3GKtTwEK7cZNwv7/kT9Q2hUKR3immp2faZkGqm49Js71tEs5nKF5r63DayLX0HjENZ3HyJStmXGH6q9JS00zTn55sS+4S++qXyaF0OW9fReyeStDaG9b2cz1RmXXKTiRdHYmqa1TJiVlJRktLZb3uVKQtJKLB5Q05AQrNYAZmqz0k1qabaemGp92UDoyLcY3GQ2y34sNkkG2lrawbkma8Fhkt5DSPdHbGsQYzn9mOHMeSs3i+T6U0qmiWfC0usIUpwFSkBHVyn2WtogsU1vaRhrC9RqGDqhN17EFWwnUK7Iyb8s25aotJlENNtIQlJyEunqa3OvOITC3cZbP8G7ZqhtvpNZrS8QT7s684h5xCpbeTSFpcsgJCrALNhm001MajQMIYjplYp9SqeIpOeRS6c7TZZtqmqYIacUySVqLq8yrsJ1AA1OnCIvOWTNqo8FQlGWHessr6y48Vu3GF9z7t02t0LZji3G/dfSLuEJWkTku1JzMxS3Gc6HioHqjMV9coSLCwuLxv+zbaLg3anhKVxfgOuoq9JeKmUTKWlt3cRosFKgCCDodLdkYz3fVDxPiLuXsTUuiUmZqs649ILEtT5RbrqgmaQpSglNzYJBJ00AJvaKl3EUtjzCXczYVwx3vNDqlXrFSZQqqyDoXLpLbryHd0ooKgcgtfQgxRTlCeze6xt4jC0MZgnj4WjNytqrda3Lf8T13AjANr3da4X2CUqjTW0aRqM1MVqZqMrL955FLiM0o/u1KUHHklIUFJsLnW+sWR7EmMcXU4YtwiuvN06s0WTqFEbZl5cJCnW1rCXsxJChmaza24gdsZddXOT+zqqipzyi9z52NV1E8kAKtulX6oy3uOJ4g+Ly9kG7NMfvhlt5BeYbzLQFC6bg5SR47HzRj9R2o7Z5TbLL4Cl9hhmsPuZQMTitspQGDuy890bw7JUtKct7ki4uDEnhPEVUqOM33XpmSdeq/rE7T25J9DtPbYS8W1rWpWUhZ04C99IKSLTwUqVpSata++4lgFWJpWVo1bRX5+tT2JcPKqr8pPustMLnQ1K5cqm2btJ6xGgUADexMVqdxzjPCexqu1DaPg+WkUzFXepss3I1Rc24pc5UVMpUreMtZUJU6kgi+ZI0A0EaXhXZnhfBtQnKvhrDlGp05OhKVuy8g2zlRlQFNpKbEIJbSrLfwrkwW0+jsVrAlYl61Jyc3LMNqm223GybONEONK4+ElaUqB7QOEVqJ6raNjC4iHWYZJ3cc+ORr9UP8AuOpG8W2lxcq0tSFFKsqnAlViNRoTwjKqvtswDh1ucerMkmWS1NqlpVCqvMpW+lEw604sqcSltJsy4oJS4smwHVKgDrU5IOVKkuSrMwGXCllaFlGYBSVZhpcX1A5iKjL7IqVKVOYrErI0JmemlKU9Mt00JdcKhZRUsKubjQ3MeelvZ9oW4p1e2tMUR0vDBktP01ZeDU7KYgnnUOBpta12CZY2sEAFRO7SokFYykxa14moKa5K0mTpRdZnpZ9yXeNTmUqLzQ6yFAjIB2ELUeJy2F4b0fYPhLDynF0DDmFqaXUFtwylHQznSQQUnKRcEEi3YT2xJK2Wyq6omtrZoyqihsMpmzIXeS2DcJC81wAdQL8YgkgMG7SKDiqsSFJew2/JdMpzc6pzvnMOhtxTaXC3fKlBsFcc2Y2vkCTeNAMrhfte/W3/AK0V6V2XS0hOt1KRao7E21LiUQ+3IZXEsA3DYUFXygi9uEP/AFIVb86y36uv68ASPRsL9r360/8AWgdGwv2vfrT/ANaI71H1b86y3oF/Xgeo+rfnWW9Av68ASPRsL9r360/9aB0bC/a9+tP/AFojvUfVvzrLegX9eB6j6t+dZb0C/rwBI9Gwv2vfrT/1oHRsMX03362/9aI71H1b86y3oF/Xg04Pqtxeqytv8nX9eAIrHeNsA4Ck5CcrFMxBON1CcbkWxTJecnFJdWbIzpaJKUkm2Y2F+Ji1UFTRTUGpdTpYanUpaS44pZQksNqIuok2uo+eIxWDp82AqrNr8TLqP/jiXotIepEo83MTSZhx+Z3xUlvIB1AgAC55JHPnAC+Jp2m0HCtYxRO0p+oLpjCnGpdkuZnF26qbIva6iATbQXJ0EZ3M7UXZTDrVeVhCRSHJZifQ2iovrDrSpETKmwSlJSsklKTZQtrY8BrctPLlC4gNJcCzrmgPTkvMJQh6mSqw2tDqApAOVafBUL8COR5QBktG2ryM7LTr9Swww4JJTS1uScw84nKqVTMBki5IfVnyISL5ilR6uiYsuy7FMvtBakJtdIkGmpmkS89Mty0684qTmFpbUWVKVlz3C1EWSLBKSfDAFzZmmJVO7laXKNJzZ8rbYSM3bYc46Ym5eWeMzL0yVaeUkJU4hFlEdhI1I0HmgCROG6N7kV6Zf0wXqZo3uVXpV/TDfv5Me1I+WB38fHFpHywA5GHKOBboqvTL+mAcO0e34Kr0y/pht39fBHrKD54M16Y5S6PPAFTpuKcH1vGVewLJUDEDFUw8wh+ZmJmQmWZQpXfdlqYV627msqwST4JvaKdtl/hDBdv+UB//ABXo1l2rPPtLaUwhOcZSQdYyXbUHDP4MDSkpWa91SoXAPRHuWkbeEfrnG6QZ6Nq9xytSkziT65l3Z9gMl7jnxv4ocA5tbWhiUTJqaQXpW2QnVKs5Rfha9uPOFAiogffpYHL7Wq2a/HjwtHcufG5JZZjqOXAS2oJvextYXN4SyzxX4bITm/IN8tvLxvHD6J8Mr9flgQ2dShQGbt8LQWhchLtFZbN0drPmvkTcKSEm9uYHDyQrDOTE2WGbOS4RZPgoURkyi1iT28zyhTJUbW3zBOW190fC7fC4eKJDik944hurP05sDPlyKvZAy3unnyPi8vZB2ns1ytrLmOgQb5beXjeGyumdNR15UuBk20UD4Qv1b6i3m0iLkpK+8kL3gQjlncxstm2bmg+DyHHjBZZ/KfXWb5R+LPhX19lwtC5GrlvO5nNuHMma+U2yi5+AdsGwF7lGe98ovdNjw5jlDaY6WWXd4WAiy7gpUBly8Cb6eWOmm53o6N27L/e05bJUU+O3W1FuELltXLeOobTWbfMWC7ZjeyQR4J4nl8EdZJ0KuHWSnMeKDwtoOPG/GGs0id3svnflSu5y3SodbKbkDNrpyMQ3crGN3v8A14EjAhAJnirV1gJuT4B4chx4xzlqVh67LXypv1FeF7L2XDsibkJdo5PCEZTNuetnvmV4SQD4R5CCKZ4D76wdVaBB4W058b8Yb09M4JayXZXRZ8BKlC+Y5tSr/wBD2xFy1st4/gQ3PfAqPXYtdVuoeHsefn/sgZahpd+X4Jud2ePsufDsibkWDfKg9L2z2zm+VAI8E8SeA8cOFW5RHzCZguy6lvS2beLyXCgQcpy211Pb/ZDnLPaevS50RrkPH2XP/wA+OAaulmdTP3hfPSOm/vaTYjS+pvb4YbzCZzdub11ktgK8FBBI5c4quJ0YhVWaf3uaqjkgqTmkTQlHMrYWUp3RNlJXmvexB0vxEXpU9rPVvY2IU9pT1b8S6QIxutU/a+qVoLdPTUlpZkCiaSJrKveEnOVL3ousJtlvn1vrfrRPbMZLaJKVabVjBc+qWLGVvpMyHE8U7vKAo2UE5s55q7Y354BQpOptIvsvmRPDKENbWTNGPCJSS/Bk+VXzmIuJOR/BUeVXzmOTW3I6vR/6+Xd+aIyu4geps70VEjOu9QKKmZRxxN9dMyUkRFu4rfmG1srpdVyLSUqHQHxoRbkmLNOCz58ghq82l5lbKxdLiSk620MfG9K6QdPHVIpbme5rYjVm01xMgYpOIWpJmSlpGflH2MMOUVM2iWfU4XlNoSlVy1nsgpJBKyLqvlzaxDu0HF5k5FtOGWZhbEk5Jvb2SWkOpW8FpUpKJUIzNpBKRl3ec33fbc2NnlbRIsU9lyTlHGMLOUfp7UwVPLfUhCEnVvNlQUlQOci5vlvrESdmuIVycsw/RqE6WKe/LLSJltKXFreBRoJXJ62BmHUKConqJPWikdIPi0vEvGuaDL4pmpWiyTKqbU8zeZuypJ5ahlSganJc+U8dfHBpxfMkX73VUeSQe+rEvJyzkrRpCVfWFuMNhpSgScxSlIJudT8MdjTSNSppOcXkl8TDUxTUrWIN/FTj7LjD9Nqym3ElCgJJ8Egix1CbjyiKZg1uuUmtUmZqVCmAKZRmKYJlhmYLkwtKGgrehTfWSFIOS50uo8Vm2oRWpXDtcb2kLxW9V2HKY5TRJNyQaWlxpYcQoKvnKFXIcucgOqRraMmH0pOcrNL4lqWKb3o0yXrk1NOJknKVVWgoEFx2nvNti3atSQn5YfTI/ezluGWLHU9KY4exIPyiK5Mfgq/JH06j9JHqH9Eyik/44MXf5vUb+vqES51N+2Iik/44MXf5vUb+vqES6ri9uUdzDbj5x0z+tpdzBAjNZfaNPTVSlqbKVikTb6669TnGpdF1llChchO8KgpKTqoBQ5kJF7QFa2s42pjswJXvFUAxPz0qGZRSnHHUpCVMqQAesEAkPfknhHbhoytN2TXieShg6k3ZW8TZJi+ROqvDTw8ohWK5hquTtYwxKVObaS6+4tYC2BlQ+lDqghxIJ0StKQoanwuMTm/fBsZJy10i+ZOgPE8eX/peObOLhOUXwIqwlGEYvtFXdWVjW5B4RzL33DebNfIL5gAeHMDQGEnZh7dLPQHT1FGxUgXI4Dwuccyr7gl2gJRQTlQAUrSU2KdSCTcgcO2IuYdV2HcCG3SZm1+gO3yk2zovcGwHHnx+e0db97OQZRzLnCc2ZPC2quPAcO2Fytjmyunp0Xl3SrnKMt7jnxv4uEOYjVTDoqKLSRz9HcVYuJC9FJ6oF7EHjfydsOzMOgkdEctmCb5k8LcePI6QRZxeTF4JV8ih4jDcTj2UEyDpVlJtnRxv4PHjbXsg3JhzrI6IuxNs2ZNrW1Vxvbl2+KJIUXcOQKjIy5XnzbpGbOkJVe2twNAfENIXiNpkw4imy2Wnrt0ZtQShaSL2HVBKtdNbw8TMOE/gbls1r5k8LeFx4cu2BLi2xaGzoWJtBGfKW13NhlvdNrnjfjYeWAJx4pv0B0HLe2dHG/g8ePPshJbyxUm7yhPrbib7xN8t0dYC/C+nbe3aYixCg7jxHgx1DcTTxQVCRezZM2XMi97+Dx48+yBv3s9uiry5rA5k8LeFx4cu2DdiNSVsjuabQ9LOtOJzJWggi17i3C3OIWqYQpFeotPps0idlRIJSqVXJzbsm8wrdlu6VsqSQcqlC3DXhEnMTL4lnCZBd91eynEAX4FJN+zW/DxwJR5wS7KEyqigJCQtK0lNsuhFze3LthluMsdpCOQ0puFKFTKazSm6eiYYYW44gzqlTTmdxZWtRcdKlkqUokkn5hEo00hltLTTaEIQAlKUiwAGgAHIQj0p/LcyLoOUG2dHG9svHiOPZB9KXe3RXLZim+ZPC3hceB4dviiLJZlZKc/pBOJvPJ0UQGjyFuKdL8bwmxSJOWqk3WGUlMzPIabeVmJBS3my2HLw1RwZhap5ChIqzlgnVxIXqpNxbNaw7fNDnpLmfKJR22Yi+ZPAc+POJWQcZWFxFf2g/wCBFdHbIPD+iYmQ++U36A7eyTbMjieI8Ll/6RX8fTLisF1tJlHEjojySSpNgAk2Vx4HzxE36rMmEhq4iF+a+aNok/vSQGgo5E8R4oVUkn/e48whCSuZcE8cqPmMLR5uW9n3gLUabgeZMHqPxCfiiKTjPHVVw7WmqVT6bKvpXLB9S3nVJsSopsAAeyIU7UsSW/gWl/A+4P7I4OK6R6OwdV0a07SW/I51bSuFw83TnLNGo2PtCfMmOc3/ADCfMmMt+6riG5Ao1OOUdYh11QT5SE6RDYg7odGFN16ohRZHesuPjePOmzTds6yQk2SnMm5NgLiKekujnb1nnu9V592RX9r4Rb5fA2wXPBhPmTANxxYT8URlv3VcQKQF96aXr/zzn0QX3VsQpNu9VL14evOfVij6VaLW+fwZH7Zwn3vganY+5x8UQdle5x8URlf3VMQX/gql3uR9/c+rBjaliS+tHplv/vufREPpZopfxPgyr03g07axqRuD+Dj4qYOx9zj4ojMpTajW3J6TlpilSCWpmZal1KQ6sqAWsJuLi3ONMHAR1MBpLDaTg6mGldI3cNi6WLi5UXdIOx9zj4ogiXBoWABx0tAgRvmyH1jruU/CUwRJ9zjzJgEhIKlEAAXJMNZSqU+eWpuUmkOKQLkDs4XHaPGIAdpCrXDKB5csHlUTctN+dMVykbQcGV6su4fpGIZWaqDKX1KYRmBIYdDTxSSAFBDighVibEgGJ/eIBsVgeUwAoAQb7lr+jAUVDgw150xxnRr1hobHWDBB4EHyGABmV7na86YGZXudrzpgQIAF1HQsN+dMZrtlOWo4JHD/AHft/wD1Xo0qMw21LUifwUUNFxQxBokEAn96v9ukbeD+tSONp/PR1Vdgp1umJAC8u6PsRlvft438ULcNIY750VJKTJG+7Kb7wZrXGtr+DfTtvCxmZjiKe74JNs6ON/B8L4eyO4j45KDuOLmOXLltVr3tyFzCRmHgq3QnMua2bMnhbjx+DthNybe3Kyae4btk5StIF/ySb/D+2JIUW2kLywUJdsKCs2QXzCx4cxyMKXPbDGUmnAwykSasuVIBQtJTly+ELm5HLthUTb2W/QHr5c2XMjQ9nhcfkiGyJLPMc3PbCCs3TEHrlO7VfQZb3HE8bwOku5rdDdtmKb3Ta1vC48L6dsNFTTpn2v8Ac85yysgbxOfwk6WzW8p8loi99xMYskrntgXPbCBmHQbdEcIzFN8ybW7ePD5fngukzFr973b5QbZ0cb8OPwxYjUYq+TuV2zE5TbKASdOQOhMdNXDKAq98ovcWPmhrNPudHeCpNRTlWLqWkJtluCdbgHh2wUtNPmUaIp6wd0ggJWki/YCTy7YE6rsPIQfvv5cdewUomyQRw5nl8EDpD17dCcIzEXzJta2h48+ENZiad38qo05RVe4SXE5rkG4T1rEgcb6dkCYRbZIwIQ6Q/mt0F21yL5kcBwPHnAL8xa/QHeCTYqRxJ1Hhcv8A0gVUWLKFxCMkVFjrhYOZXhpAPhHsgGYeBsZJ211a5k8BwPHnDaRmXujaSRJzHRDiSLlRuLk8Rz+S8VZbVdiQglC4tCHSXb2Mm7xUAcyLWHA8efL5bQOkvaWkXdcvskc+PPlE3RXUYJgKSuXsHCN4b5UgjwTx7B5OcOIYTEw6ZiVzSZPrq8pLgB0SbWAOt/H8kOt++bfvB32PskaX48+XP5LwuNV2Qcz+DucfB5R0i+QEkk25i0N33nS0pC5RxCTcFRUmwHI8b6xUsW43ew7XKdTF1amSTE5JTj1pqwdztJQUqBU4lOXU3uBy1EXpU5VqmpHeZ4U5Tp6q5l3gRlNV2j4plZCgTMvOUBtdVp77rqZoqQUPhJLbpFzlYumylXPEWuIf7M9oGIcXVWalatKMNNNyyHQlDSkrbV1bFRKiCleZSkaDqp58tuWAqxpurdWXaRLCzhDXdrd5o54RKSX4Mnyq+cxFxKSP4Mjyq+cxza25HW6P/wCIl3fmjmd+/nyCGrraXmltKF0rSUnW2h0hzOfhB8ghutCXEKbWkKSsFJB5g6Wj4Xppf/JVV/qZ7Gv9c+8zljZ1VG5ZmVllU6XmWcLLovfBp0qmFOKQlKCbt5siCCR1yLnwQdYrVV2MTVWkZCUqNGwypuRlVN7tD7aEPjfhbTawJTIW0WzWy5SomyEk5otDGzyqpkGZJmZkpR5rDDlFTOMru6XVNpShZu3myoKSR1yOsepfWIh7ZJVp2nytNqLNAWyiSXIzByou4y5MJUbBuXQAtDecoIsjeKvlT4UIVLN5/AyQaRrEo24xS5OVdUhS2WwhRbSEpJCUjRI4DTQdkKQTbaJeWYl2kJQ20ClCUiwSAAAB4oOOdXu5GtUd2CKlKYPm0bVTjJt5puXckFSrqd6FOOqUprJdO7CkpSG1kDeKTdaiEpJUTbQCTYC8QElQJg7QFYlelKelpMqJZl5l1XSFhSkEh1OSygCnq9fq6kAlZy3wuUxSdmbvVP4Ld/RHziK5Mfgq/JFjqmlMd/QHziK5Mfgq/JH2KhvR7R/RMopP+ODFv+b1G/r6hEuIiKT/AI4cXX/5P0b+vqES5Frj4I7mG3Hzfpn9bS7mDnfn2wBpwHCKavHNRampZp6lSqW3ayukukTCzk6wCFhWQJucw6pI10BMVrEG2ir4cmqhKT+E297TppxlxpE5damioBhxNkkHMlQWoaZRx10jsw0diajtFZ96PJxwtaTskafND71lyg7xPLx8ocDhEFQ649W6CzVZmV3DodcbdbZUXElTbqkKym1yklJINhoYlUzralZQ0/xSNWVW1Hk4dvZHPmnTqShLeitWE1CKa3XFl+CR4jwjlgXYbKgq+RN84GbhztzhF2daDSlKZmLZFK1YXaw+Dny7RHEnOs9GZSlpzLlQkFLSynUXBBI4eOK3Ri2cmtw8sOwQY04Q2E82Uk7iZ0BVYsKvobW4cewcxHXTGs1t094QTfdKtqL34cO0xN0NlLkEsudPbtvMm5XewGW+ZPE8b/thxEWZ5hVSaVuHcxlnFgblzPlCkg6Wtx+Hs0vD3prWbLun75gm+6VbUX7OH9sQmiXTlyFrDjYQSgAkkaacQNRCHfBvLmEvMm6CsDcLvxta1uPi7INc22cyCy9xyX3SrG4ve9uHjibojUlyDkipUlLlwrKi0kneABV7C9wNAfJC2VPYIjadPsCmyympd7J0dCkhDLhFrAADML/AdbQ8E62VZSy+OvkvuVW4Xvw4ePthdEyhK90hew42EIEETiBlXlLS+AGXwk8Txv4vL4o474NEZtxM6oz/AHhd7Xtbhx8UIuTbHfRpBaXn3biAd0u9roJI0tl8fbp2wuhGnLPIkOHCCCQOAhv09uwV0eZsUZ7blV+NrcOPi7I66Wi5AZf8LLfcq7L34cPHEOzK7Oe6wo8SGl2zXym2Xj8HjjmWT+9ms6VZsib5wM17c7c4QmJ5gSrjjjLwSGsxCmV8DpYgC9/FxtAkppvorCEsu2ypQClpZT4I1BIuU+OFy2pO24d5U9gg7DshuqeQNejTPghdtyq+pta1uPig+mt5spae8IpvulW0F78OHjhdEak+QFfhbYTny5FEgAZb3HE8b8flhewGoAiNVPMmoNqLL2bcFQBZXmsVAcLW48eY0h101omwaf8ACKb7pXIX7OHjhkTKnOyyHEVzaD/gZW/8ic/7sTXT2soUWJkXAP3lV9fg49vZFf2gTTasH1lAbeBVKvIuWlAaJ43tw8cRJrVZmwdOfWIZcV80bRJaMJH8RH9sLQlKWLCNbFSU8RytDel1mlVtLiqTUmZgNJQpWUEWCxdPHtEeblvPuxmu1TeM4plXixMKaXIBOZtlaxmDitDlB1+mKqmZSo5Uy84T2dEd+rHoA3Bylabnlzg7W0zjzftjxmkeh9LSOKniZ1GnLuOBi9AwxdZ1pTabPLNewkzXK9Sq08/Vme9TwmEtNyqwHFAggXLZUnUWOUjMNDyIj8fbNqVj9ARUnaywk0mcpJDMi4btzARmVqg6jdi3LUx61OU8V/0f2wYA/LHxf2xnr9HKtenSpzxDtTVo5LiS9BppLaPLsPCy+5voa8Ss4pGIcTiaYnjUEtqkyttbu8eWC6kt+u23wTc65Wm03GQGIJvuT6HNGpP1es11C5mZUuTDUotZk2iGwEpcU3mJ9b1NhoqxvxP0G04bz+j+2Cyp5uf0f2xX0aqW/wAQ/BFloaS/iPwR4rw9sMpVBrWFq0zXa+76lGVy8o0uSy7xtQdulxSG0ldy7mUVAkqbQb3zFWpdJ5dEnf1N36segihJ9mPMYINgcXB8UxqV+hUcS06tdu3YjBV6PQrZzmzA5FxUxVqWhmUnCoVCWUc0s4kAB1JJJUkCN+HCCCE+2W/0f2wdgODv9D9sd7QuhoaFpypQk5Ju+Z09HaPjo+DhF3uCBA5Xzg/BDClV6j11tb1HqbM20hWRS2wSkK7L8L6i45XEdo6A4n5Tp0i/J7xSN82UZhyuIiaVh92ReZedYlGdy2pBLC1KU6TbVRKRbhw18sTovp1gb+KG7tRkm5piQXNoExMIW423a5KEWzK8gKki/aoDiRAGGY27lSk4oYaEpiRxDonX3nkzkqh9hxiYqzNQfbU3pm1ZLabm1lG4MVjEHcNU2qSbchTNrGIpZvcIl5hc42ibcm0oYS21vlXTvC2tCFoJvlsQnLe49QlGtt4OfsYrM1tHwNKAKexRJlJW83mQlS0hbSyhaSpIIBzgpAJ6yhlTc6QBiWMO4moGNjWl1badiiWfrs1Lzk1MU9TbDodaW4oFskK3YIdyHKLltptKiohSlaHs52EU3Z1jOo41kcSz809UpBmQdlFNoalwlpKEtqDaLJBSEEJskWC1C5i/0Kv0XEss5N0SptzTbLm6cyoUlSF2ByqSqxB11BGhuDqCIkt2tPBV/wDRgAQIGVf5Y+KYAS4TYqA8ibwAIzPbML1PBP8AnD//AIr8aWpJSbb3+h+2My21KDc3gt+ylhNfvZCSVG0o9yHGNrB/Wq5x9PpvR1W3I7uvpgF3Mu6OgAy3zczxvC3HWI5U2x31QktKz7sp8Bd9SDfstwueRhyJ5vKVbiY0TntuV3te1uHHxR3FJHxuVOeWT8BxHLlyhVr3IPDjCfS0Zsm5e8LLfdK7OPDhCD0+0phaiw8AGys5ml+S3Dj4uNolNMhQlfcLyoJlmisKvkTfOAFXtztpeFoYyc60JVlKWnMtkpBS2sp8EG4J5eOFenIyhRl5jwM1tyq/G1rW4+Lsg5rmHTlfcOYQWXRONlO8y7td7AZb3TxPG8ATiCvLuX/CKb7pVuF78OHjhoufYE+0ssu36Opdty5nsVJFrWt5Rx+WGsiVCS4ElAhuJ5oryBl7wim+6Vbhe97cPHBdPbtcy0wNAq25VzNrcOMNZFdnLkKTJIYcKM18ptlFzw5eOO2sxYRnzXyi+a172520vDWanGjLvJU06kZVpJU0vLok6nTh44KWnWhLNFLL5SGkKGVpdrHQWuL3+W3GGsi2znbcPbDshB7P0hgJLliVZsoFuB4/sgGcbCrbl89YpuGVEaDjw4dhhpMT0uZyWKmngRdQBZcubg6CwtccweA1hrIQpyvuJKBcwh01u9ty/wASPvKraeO3m7YLpqMubo8zwSbbhd9Tbs4jn2Q1lzK7OfJ+A4J0N+yG0lm3Y3hcKsyr7wAHwj2co66Y3fLuX+KgfWVcvg58u2GlPnWejhTcu5lKlEZGl2N1ntF79vZENrmW2crbn4EjYdgg4b9NRe24mOKh95Vy+Dny7YHTUWJ3EwdEn7yrn8HLn2RN0V2cuXwOnysOsBGexc62UC1sp8LsHk52haI6anmOkSudly4dXlu2u5KUm+Ww1PZfjraHJn2h+JmPY/iley+Dlz7IayLOlKyyO5kncLF+UG0AUC4FwOUIPTbbjSkpbeSTmAKmlAC3jIt5IhK5iaepNXkqZLyDL/TJWZeDi3VJUlbQSQnIlBJBCjqNdOBjJRhKtPVhvMsKU5Q1YrO5ZbAixAtBgAcBGaVraxVqRSqHWVYbYVLVhpSVL6UbNTWuRq2XNY2USop0y66w/wBn+02YxrUpiSfoaJJDTaihSXy4StCkpXcFIsklV0nmBfSNuWAxMabqyXqrtQlhq0Ya73d5fDwiUkvwZPlV85iLiTkfwVHlV85jmVVkdXo/9fLu/NBTn38+QQ1eZbmGlsOthaHElCkngQRYiHM5+EHyCG7jbbza2XkBaHElKkngQdCDHwvTX+Y1X/qPYYh2rS7zPGNnNVbkGaSy5T5Qs4Wcowm2XCXS+pCUJXl3YOVGU2JWRqeoDrFaqmyfFtQptOYSqhtPSkutC1tzKE78qfzJSbSgb6qR4RbKSomzaFWWLDL7O6ixJMUiVXSpTd4XdoyZxh0l8rUhKE9Xdg7tGW4Oe2tsl+tEFPbKq7PSEkp6Vw2hUpJuIK2ZpLSXFrfBSlRErkUlCRe5QUqUdG0nrwpzs7uXwMkWbDIyy5Slycq4oKUy3u1KF7EgJBOpJ85JhWEKdKrkaTIyLj29VLMhlS+ailKRf4eMLxzq7vK5rVN4lMsNzUu7KvIStt5Cm1pVwUkixB+CKPgDZ/UcK1+nzZVJ7tuly8nOOJeLjjzyGmGkhKS2N2hIZUb5yVFeoFovsQVLoTUrtCqGI0OS16hT5KVW2F+u52XXlZiOyzyQPJwjLhKjjKxei87G61Q/7mPfoD5xFbmSRKu+JJPyRY6rpSnf0B84iuTX4I7+ifmj7BS+kj2X2TKKRrtgxd/m9Rv6+oRMq8IxD0e33YMW62/9nqNqf/v1CJsiUJ1qDf6u/wDUjtUJqKzPn3S6hOvUp6i4Pil8yJaoGHpN8TbNHp7D28U6HUS6EqzqFlKuBe5HE8TBIoOHCvM3SaeV5lruGEXzKFlHhxIsCecO6nR8PVhlEvV25GebQrMlEzIuOpSe0BTZAMJUzDeEqM6qYpFPpki6oZSuWpy21EdhKWwbRt9akvtP4nkup17Z7++PmRUxirD9HqC8PhhTLUo1mcWhLaGZcBBWEWJBvlSTZINha9riIie2n4cp8jKVI0mouys2w7MB1tpoBpLVw4lxKlhSCkjKSU2CiBeJevbOsF4ln+n1hxx1Sh642kzSG3Du1N3UlKQCci1pvbgojhDNGyfAcvMOvSj0xLMvtqaXKtOTSJcoUsrUkNhNgCtSlG1rnU8I3qdXRzinV1m+P/s2aeBaSTT/AOS8xf1a0IYfk8Rqk5ro046lkJCG86CpZTcpKusLj2BUTxAIhvVNouFqJOmnzzL6HRUWqYBuAkKdcQFJy3IzCxHC5OtgYkHcAYNelEyGbdy+8C3ENpmE70BRUELIRdSASbIJsBoBaGTuyrBUxNLnZmo1F95bzT6lPTM4u6kJygG6dQQBcc7AmKwno6/rX/W4tHBTvn/9y8xOpbRsM0isIo9QlJhta3+jl4ob3SDdpIJObNbM+0NAbXPIEw7lseYFmWjMN4hpJayqcS4ZpopU2EhZWCCeqEqBueRB5i6owFhVdYmK3OzKZqYdW6pouSzp3CXENpWEet890nXiLkcIZPbJdnzrUwzd1Lc7LplZlCVTQS82lCUJChl1yhIt2G55mGto1qz1kw8Hyv8A8l5kvRK1SMQiYdpiUutS7iWw8nIpDoU2hwKQpJIKSlaYk9wz7Sj4oiOwzhmk4XYmJWTqylsvupWhCpd2zaUtobSkWb10Re51uTEz+8vd6f1d76kalaeHU2qe4wVMHiNb1N34l5jfcs+1I+KIG5Z9qR8UQveR93p/Vn/qQLyPu9P6s/8AUjDr0v0inUsX+pLzEAwwBYMtgDh1RA3LV77pHxRDj95e7kege+pA/eXu9P6u99SG0pkdSxf6kvMb7lrk0j4ogblrjukX/REOP3l7uR+rvfUgryZ4TyPQPfUhtKf6Q6ni1/8A0vMQ3LJ4so+KIBZZP4pHxRDi8l7uR6B76kEeh8p5HoHvqQVSmT1PF/qS8xv0dj2lHxRB7hjT1lGnihb96e7k+ge+pBjodtZ5HoHvqRO0gh1PF/qS8xDcs+1I+LA3LPtSPiiF/wB5+7kege+pBWlPd6PQPfUiNeHAjqWL/Ul5iRaZJuWUfFEFuWfaUfFELWlPd6PQPfUgWlPd6PQPfUhrwHU8X+pLzEd017Uj4oiA2gtNjA9bKW0g9Be4D+IYswEn7vT+rv8A1Ir+0IyqcDV604FHoDwA3Lo9ieZRYRWUoOLM2FwmKjXg5brr7S595rcqUBlKnSgJShBKlWsBbt+CMun9i+Gqm2ZKp4xeek23WHpZtl1LKmlttrbJKkq6/VWLXGhTfW9hqlOsS0NCDuvNrFPxtWto9LxfiyXkpuqIoUvh+Qm6UuUpBfyz6pl5LrSVIYeUvMlLOYZFlCVFWXnHn5bz7UQeFtkGEcJ16m16QxXUX102xaZmqhvUn96CWINySQUpCiCSApKcoSBY6QJ+l5TebkyeXXRHnfDm03ul5jDOJDiyh4mkazKUpmZpa5egjcvTJlZYhlTaZV0ha3XHrlKlpGRQVuLJvr2xbEe0DEddrrmLF1hqnyrEowzL1aimRdM51zMONEICVMXUhCRnWq7alXyqSVQCzmoUsHWckx/pogd8aV7tkvjoi7ZU9gg8qeyAKR3xpXu2T+OiB3xpXu2T+OiLvlT2QMo7BAFI740r3bJ/HRBioUu+k7J/HRF2yp7IGVPYIAp7L0tMk9HWw7bjkCVW80KFuwzFlNu3IPogsbgNLklold91nNMgUB1DqR4orWDhZhpBmOlkNu/vwobSp3rp09bATpw+D4Ym2VwWRGQqdC8oSgjjyFrmM1TsmwdLMU+TlcVvsy9OdceYb37RQhxx1Lri03HVUpaAbjgFOAWzmNLRo+5+mj5ojZ2dxwxtqpdKYL7mEJnDc7MTP7zBaan25iXS0C9a4Km1vdS+uUm2kQDNprYVs6fkpCSTiqeaEhvQ06ioDMN4UFSkjwErO71Vluc6idbESrmzfDDjFPp5xKwqSlWpht1sKbTvQ7MsP5QB1Qi8uElNrFKzG5BIsNB5oBSDy+SAMIwjsnwHhGsSVblqyiampBsNMKmVsEgDedYqAuV+uWKrjRCByjqt7LcIVp15x3E62RMTDky6G3mtVKfL6bEjQJWo+UaeON1yDsHmgZB2DzQBkeB8N0fBPfZLFfl5tFSnTOXWpGZKlJGe/LVeYi3AEDXjFn760vnOSfxkRdQkDkPNB2HYIApffKmqGk5J2/TRHcu/LTObozjD2Xju8qreW0XDKPF5oquOLJ6H+90vELWchSD7BWuumnGJSuDktJUes2kf6A+iMz2zn9+YHRlTb1RWItp+CPxZMHoSlDITNCdKW3R0wttAuddPVu2Ak2v5rRXtsYbNRwSHXA2kV8EqKVKt+9H+QBMbWFWrVVzkadi5aPqpcjrdNcd0i/6Igbpo/ikfFhfLIfnRH6s/9SBlkeVTR+rP/Ujsa8D5K8Lit1/5l5jcMsjg0j4ogbln2lHxRDjJI/nNH6s/9SBkkfzmj9Wf+pDXphYTFc/5l5jfcM8mkD/REDcte1I+KIcFEj+c0fqz/wBSBlkedTR+rP8A1Ia9MdVxXP8AmXmNyy0fxSPiiAGWgb7pFx/FEOMsh+dEfqz/ANSBlkfzmj9Wf+pEqcB1XFc/5l5jcstHi0g2/iiDDTQ/FI+KIXyyPKpo/Vn/AKkDLI/nNH6s/wDUhtIfpDquK5/zLzG5ZZIILLev8UQe6avfdI+KIXyyP5zR+rP/AFIGWS/OaP1Z/wCpDaQHVcVz/mXmIbtrm0j4sAtMm12W9P4ohfLI/nNH6s/9SBkkvzmj9Wf+pEa8B1XFc/5l5iG7avfdN/FEEWmz+LT8UQ4yyP5zT+rP/UgZZH85p/Vn/qQ14DquK5/zLzG+5Z9qR8UQXR2BolpIHYBDnLI/nNP6s/8AUgZZH85p/Vn/AKkNpAdVxXP+ZeY3DLI/FJPwQCy0dN2j4ohxlkfzmn9Wf+pAyyP5zT+rP/UhrwHVcVz/AJl5jfcte1o+KIPdNe1N/FEL5ZH85o/Vn/qQeSR/Oaf1Z/6kTrwDwuK5/wAy8xsWWj+LQP8ARENJ2h0apPImKjSpSacaSUIW8whZSk8QCRoDziTySP5zR+rP/UgZZH85o/Vn/qRaNZQd4uw6riXx/mXmRjlCor27DtIklhlssthUughLZFikaaC3IQrK0ymyDinZGny0utaEtqU00lBUkcASBqAOEPssj+c0fqz/ANSDySH5zT+rP/UiXicraz+JHU8Ruy/5LzEfJEpI/gyPKr5zDDLIX/hRH6s/9SH0qWQwkImkKFzqULTfU8iLxilOEt52dA4OrCvK9t3Nc12nM5+EHyCG7jaXW1tLSFJWkpUCLgg8jDic/CD5BDZ5pp9lbD6ErbcSULSoXCkkWIMfC9N5aSq/iPT4jKs+8z5rZtPiSbkJY0+VU1hhyhpm5ZNnc6m0pSo2QDkQUkpuu2o6t9YhHdjmIHHJGYmqhRZqXlJN2U72OywbYKDMIdSLtoDZ4XJDIupKdOYmG9m02mRYpEtMyEruMLu0VMzL2Dm8UhCEry5ASlGQ5SVka2y360RUnsnrqJmVnaxiCkTEkzSnJFEsZRIDLnS230OhxGRsnq6kMoNwPgU6mqspfC5dM1WnSrkjSZGSde3y5dlLSnPy1JSkFWuutrwvHazdtB/jK/sjiOdWzl7jWm8wRVqZg5UntJmMYyyZRtM6zu5o3zPunKylsap6iUhlR0V1swuBYGLTFbYoEwraUxiNBkm2GpFcstKVevPLWtsgqASNEhFrlRGoASnUqyYV6tS5al9LI3uq6Ut4/wAUfOIrk1+CO/oH5oslW/gt79AfOIrc1+CO/oH5o+w0vpI9p9kyilf438W/5v0X+vqETJ4mIeka7X8W/wCb9F/rqhEve+sdzDbmfOemn1lLuf5EDiWvzlBm6TuZZl2XnpxMm9nzBSc5ASUkAgangePDSM4qW3mqU5D75w1KrQyoEtpfVvC2spDY4eGkqO8HIDxxpFfqcnS6jSlzFFTNvTMz0Zl5IQXGCoaqSD1iLXKsvAAnlFEndr+C5IOTL+D3ChpSnVuJaavldsEOW4+uk27RbXSPR4GjGpFfudfLn2nmMPTUoXdJy7bl8w/XpmsYeaqkxLpQ+VuNOBm60KU24UEoJ4pOUkeIiJIPqJy3meKU/ehzHHhw7TEbRaxIVGgMzrEqJBlpS2VS5CQGVNrKFpGXSwKDw0tEmZ+T8HpCLkpQNeatU+eOTWilVkrWs93Ix1HskrR5nBmiEKV++rJSpX3m/Dla3HxR028pSU3U+ScgJDVh1he+o4fNAXU5DcqWZpFg2pV720SbE38RhOXm5YNtpW+kEZEEKVmOYi4F+ZI5xicb8THtZW+ivBHfSFZSspmvBKrbkX0NrcOPZHQeWV5UmY8JKb7sAai9+HCC75yFrmaRbKpd/Ek2J+CFOmy2bLvk3zhFv4xFwPNDVRVVZcY/AaqnFh5KbzFi0pwp3GuhA42tz4cflhffrBy3f8IJuWxbUXve3DxwgqoyfTUK6SkJMutf3ywsFJBOXnbt5fDDkz0pmyF9OYqCLfxiLgeaGquAdWS3R+C8hMzLgRnKJm2Qr+9C+hta1uPijrfOZsnr982W+7FuF73twgd8pAo3nSUZchcv/FBtfzwFz8ndTYmE5r5LcNbXA80NUKrUf2fgIsTq1yzbyjMqKmwvqsWv8BFx2242hYPKKym0x4eS5bFuF78OHjhCSqkgqRZc6UkgsJcuXM5y6C+b2WvPnDnpsoF5N8nNn3dv41r280Rq9odWd8o/A4EyojNaa8DPYNC9r2tw4+Lsjhc04JtDAMx1gq/rOlxbW9rW1hTvlIZN50pGXJnv/Fva/nhJc/LCebR0gapWi2f2XVNsvM258vhiUkQqs284/A76QsozZZvwc9t0L8bW4cfFHYeUVlI6TfOUfexbhe/Dh44LvnIZc/SUWyhf+je1/PHfTJXOG9+nMVlsD+MBcjzQaS4jaz+78F5CC5xSWVO2m9G89tzc+S1r38UGy+txttSlPlSrAkNAAm176jhBvVGS6O4sTCbbrPcG3VOgN+WsFL1CUDTSFPjPYIIKsxzZbkE8zbnEbydpNK+r8F5B9IOXMOk2yhX3odtuzjBqdWFZP3wdSAd2LaC/ZBmpSITm6SixSHP9EmwPnjoT0mSU9IRfMUW/jAXI80Ta2ZCqz+78P7CPSllzJeZtkz2LHjA42tz4cYULqwoJzP6qKb7sW0F78OEIO1CSTMoKnwEljeeHbqlQANudzz+mFxPyebJv05sxTbxgXI80RqreWdSa+z8P7Bb8mxBmeCVfexpf4PPEBj51a8F1xCRMEdCeF1NgDwTrw4RYBUpIpCxMJsUpXfxKNgfhiAx/NyzmC662h5OYybyLX9kE6iIcVZs2cFUcsRBW4rh2o2iRUW2W1jiEtqHmMS3f2Yvq035j9MVisPzMvQHXJN5TLwQyELABIJNuBBHPsisT8/jDD1HmaxMVducdRT5qYaZWwnJvEMqWnME2JF0jQEcfhjzks3c+3Lcaf38mOTTfmP0wXfyb9ra8xjCZjb47gWUmZLaTR3V1ZqVYn5ZuQlktmZl3VFF8m+dCFJUhz8YQQEm4Ksoevd0LSW0TbicHVxQkm33HmQ2kzTaWr5lqYBKw3p4fbofFBJtPfya9ra8x+mD7+TVtW2/l+mMIe7pzDTAks+F60lU6jM226hLbhBZDiSlJPXScwFxc+KNNwhiNOLMPS1eTIPyRmFOpVLvpIW2ptxTagQQDxQeIBgC1d/Jn2pv5fpgd/Jn2pv5fpiNgQBJd/Jn2pv5fpgjXJu+jbVvIfpiOgQAdUW5VFNLcWWlMk5SgDUEEEEG/bDGnUpimIbYlTkYaSUNtIbQhCAVAmwSBzHymHsCFwcrcS0XnlqSlKFJUSo2AAB1J7IWRjSTfbStqekSlQuCHgb/LEdXEg0irC3+91/1ZjHKltw2iUdMzLM7MJqcbZL6ZR1lDpC0tO5EBQCSeujrApB1tpbUAbv6rmvdskP8ArB9McHGUuDbvhI3/APuD6YyaR2mYwr+EK9NvYfmqFVZdh8SDQaK3FKDZLbg3icqsyrWTYkDRQCtBVsUY/wBqaMRMt4bdri5FQaVMJVIIKUPBJu2k9HuUE2J6xuSQXGrdYD0GMYy5F++Eh6UfTHJxtKZsnfCSvw8MfTEH6q0p0DSk+LPHJxegXGU/GgCwKxlLpF1T0kP+sH0wYxjLkaTkmf8ArB9MV1OLkk6D+lAVitsHVBHwwBYDjaTCspqEiDe1i4PphjU6vI1ctlVXl23GiSktLSTqLG978iYjfVaxzH9KC9VrWpS3/SgBanIolNUzKy1Tl0AXbZl0bptN1qubJSBqSOUUvbardTmC1lKzavC+QXP4K/yiyzuIEVFMtKgAEzsqR1r/AI5EVvbY421O4KdcUEoTXwVE8h0V+NrC51Fc5OnW1o+q1yG6plwTglkqfsU8dzpfTXNa1tYMvuZM376PVzWDQvxtbhxgGflRPJa3wzZMtg5zNiBl7bc4675yBTn6SjKE57+K9r+eO4oJnx6VaXGPwQe+VmKbzGisubdi3C9+HCOFzKw2XAJkWRmsWdeNuFuPi4wr02VzlG/TmCslr+yte3mhJ6pSIYWozKLbsr8K3V4Xvy1hqJERqyva3w/scszDjjaFFUySqwJDNgNL3sRcCFA+QgLtM2Kc1t0O21uHGE5SflNw02XxmslFivMc1r2vzPjhYVOQKc/SkgFOe/8AFva8Rqoh1J33fBeQW+VnyWmvDyX3YsdL3GnCEjOK3yUAzAG6Kyks9Y6gcbW+DjDgTskVZEzCCrMUWv7K17Q0cqEiqabUmYFiypf3ywtcAHLz15xNu0mNWT4fAcb1ZUAOkaqKb7scufDhHO/XlzFE34IVbdC+pt2cYU6dKZsm/TfMUcfZAXt5o575SIGYzSAMoXx9iTYGI1ENpL7vw/scuvLQhZBmgRmAu0CNBe+g4RwibWppK1GZJLYXo0Be/KxHHxR3Mz0oGHQJhOaykaLym4FyL8jaOGZ2QLCHDMgjdpXcqzaHQG/PWGohtJ2vq/BCgdJVlC5g9YpvkFtBe/DhCLk24260m81ZepG4ufOBYQr0uUzhIfTfMU2vzGpHwCEZipSRdYImRaxVcOZRYiwJHshDVRCqTb+j8BwXiDbNNcVD72OXPhwjkPEjN++tUpVo2OZ4cOXOOzPyYVlMwm+Yp+EcRAFQksuYTCbWSr4CbCGqgqsvu/AIuqva8zxUNWxy+CEJWcW8wXFGaNjyZy6ZiOBF9OcLmflMxTvQTcpt4xx80JSdQkujgmaTcqzDM5n0Uo5dew8uzhDVRbXdvorwR3viTbNM6FQvuxy+CD3xIvea4JP3sc/g88dGfk0mxfTfrC36PHzQXfCS5TCDok8eSuHnhqortJfd+CEXZh1DjSB0lOZSgczN72B4ECw4aX4woXl28KZ1y/ihz+CE5iekw8wDMAHerBs5l8FJzXHsraafDC3T5FJsH0C+Xn+V4PnhqonaPL1V4I5U84AbLfB61ipsAaeO3AxEV7Ek7SKnSZdiUbdlp95TDqlhQUk5FKBSbW9jax4xLuTss62pDbySrrADnccYjKxV6dTapS1PUhMy7NLWyiaSEZ2LJKibHrZbA3I4c4z4aKdSzV0ZYPWWs43Mzc291hDiWhhqWOZTQ+/q/HIzNcvY/jOyNUwrWnMQ0GTrD0uGXJhslaEklOYEglJPEG1wey0Z0vbJgltYbOC3CTYaNM/j05m/SDj2eyjSMOVSUrNFlalIyplmXUWSyQBuyklJTppoRbTSOppCjGFKLVFw7b3uMVFQimoapJw+lCOjp05n5zDEcYeS33ka8z85jhVXkdHo8k8RK/L80Kzn4QfIIavstTDDku82lxt1BQtChdKkkWII7LQ6nPv58ghu42h1tbTqErQtJSpKgCCDxBvHwvTX+ZVfxHr8T9dLvM5ltnb7FPl6HKTVJlGmcLrpImZbR4rUhDYUUZAS2gJuk57cRkFs0Q6dmuKHclYeqeHp495pmQTJLaSllormUOBxLyW92ctiSro4uoJ0tqJxrZ4+mnoozExS5YN4ZcpCZmXSEvArbQhKrZblCct0nNbW2X2UVuv7Ha/XaFNSScZ0yQE7QpqkJCGPW2g4+lxIBaLSVJOWyyG0qN+Y0hSne6ckvcZk8s2bFIypkqZJSZc3m4aDWfXrZUpF9SeztPlMLQTaSmVYSpSVEAgqSLAmw1Hig451Z3lc1JZ5oEVKk4cRKbVZrEUtMyaEzsslM030orfccAaSj1oizaUpb8JJureagZQTbYhpLD8n6u14ncEmqZEm1KM5W0h1tJWVOFSrZjmytAXNhu9Od7YeSUs/1mXofTRuNV1pbv6A+cRW5r8Ed/QPzRZKqod7HRf2A+cRW5gZpZxPakiPsVL6SPZ/ZMppH+ODFv8Am/Rv66oRLxD0j/HBi3xYfow/11QiYEdzDbmfOemn1lLuf5EJVXqE3iKktT4dFSfDyZFSC6B1U51glPV4JvZXG0UWdxBsVYQ4udkWQ2HVlalSrhRc2GY6WyqJAQeF/B1jQqhQJSpVWm1d599DtLcccZQgpyKK0FBzAgk9UkaEcfJFTrOyzZ7K0+bnqwiYRJNoLsxmfOQNoAKEkAeCiwKR29sd/B1aEbRnKV7cOd//AEeVw9SlFWm37iyUWbpLlDl3KKEtSSFlIQUlJQQ4Q4FA6hWcKuTre8THSGOG+RxAtmHE8BEHh5FCewzJmihx+ReWpeeYbUlxa1OkubxCwFJXnKsySBY3FhwiZ6HKDUSrN7hV8g4jgfKOXZHMqr97LvMda2qnnbP5hOTEqWl+ut5cpJNwRYcTAlnGEyzSQ4iwShNrZdbaDLy8kEuTkt2odFZAyqT4AGh4jzxzKysopltSZVsmyDc2X1gLA5uZHIxjvYwW9XK4qJiWOoeb4E+EOHbHQdZUQA6gm4FrjjyEcCVk+CpNjKQU/exaxOo8l47VLSiiF9GbuSFXCBqQND5bQuQk+TGynZc1JtW+aP73c1yg6BSb9fkPF9EOi80TkLqCb2sSOPZDMyUgJ9CejNWEusFNwBlKkkjJzF+f0wuqVlC4Fbhu+ir5RxAsD5baeSCLzTytcU3zA13reozcRw7YSbnpKZZLstNsuozKRmQsKGYXBGnMEHSDVJSKxlMmzlylFsgtlJuRbsvrFI2dKkJHZ/3xmWG0ty83U5hxaW7qGWbfudNb2Bikp6slHvOhhcB1jCTxCvrRlCKXPW1vL4lyp7zJkJdRdbybhBuAEC1gLgexHi5cIchxkHKHEXvltmHG3DzRG0BdJqGHqdPS0o2mXm5JlxsOIBO7UgKANx47+XWH6peTBBLDIUV5rlIuVWtfy2jIrM0KlKcJuEk7p2Oy+yACX0Wte+YcOF/J44QW4yJ9sl1sKDa02Kdb3Tpm5eTnoeUKdEkCMhk2MoTky7tNst728l+UILlZXpqFBhu5Qtd7jjdIzZeZtpm5DTnDcUhHncc76XtffNcM18w4XtfyR1vW81t6nMTa2bW/ZCBk5It5RKskFOW2QWAve3kvyiKw7WqbiJypql6fujSqi7IqK0p67iEpJWm3aFgdsV1knZ8TLDC1alKdaEXqwtd8r7vEl33mFS7hLzZTkKrkhQt225iDlXmOjsoS63cICQAMutuFuXkhvNikytLfmnkSrcs0wpS3FZUoS2kXuVcgLX7BxhnN1Cg0WhrxBU1MsyUpLmbdmMu8sjJ1l3AJUcvMamEmkRChOqkoRbbdllx5Et0iXtm37drA3zDhfjAU6yeqXUccts3McoSTJSJSbSjNlJCbbseDxAtbhztB9Fk0KClMs5iokXSLlRGp8toZNXMWpnazE9/LieReYbB3KjwHAqGubkPFz+CFt4j21F7kWzC9+yGipaQVOttGWY0ZPU6o6txbqdl+B5Qcs7SJmbflmFSrr8qodIQmxU0pYuM3YSPOIXRbZtq6TyHG+a9uRwB8IcDwiCx642rBVcs4k/vF9JAPPIdILDtUYrU3XpVymyzSaRU1U5GRI66EtNuAkW01cOnDSEcbqpU3s+rU7Iqln0CSmcrjOVQKwlSVajncEHxixik5qULo36eDq4TGxp1I2acb8s7Ph2Gzolpabp6WZuXbfbcbTnQ4kKSQPEYbU2Tw6l4zNHkJDeoFi5LbrMkEX4pOlxD2TAVKoSdcqE2sSOMZTPbF8WyeHEUPB20NVNXLqemGlradB37riVqUotuJKwCgpSFBVkuKHJGXzz3n2xGqTE/JyzyG5l5lpxyxQlx1tJV1kp0BOvWWkeVQHMQsFKUfvatP4yfpjNKBsrxBT28PTVaxY3PVfDnfIMPlpx1pxMzMpcSFhxwqORtO7HWJGhB0sYZew3HAmqi9Lbaa2hmdel5gMHOoBaGHEODMpwkIWtebKjKBbn1bQSbJY6AMHTldIt8sA5k8WVfGT9MZVIbG8TsP02bndqtbnHqct1xAW66GiVNvJSCkOdcBTjSrOFf3kAWBtFz2fYZqmFcMS9Er9ddrc4y68szaytJKFuqUhGqyTlSoJBJ4CJsCw7w+1L+Mn6YG8PtS/jJ+mO8jfJs/GV9MDIj2v+kr6YWBxvD7Uv4yfpgbw+1L+Mn6Y7yI9r/pK+mBkR7X/SV9MLA43h9qX50/THXWIvl4/wAYfTB5Ee1/0lfTAyoHFB+Mr6YWBw62h5LzTjYWh4WUlVrEWsQYrisAYeJuWaif+03j/wCOLJ6xe9v9Yr6YP979h9Iv6YmwKudn+Hyq5YqR8tSe+vHXqAw+NQ1Uk+SpvD/xxZssv2f61X0wP3vyGv8A9xX0xFgVoYAoJ4Iqf8qPfXg/uf0L8ip/yo99eLKAASBy8Z/tgRAKz9z6g+11P+U3vrwf3P6F+RU/5Ue+vFlgQBWfuf0H2up/yo99eCOz+gn8XUv5Ue+vFngQBASOCKFJPtTTbE2pbKw4gOz7q05hwJSVkGx11HGKntpWhE9glSlAJTXxck6D96vxpcZjtoCHJ7BLbqAtKq/YpIuD+9X+Ijawf1qORp7/AC6r3A3zBnkp3zdw2U2KRfiDbN8tvhhYvy4ud83YC/hDh2xFqnaMvEaqLu2+nNyYnFICbWQV5Qrha+hF73FodsikTLjzEumUdXLEMvNoCVFu4zBKgOFwQbHtvHd1k9x8eqUakLa0Xuv7nuHO+Zvbepv4Nr/JCb70vuF3fbAyk6qB07bRBYVqvf2YriJ2TlWzTKu7ItFCLFSUtNqClXv1uuRcW0ETS5SQcYWG2ZcpyFOgAFuzxC/yxEZqa1kZcVg6mCrOjVWat8cw5V9jorKC83fKlNgAnWw0y8vJCu+lyL71uxGbwhw7YjnHaTTKcieqC5WWZQG7vOqTYKVZIOY8SSQL87w5fTSJVTLMymUaMwoMspXlTvFWJCEg8eBNh2XibowulJ56rs+zkOd8z7ajQ5fCHHshqXpc1Bs9IasGlK8EcLpF83IeLn8EdOKpMvMsS7qpVt+ZUosoVlC3FBN1FI4khIN7co5XKSXTmkmUZI3S05dALApNsnMfN8MLlVFpXaY6LrQOUuoBva2YceyAX2bEl1FuJOYRz0aRGvRmgb5rlI8Lt8sRtHqNBrrM27T2kKbkplyRezs5QFtHrJ14gH4IjWSdmTCjUqRc4Rdla/Zfd4khMvslh1G8RfIoWIzcuFuenKDYmJdMu2Q+1YISbghItyNuQhsO9U9ImcklSr7TqFLQ6ypOVVwQVBY07ReCdRSZCQE1PplZdhppIcW6pIQkDhdR0teCaZCjJvVs7jzfME2Lrd728IcRyhtMPS3SpYl1q4KjcpB0I43v1fLz4QsZWRFiWGQSrQlIvmP9phu/JSQmZYGUaym6baJFgDYW9lbkOXGLBRa33Hm+YvbfIvqPCHwiB0hgjNv27aG+Yc+EIJNKVOKkx0QzSEb1TXV3iUq0zFPGxta/OO1SMmEkCVZtYewGgHD4AYjciHDU3pnSn2AL71HMHrD4YQkZhjo9w83lKlcBkGqjy8fbziobPnFTU1i0zSi+JfED7TWfrZEllm6RfgLk6eMxYsOzFFrlIYqtMDb0q8VlpZTe4SsjmLixGg5RSFRSSZ0MfgJ4GrOi7tRaTa3Zq6/XYS2+ZBvvUXN/ZdnGBvmCPvzZGh8Ic+EcmUlSb9Gavr7AX14+fnHKpWRAsWWBmAA6iRw4W8nKLnNUeCTE5h1lL0t682CHDoU5jok3sfY+X4IcKfYGu+RY21zC2vCGT0tKJmZUKl2rqcWRchN7pN9PZX5j4eUcdNoJrPqe9ZM+JYTm53X4lKsoVe1tFGwF7jkIXS3l405SV4puyv7ufcPH3GlsrQl1BNikC4484hZ1zD3qjkW50OCprlnjLKG8CC0nKXEkjqc0mx7PFEms01a5hqXEquYlvviEZStsqF+sBqCRrrxiv1pEkMSyDzrc8qbl5SZcYaY3QacT1AtJzkdY5k21A01Ii1OtClO83Zdhv4PCVK94RT4v4FTNf2HAhLsiyFXJSDJunVSeoeGmZPgeZNo0fDj1ImKNKuUFKUyG7AZSlJTlANiCDqCDe99bxmdCwZs/xBNJZl6fU21hhmYBeeRonLZoHIpRSWweqFWuLHrcY1Kj0iUodPZpckFBlgWTmNyTe5JPaSSTG/icThq1NbCUm+3cTpPDSwklSqJp78x7D2VALCT4z85hlD2V+8J8p+cxyqv0TY6P/wCIl+H80VDHe1jDWCq33nq0nVnHiyl7NLSZcRlN7a346cIrLvdB4CfaWy7Sq+4hxJQpCqYSFAjgReK7t9/w7H+RNfOqM1cbbebW06hK0LSUqSoXCgeIIj81dJOlNHCaXr0JYe9pb9Zr4WP1Hon/AKV4LS2CpY6pWkpTV7WRa2doWDk0tuiy7VSl91hlyih+XphDmZbSG0rKfyU5CQc3A2y6XiBOKMNT01JzlQmqhPty1OclkyPe9bWS8wl1Cw81lBAIOY7oZiAPJRmMK5JVFIam5JhluiqkQWNHMxSlAVlt4KQnQ38VucRsphFXXfqFUpb7TiEv6lCwhwOJyqByCw6g6+l1HwQRc7FDpbgkpfu7PLjJ8e4zP/pXh6TsqkvgeqpTb/g+Xpko3MU/EThQndqe71KSlxYSnMRrbsNhwuIU/wBsPgb834g/k1X0xkcz/g9T/wDKpr/usxGmOBiOmNKMv8NwT+k/Iz0v+j+j6ycpV5b2ty4G2/7YfAv5vxB/JqvpiCkds+DRjtWI3qFVChEvuZd1mnrD5Ci3nDiAnrXKAAc5sALJuSYy8cYiaZR1o2gIrhqbTmeXRL9GKfXG07xJBBv4Nwo8OKuOkZcD0uoVKnrULPh6zed1lu+ZFb/pDgMPHXjWk7diPcLu2KRxG0iiS+BceU9U2tDfSqjhyZlZZAzC+d1QAQCAQCTqSBziNxG85T67KS8g6600qZbSoB5agQVAEG5tGrVlht6jPtPNoWhSAlSVC4IuNCIqXqeoEsDNy1EkGnkJJS4iXQlQ8hAuI/Q1DNxZ8xksjN6P/jgxd/0BRv66oRMREUg/++HF3/QFG/rqhEvHcw25nznpp9ZS7n+QIZVmkytdpU3R57PuJxlTLhQbKCVC1weRhHEBxMJRHqVRS1TW8GfvgtxLYRbW27BJPDshhQTtD6f/AO0zeHUyeQ6yC3y7n5eGLW4xsKq4TSSd+Z5Wlg3Kg8QqkFb7LfrZckPqbh6TpdLTTG80wAtbq1vgFTi1rK1qVYAaqUo6C0ORISwWpYkJUKKkqvYA3SLJPDiBoIouLRtEZxK7M0GlTc80W8kpknN1LNoLLgKlozgKXvd34SVdU6EEGK9O0XabPMop81L4gl56Rkn2G5yWqxMvNuKUtLJcCXEahshSlFAJWRYixjqR0ftltJVErl4U5TSTkv17zWTTJTdFpEhKBJQpGXLpZWpFrcCeIjhNLY3KWXZGVWQE5zlACiBYG1vNFGVJbQm8LyFMdYnXJ2WmG8sw1PrLyyHVZt4cwBayWsVFwkeEkmI6tN7T6hVVvUuQr0tLGrS00hLs00kbkNALbsh3RGbNcHML65VX0pDR6k2toiIxlJtXXx8zTDSZJTYaVTZQoSMoSUiwF724doBjroEsVBwyMqVpUFhR4hQFgeHECKFONY2exDNroz8+4yakth1DjhS0y0lDTqFJCvYqyLbugcXSTwJEcmtbcGN9VVYYEw6ZINNyoLaEKeCXSFZC8Qn1wtpJzaoF7DgIWjXPONSPvaQjTlLjHx/uaV3qlzMJc6BJ7sMqay5BexUDbNbhpw5/BC5kpbeF3vfLZypKirmSkWBvbkNIzmdq+3VhibmpahUmZWEL6MwWgg3O9y3Vvje27a5C+85WMWDZ3M4imkVhzEiH0TPS2LoXn3aFdDYLiWs97I3hc4GwJV44x1cBKjTc3JO3JlKsZQjr5Puv5liTS5FIUBTJUZxlVZI1HYerHCKLTGZdUrL0aRbZUpSy2ltITmVe5tlsSbm/beJCx7DAsY09RMwxxNSCsnZe/hu4kWxQZBuns09+mSDjbbKWcgaSluwsbBFrBNxe3LTshw5TZJ1SVuUyVWtDofSpSQSlwCwUOrxtpfjDyBDVQ6zNvW4978xkqlyKwlKqXKFKBZIKQQB4ur4z545VS5czrc30KUugK1yDPmNtc1r8AR49OyH9oHihqortZLcl8fMad7pOxApsqLoDfgjwQbgcOF9YJqmSLBWpimSjZcdLyylIGZwixUdNVWsL8YeQIaiuSsTOKcVx7/MjHKJTegqpzVIkUsKaLO73aSjJxylOWxTflAVQqa/JiSnKTIzDJTZbamxu1EpserltYjS3ZEnaBDURZYqqt3O/Hfz37+0ZmmyZRuzTZXLlCLWFsoNwOHAGAqmSC3kTC6TJqdQpS0LUkFSVKFiQcuhI0PaIecYETqJFViJp9vv8yOVRZNUyH+9sl953B9bGbKFZkjNbgDc27TeO2qPIMTDs01TZNDrys7jiUAKWq1rk5bk20h9YwPJFdVX3lusTtZrs4+ZGtUClS+9ErSJFnfqCncjaU7wi1iqw1Og49kQWN6TT6fgWuNylOlWGxJzLiUtICQFqSSVWAGpOpPOLfFd2iAnA9ctykH/+4YrOKUWzZwuJqTxENbi1z8zY6e0242y26hK0LCApKhcEeMRYRh6hD/gaS/V0fRFfkCttCFJ0UlKCIkzWZwG3rfxf2x517z7dHcPfU9QvzPJegT9ED1OUA/8AAsl6BP0Qy79TvY38WB36nexv4sQSPfU5QPzLJegT9ED1OUAf8DSXoE/RDLv1O9jfm/bA79Tna15oAf8AeCh/meT9An6IHeCh/meT9An6IYd+pzta80Dv1OdrXmgB/wB4KH+Z5P0Cfogd4KH+Z5P0Cfohh36nO1rzQO/U52teaAH/AHgof5nk/QJ+iC7wUM/8DyfoE/RDHv1OdrXmgd+pzta80APfU7QPzLI/q6fogep2gfmSR/V0/RDLv1OdrXmgd+pzta80APPU3h8/8CSP6uj6Ip0vWKZOY2rGCBsorckilyaJsV5+Rlk0yYC7gJZdS6VqcBCrpKAU2ubApJsvfqb7WvN+2OHKtNuNqbUWrLBSbDthcDFPEg8rfMIOBlyqV8HzCBAAgQIEACBAgQADpGXba2kvTeCWloStKq/YpULgjor8aieEZjtl/hHA3+cH/wDivxtYP61HI087aOqvsGposmKoap3skt6psIUsNDeEg6de17DXTxwbNFpjDj7rFGkW1TIs6UoCS5+kcuunbEla0CO3qrgfHZYqclaXdx8xk3S5Bla3GaXJtqdd3zikixW5a2Y9XU20vCaaTT2Zfo0vSZJtvIUBCUDKEkkkWy8Lm9u2JG8CCglkiOtSbu8/e/MiVUOnPyiJWdpEi+gZFFK2hlK0gWVlKSAdBbstCsxRKXMBrpFFkXRLkFnOgK3ZF7FN06ceUSMCGrELFzW5/F8feMVUyRdfRMuUuUU60tTjbhSCpCinKSDl0JGl+yOF0uX3yFCQlciGi1lKAdLggA20AsdIkbHsgfBEqK4DrDeWXx8xkmnyocLgp0sFqOYq5k2tcnL2Qi3QqTKsuMStEkGW3iVOIbQEhZvckgJ1N9Yk7HsgWPZDVQWKaWXzfD3kYzRqdKygk5GkyMuhAVu0IQAhBItfKEgc4M0anvy4lZqlyLrZbS0tCmwUqSnUDKRwvrblElaBDVysOtS1tbjv3vzGEzR6dNKQZikyTpbd3yM6Qcq/yh1ePjjl2kyzrjKjTpIpaGWymwTltoAbaWMSMCFlzI6y+z4+ZHd5qb0xVR70SPSlgpL2UZyk8ict7QoKbJi4FOlAClKTpxCTdI8HlD2CuBzhqrcS8U5fSs/HzGLNKkGM5ZpckguuKdcygDMtQspRsnUkCxPZCUpQ5GUlRJppsilkaBtDQQgJzEgZQLaX89zEnmT2wMwPOI1IlnjJyTT49r8xiaTIFsNGmyeQXsMosL8eXOOXqLTZhTapilSThaKVNlaQShSeBHV0IuYkRrwg7HsMWsiixDWat8fMjHqRKvPsPKkZIlpa1XUgKIzpsrKbaE6XPMaQfeWmF8TRpUkXw2lre5RnyJNwm+XgDraJG0CI1IslYqSyXdve7lvI5qi0+XfcmZemSTLzxu442gBaja1yQLk2hrU8KU6rPiYm0LKktOMpyzDzdkOAZxZCgNco146RNwIq6UZb8zPQ0jiMPPaUZar5q/n7iIksPS0jNCbYCi4G0s5luuOEIHsRnUbDTlEvAgRaMVFWiYcRiquKlr1pXYIeyv3hPlPzmGXHSHsp+Dp8p+cxStuOt0f/AMRLu/NGEbfP8Oh/kTXzqjNXEIcbU26kKQoEKChcEdhHONJ2+f4dj/I2vnVGbqQlxJbWkKSoWIIuCDyj8d9L/wDuDE3++z979Ff8jw34EVNvDIEq1S2pqSaQijqk0qaTZZCkJQFZfyRl0152tEa3hidZS68irUd4TCStSXSjKlJUE9VWXq6C2e2qjqOZkm8KoVKJpaJ2TaCaOuSSplNl2UgIz5b6pFhY38XjiPZwy/Kpfefr9LWl9gn1wpIAUQlJSq2lreHzJtbS52cNiVGMlt7djje+b/8AZNWi3JN0+fHdkjTFtpZwvS2UABLcxMpABvoEM8zEfD0NBjCtJYCgoNvTCQQLXshkXhlHlsbnV33yR1sGrU33v5giKp9CKMeS9eS80lKmy2WwTnWpRaGYg8gGgNDbrcAdTKxHU6iLRjhrECp7PvGEyoYKBdKQ4kgg9l83wq46ARtaJm4VnaVrq3fmsv7lcdHWp7r/APp5n0kqf8EOX/IHziIB78Fc/RMWCpfwS7/9sfOIr734K5+jH65ob4n5VluZk9IH/vhxd/0BRv66oRLxEUn/ABw4u/6Ao39dUIl47mG3M+cdNPrKXc/yBAgQI2jw4m8TlABIuocDbmIJMuhPsnNf+cV9MG+Lt8bHMmx7NRA3bnuhfmT9ERxzNhZQVpW3gUwkjw3OHtivpigYtxxM4dr0lI55NmnnfNTk1MTAWtp0NpW2d2l4KCLFZUcpIyjQA5ov+6c90L8yfohFynS7qyt0BaiCCVISTY8RwjNQnShPWqRujJSqar9eV17/ACGGFpt6tYfkKrPpQH5hoLUWXF5D2EAqJFxY2JJHDlEp0Zv8tz46vpjlqVDDaWmXFIQkWCUpSAPkjvdue6F+ZP0RjnaUm4qyMUpTbbU/n5DCrvt0uScnnFrKW7AAvhAuSALqWoJA15nznSM6wZtSqdfxRK4Xq8iyy6ptQfcllhbZmAHFZUKS+q6Qls3XZQJNjkV1Y1NbBcSULeUpJ4gpSR80JtyLLVt0AjKMoytpFhe9tBGxQq0KcJRnTu3ue6xnhVSg4yd37/I7Qygg3LnH2xX0wHGUJQSC5oPbFfTHQaWOD6/Mn6IBaWQUl9dj4h9EatlyMCbv9P5+Rm2OdotQwtU1SNOcpb6G5YOP79bmaWXbMkLIXqFgFIAAIJSTe4BmNn2ORjUTkvNUibkJqTUtVludRxrfvNIULKJvdhVwQDflYiLX3ulycxQgmwFy0gmw4a2hUMFJJS6QToSEpH9njMbkq2HdFU1TtLnc2qtanOOrF588/IMy7fIuekV9MR9ZmW6NTX6m4hx1Eu2VlIey317VKAHHtiQ3bnuhfmT9EEplSgUqeUoHkUpI+aNaGopJyV0a0ZNNPWXx8jLMHbV57EmIadh6YpBb6VvS5NtB7cmzCHUoQokpKk5lIXc6FHK9o1TcN9rnpFfTHKZZKAAhwpAuRZCdL8eUdbtz3QvzJ+iM+Kq0Ksk6MNVeJkq1VOV4NJe/yAqXbI6qnAbaeuK+mM1xvtKqGG6u7SKXT2n1SzRU5vHStbiym4KUoXcBPhKBAJHC1wY0rdr9vX5k/RCa5NtxRU5ZZIIJU2g3voeURhqlClPWrQ1ly3CjUVOV5yTXv8iIwVVnMT4Xp9dmmVtOTaFKIBcQlQC1JCwlRuAoDMAdbGJvcI7XPSK+mAllSQEpeUABYAJSAB2cIG7c90L8yfojDUcJybjGy5GOUm3lPL3+Qyq8wimyiptRUUpKU2VM5BdSgBcqUBxI8fZcxTcM44ma5PUBpTsipFUamd+iXeUstuNldilWfwerzSOPHkb65Lb1ORx1Sk9hSn6ITZpstLqC2EJbUAQChtANuNuEZKU6MIOMoXb4mWNRKLUpZ+/yFjLtn2TnpFfTFd2htIRgeu5SrWQf9kT7A9sWLdr9vX5k/RFf2hJIwPXQpZV/ue+dbfkHsjVmvUdi2EctvBa3Fc+a7DY5YHcoAQlVkpGoHZ44yn7q1fw/LOTmJKTLzzbsrKzTDbDHR1JU4ZnMyCoq3jlmEZUjKVFR4Rq0kHFtpS3lKlIbAzaC5vEkqh1JYKVmUUCLEEqII7OEedlvPuCyRh0v3RUu9TUVBrZ9UppDsp0xtcioTTb7YZ3y90tCPXFNgpQtIF0qzjggmFB3QqUUlyrzGzOtJYbcSk7ksvqQlSgn1xKCVIWL6t5SoHjxEbI1hBTEy1OS9PpTcwywJZt1LVloZHBsKy3CNB1eEOu8tWPFUp51fRFSTOMC7TfVvWp+kIwfPU1uSCyHptbSVqKVhOrV94lKr3SoixyLF7ixvGVQNtwnzJh/3kqtrFcrb9JX0QQodTtqqV86vogBkkKB60um3kTHWnuZPxUw87xVP8uV86vogd4qn+XK+dX0QAz09zJ+KmCVrwl0+ZMPe8VT/LlfOr6IHeKp/lyvnV9EAMbHkwg/AmAMx/3ujzJh93jqf5cr51fRA7x1T8uV86vogBj1vc6PMmC1HBhB+BMP+8dT/LlfOr6IHeOqflyvnV9ESBj1r26OjzJg7Hmw35kw97x1P8qV86vojh2kVJltTqjK2QCo9ZXAfBEAbE34i1uXZBQPZE9tj8kCABAgQIAECBAgARmO2cBU/gZBvb1QcQbf71fjTozHbOCZ/A4BI/8AaDiP8lfjawn1qORp7/LavcNqxMtUeScqLiHnG28oKUPWVqQNMyhfjw4ngATFBwRtIq2KK3Jy09T2pWSn2pndJStzfpdaecTlWlTgUgZEoN8hBUSLiwvpamCsALecUBrqE/RCaZFlDu+QVJcItmCUA27L2j0tKrShTcZU7yfG+4+SQrKMHGTTfPPyFOjtEcXPSK+mC6K2Ra7l/E4r6Y63a/dDvmT9EDdr9vd8yfojXv2GDWl9/wCZnW0HaQ/hKoStJpdJVNvOl1Ljri1FtOVhS0i6CbKJA0VYkAkdsWfBFVXirC8pXX2y0p/ONA4gLCVlOdKVHMAoAEA6i8Tbkoh1JS6orCuIUhBB+SO0tKQkIQ8tKRoAAkAfJGzOrQlRjTjStJb3feZ51lKCUXZ88/I56KjtV8dX0wyqrzNMk3J1wrKGwLjfhGpNuK1Aecw/3a/b3PMn6IJTBWClbzigeRCCPmjVVk7uJiU5Rd9f5+Rm+Fcd1isVam06opkULmX5iVmm5ckltxCCoFC0vLCk2sL2te9ykjLGj9Fb/Ld9Ir6Y4bkGGVBTSQhQFgUtoBA7NEwru1+3u/0fojPXqU6jTpwsWqVdZ+pK3j5HCpRBBAW5fkd4r6YoeKcb1CiV6UpUq5JMSiw82/MTCg+pDqUBaLtpeSsItmubE6DgCDF/3S/dDvmT9EJLkGHHN8sZl2IzFCL2PEXyxWhOFOV6kL9hNKtqP1pX8fIYYbdqFRoMhP1YIbnJiXQ68hkrShKlC9gCSRa9uJhxU1sSMo5NuzIZQ0hS1OPOqDaQBe6jfQQ7DKhwfd8yfoglywcGVx1xQ1FiE2N+PKKuScr6vyIjValeUsvf5GUs7WKmyhxMzT5GfWhEm62mRmFBx5t59xsqCVrAQcqEqAKtM2pjTKRMyVbpMlWJUPoZnWG5htK3CFJStIUAbG19ddYURSpNpWdtpKDa10toH/hhdLJQkIS84AkWAsnT5Iz4itRqpbOnqsvVqxlbUdvHyB0Zm3Fz0ivpii7QcbO4OXJy8pLJfdcJccDz5OZAv1EJCs2dVrJNiL9vCL3u1+3u/wBH6I5XLJcIUtalFJuCUoNj5oxUZ06c1KpDWXLcVpVtR3lK69/kVjZ7ic42o0xVX5F6SLM8/LJZUXUKCEKsnMFWIVbiOR0i0GXQfZuekV9MAMlN8rzgubmwTx80Hu1+3u/0foiKsoTqOUIWXLkVqVHOblGVvHyG84G5WXXNLz5GUFagXiLgC/EkDzmMkp+2WpT2KJOjd65QS81NBKlJdWpbTRc3YSSF2KxYKJSFCy06AdaNjLSiCC+5Y+JP0QkJBlKgtIAUlWYHdouDa1/B4xnw9WjSUtrT1m93YZKdfVi1KV/HyFRLtJVcZ7g31Wr6YUhMNrBBL7htyOX6IUjWXcak23vdwQIECBQEPZX7wn4fnMMofShTuE343PzmMVb6J3uj/wDiJd35owbb5/h2P8ia+dUZq4htxtSHUpUhQIUlQuCDxBjS9votjpPjkmvnVGaOobcbU26kKQoWUCLgjmDH466Xu3SDEv8A1s/e3RWz0HhvwIqzeGpforVKbn5JpLdHMmksJAXZSAgOWv4Iy6H4PHEQnCKFpW89iGQdCgJhNni3lOYBJDiCFAdW2b2R0IiWRhxgyzdJZqkghDdHVJp3AAcyqQEBy1/AGXQ+QX7YZGH5N3fFWLKQ6X2t+AXkjLdQSlQUDcACwz8ybEc43MHidW/76277F3vfZv4itRvZ6l/91uCNUKFtYWpTbju9Uh+YSV2tmIQzr8MMIeolxK4SpEslzeBl6YbCvygEMi/wwyjyuOzrb75I6+D+qeVs38wEgC5IA7TEZS6Uyccs11urJdU7LoZ6NoSlGdJSpJBvluFHhqVcYkXWm3mXGnW0uIWkpUhSQQoHiCDxEVvBlDkqTiSmS8vWJJ9yUl229y0obw+ty7WbLe4SNwCP0yOQv0NDwhrSk52eSta91e/u3GDSOtqpJX3vfbh8T6d1Qf7ku/oD5xFefH72X+iYsNT/AIJd/QHziK89+DL/AEY/WNHej8tPczKKMkq2xYtSOJoFFH+uqEWAMUvvwMPd90GpdG6YqXCLqSzmCc510BUbC9r2NuBtUFYlw/hba7iWaxHXJCltTFDo6WlzkwhlK1Jen7gFRAJ6yfOO2J/7quygzYn/AFb4T6QGy1vu+TGfJe+W+e9r62joqrOP0DjY7RWE0i4vEq9t2ZYRhpdvwpXov70D1Mq91K9F+2IgbaNmo0+6Fhj+VGPrwf3aNmvvhYY/lRn68Rt8RzNL0Y0T9x+LJNzCq1oyicULEEes/wB6D9S8yOM4PQf34jPu07Nrf4wcMfyoz9eORtp2bn/jAwx/KjP14bbEviZI9HdFJW2fxZK+piY92D0P9+B6mJj3YPQf34jPu0bNvfBwv/KjH144+7Rs2v8A4wMMfyoz9eG1xHMn0e0T7P5kt6mJj3YPQf34HqYmPdg9B/fiM+7Ts257QcMfyox9eCO2jZtfTaBhj+VGPrw2uI5j0e0T7P5kn6mJn3YPQf34HqYmfdg9B/fiNG2nZt74GGP5UZ+vBK207NuP3QcMfyoz9eG1xHMej2ifZ/Mk/UxM+7B6D+/AGGH/AHd/qP78RY207Nue0DDH8qM/Xjr7tOzbltAwuf8AtRn68RtcRzHo9or2fzJP1MTHu4H/APj2/wDHBepiY92D0H9+IxW2jZvx+6Bhj4Kox9eANtGza1/ug4Y/lRj68NriFxC6PaK9n8yT9TMz7sHoP78AYYmPdn/9f+/EZ92jZtx+6Dhj+VGPrwDto2b++Dhj+U2PrQ2uIfEj0d0T7P5kn6mJn3Z/qP78GMMTHu0eg/vxFDbRs3Jt90LDH8qMfWg/u0bN/fDwx/KjH1obXEcyfR7RPs/mSnqXmfdn+o/vwXqYmPdn/wDX/vxGHbRs4uP/AHh4Z/lRj68A7aNnA/4wsMH/ALUY+vDa4nmPR7RXs/mSfqYmPdn+o/vwBhl88Jz/AFH9+IwbaNm9tdoWGR/2oz9aC+7Ps298PDP8qMfWidriOZHo9or2ZKepiZ92j0H9+D9S8zznR6D+/EX92fZvf/GDhk/9qsfXgHbRs3v/AIwcM/yox9eI22J5hdHNEv8Ahkp6l5k8J0eg/vxW9pOHnpfAOIHlTWbJTZhVtza9kHnmMSH3Ztm54bQ8Ljy1Vj68V/aDtX2f1LA1ekJPHeHJiYmae+0y0zU2FLcWpBASAFXJJI0iHWrtZsvT6P6MpyUoU80a5S7As68A2fni3b9gfjkfGinSuRLKczgF0IFtDa3w+OFs7PNxPxf2xoy3nfRa+kMe3I+MIHSGPbkfGEVTOz+Wn4v7YGZn8tPxR9MQSWvpDHtyPjCB0hgfjkfGEVQqa5LR5h9MDMjk4keQftgC1dJl/bm/jCB0mX9ub+MIqt0+2p837YF0+2p837YAtXSZf25v4wgdJl/bm/jCKrmR7anzftgFSBxdT5v2wBauky/tzfxhA6TL+3N/GEVTeNe3J837YG8aP45Pm/bAFr6TL+3N/GEDpMv7c38YRVcyPbR5v2wMyPbU+b9sLAtXSZf25v4whGdfYVKvAPIN21aBQ7DFbzI9tT5v2wLo9tR8X9sAGdVH4PmECCztkkl1Nz8EHmb9tT54AECCzo/LT5xAzo/LT5xABwILOj8tPnEDOj8tPnEAHGb7W5dyaq+BmG1BJXiCwNr2/er/ACuI0fOj8tPnEZrtirFLodSwPVqpUpSSlZbEGZx+ZeS22gGUmB1lKIA1IHwxnw7andGnj6ca1B05bnvJ71MTXuwfq/8AfgepiZ92j0H9+I0bZtnAv/7xMK/ysx9eD+7Ps398TCv8rMfXjPta/M5Ho9or2fzJH1MTPu0eg/vwPUxM+7R6D+/EaNs2za+u0TCn8rS/14NW2bZqOG0TCuv/ANWY+vDa1+Y9HtFez+ZI+pea5Tg9B/fgepiZ92j0H9+IwbZ9m3vi4V/ldj68dHbNs2t/jFwof+1mPrxO1r8x6PaK9n8yR9TEz7tHoP78D1MTPu0eg/vxGfdo2bctoeFNP/q7H146G2bZqf8AjFwp/KzH14ja1+Y9HtF+z+ZI+piZ92j0H9+B6mJn3aPQf34jPuz7Nr/4w8Kfyux9eOhtm2anjtEwoP8Atdj68NrX5j0e0V7P5kj6mJn3aPQf34HqYmvdo9B/fiNVtm2bA6bRcK/yux9eCG2jZuB/jEwp/K7H14bWvzHo9or2fzJP1LzXu1Pof78D1LzXu1Pof78Rn3adm/viYU/ldj68H92nZv74mFf5WY+vDa4jmPR7RfsyS9S817tT6H+/A9S817tT6H+/EZ92nZv74mFP5XY+vBp2zbNzr90XCn8rMfXhtcRzHo7or2fzJL1LzXu1Pof78D1LzXu1PoP78Rp2z7OAf8YuFP5XY+vATtn2bk67RcKfysx9eG2xHMej2il/D+ZJepea92p9D/fgepea92p9D/fiOVtn2b8PuiYU/lZj68ENs+zf3xcKfyux9eG2xHMej2ivZ/MkvUvN+7U+g/vwPUxNe7U+g/vxHHbNs3HDaLhT+VmPrxz92fZvmv8AdEwpf/pdj68NtiOY9HtF+z+ZJjC81fWdFvEz/fhT1LuW0mVHyt/tiL+7Ns3tf7o2FP5WY+vHP3aNm447RMKfyux9eJVbELiVl0c0VLfT+ZIzdBEkwqYcmVlKbCwaF7kgDirtMV+Wq9InamqkS0w+qaSXAUljKm6FFKusSE6FJ56w4n9rezGoSjkm9tEwsEOCxKauxca3BHWitpxBscQpTidqFBC1lRUoVaSBNySdbX4k+eLbevzK+jOifuPxZcnZalywphnKwmXNXdDEmlxv744UKWE6E2OVKjr2RJ95TLXYU8VFJOoT8PbFab2p7J0okkLx3hF00+xl1OVWXJQoJy5h1tDYkfDC7m1/Zk6suL2jYWzK1P8AuvL/AFobWs97M1DQOjcNJypxafezE9vv+HY/yJr51RmqglSVJWAUkEKB4Ec7xpW3z/Dof5E186ozVaULQpDgBSoWUFC4I53j8mdMf+4MT+Nn606K2/YeGSX2EVRrDzDks3SGqvKJS3RlSqNxYOZFoSjeEA6pFtD8HKGqKPKzbculOIqXNTku3nYQXEqSEqcWVE2N1AhTYzHmntMPGsOyrkoilt1eVQ2ijqlEBnRWRaUo3ts1rADQ+O14SbkKKZMN1HEVPmFolwGFrdSrdjfFZXdSrm/racx5o7TGWjiNmsqr4bo5732P3maVPWfrQ58exF8DHRcKUmWzZt08+3mta9kMi/yQyiSmTfD1PI4Gamf+6zEbHm8a3KreW+yOnhEtm7c38xKbRvJV5sTC5fO2pO+RbM3ceELgi446xEYEw/LUd6mBuosTiGGkMyqmwAA2XSpRBBN73bF/4giYm23XpN5phTaXFtqSguIzoBIsMybi47ReITCdAl5LFcrVE1luZmFMhlxkFBsFPZysEdaxXnJvpdZtoAI6Oi5LUlFztmsrXv77ZeJq4+11LVvk+O7zPppU/wCCXf0B84ivP/gy/wBGLDU/4KdP8QfOIrz/AODL/Rj9Y0eB+XGYfU5Fmf2zVxyYbS4qQodMMtmSDui67OBwjTQndIBP8WGte2h4UwvOIp9fqErIPOAlpEzNS7JcANrpC3ASLi3CJ6RZD+2LFSefeGiW9NUIcYk2VP4mnWZ1dWq0mGBlCJZtopVqTfrtqPPkY3ZVJ04XpxUnybsYKdOFWdqkml2f+n8hoqqUxp2Ul35uXZenwDLtLUkLcuL2SOfwQ9Mss6hI8wiSqmBX6oiUCnZtlcoh1AW02QolbKm7g8iM2YeMCKsxsYq0gw01JVmbW4hKGk3aWlDIz3UtAUtRBKSoKBJv1eFozxlF5swKMuRL9EcPIH4IBk1D2HyREz+x3FMw64mXxMG5Rx0kMKpyypLR3/UK97ZVhMfki+RHC0OqVsXmJKVqTEzUpqbFSpyJBWeXIS2EICUrAJJJ0vqeJ0tFrwXEKEkLTRl5FLap15pgOrDbecgZ1Hgkdp8ULdE08EX8giLXsMmlTrs732cGZ1DjLapJWVgJSpN0ALAC7FNli1suoPPp7YjOOTSZkV6oIUVl55LbJSl14rbWVnraC7Z0/jcTbWNeJOrLkSQlV38EajsgzKnmjzgQwomybE0lXZSs1avGbFPuGkMybje8SWA2c11nmM3MXAIsbwwrGw6rqpzjdEq77L6Gny2ky6kZ3ly4auVhV03IzHQ6k89YjXjcas77ie6Kq18uh8QghKKOuW/kERB2I1RTzLy8QTbe7l9yEsyimwk78O3T1zZNwAEm9tddbQEbCZhbxdn6zOT2dKgtL7DnEzCniUgLygXVlsUnQCxFrQU4jVmS3RiOAHC/CEpktSiS5NPNsovlzLISL9msMKPscrLCZd6en1IcanFPqaal1lIRnukglf30CwC+AGmXnDmn7EpZvDVPw3VZmfm0SE10sOoQW86uQUCVEjt15mG0iV1JibVVo8w+iWYqkm484tTaUJcSVFSRdSbdoGtuyH4llnW2n6MK0/ZpW26lKz1SqaJosTDky4W6e42p1akFAuS6pNkpIA6vAAC2t7QaDNW1lXfRmLKVMtqyfAqfRVW1+aAZVVha3wiLZ3ifP+9HfiGB3ifHGVc+IYjWhzGpLkVLoauVvMIHQ19vyCLaaG8BpKufA2YLvI97ld9GfoiycOY1Zcip9DX2/IIHQ1eLzCLZ3ke9yu+jP0QO8j/uV30Z+iF4cxqy5FT6Gvt+QQOhr7fkEWvvLMX1lXPRGD7yve5XfRH6Ia0OY1Zcip9DX2/IIHRF9vyCLZ3ld9yu+iP0QO8r3uV30R+iGtDmNWXIqRlV8P2RCY6Z3eC62qxuKe/r/oGNJFEePCVc9Gfoit7SKO83gHEDipZaQmnPkkoIsMhjG3G2QUZJmhy8jJqYQpUnLElIuS0k8vJCne+R9xS3oU/RHct+DNj+KPmhSOZL6TN1bhDoEj7ilvQp+iB0CQ5yMt6FP0QvAJtEMkg628zT1ykpT6BJTc3OuKQ2hwpZQMqSokqCFch2GG6XMToFvUNQj/2j/wD88IY0nVyFSoEylQTaZeSSTbiyuG/qqcvYTCLeURt00owUtW9zmSqSnVnF1NW1uXLtQ+EziQr3YwTQSq18vfLX+ojou4mPHA9D/lIf/ojEcRUraVUsYVPEFJl8NSRmRMNS9QRVXm53dKZaQhJyyx3erRNwpWUrvlVYg6ZhnENfksM0uSxHU2ZurMSjLc7MNEFDr4QAtYJSnQqueA8gidZfcXxLKEvbP+XyLHIz76qs3SazhinSi32XHmVsPJfSchSFA3bTY9cW4xNmQkTxkZb0Kfoim0yrqqeN6e2pxK93T5tRtbS62YvMYsRHVaytkZ8JKUlJSd7N5/8Aob97qf7glvQp+iB3ukPcMt6FP0Q4gRgNqwh3vkT/ALxlvQp+iEZuXpknKvTbtOllJZbU4QGUXIAv2Q9hjXf4Fnza/wC9nf8AumAsMWWqi4wh9WG8PoStKVALnVAi4vY/vci/wx30Sqnhh7D/AOtq+zxSsbO1avUBuSpsrJTbjUyxMCWnlqbYfShYJQtQQsgED8hWttOYp9HwrtFoaJRql49mpNttttt1srXMNISGSlSW23E5UjMcySLcASLApIWNm6HVj/8AD2H/ANbV9nhGcTUJGUfnZjDlDU1LtqdWG5pRUUpFzYFgAmw5keURh9Koe3yUUp2Z2oBSgQVJWvetvKDrKr5dyktJLaHUlKVHUggjMq1wwg9jalbPnqRjesIqNSQ1N530vqe9aJWW0lxTaCohBSCSkaiANURT6a4hLgp8sAoA6sp+iD72U783yvoE/RCzAIYbB/IHzR3ADbvZTvzfK+gT9EMqk3Lyi5WXk6JIzD826W0JcytIFkKWSVBCjwSeAOvniWiCxPNdEfpLwvcTTlrdvR3YAVMjVCdMNYfH/wDMX9mjNtqr3SprCko7SpaTm5bEoac6OrOhQ6G8sEKypJ0PAjjEmiZxUKo3Od+nG2BPLmNzvFLCWSnKWgDxCj1tdEHRPbEXjJx+qV3DKyhSlu4pbBGXUkU12M+Htr5mvilel718x30JXaYHQleOLb3kmOco58Q/RA7yTHuV34h+iOhrQMOpLkVLoSx2wZk3CLaxbO8cx7ld+Ifogu8r4NjKuD/R/ZDXgNSXIqfQl+OD6Is6ZotfeZ69ujrv+j+yB3mc9zO/EP0Q1okaj5FT6Er8qDEosC2aLV3mf9yu/EP0QYozttZV34h+iGtEaj5FT6Er8qAJNY4Ki2d5nPczvxD9EDvM77ld+IfohrRGo+RUzJqPsoHQlflRbO8zvuV34h+iB3md9yu/EP0Q1ojUfIqfQlflQOhK/Ki2d5nfczvxD9EF3ne9yu/FP0Q1ojUfIqnQlflQOhqHOLX3ne9yu/FP0QO8zvspV34h+iGtEaj5FUMmo8zAEotOvGLZ3mX7kc+IfogGjOgECTc+IfohrRGoxg7guYZllTb9Qlm20N7xV8/VTa5vp2RCYGapO0XDUtivC1blZinzSlpQpWYEFCikg2BHEdsXirJ770+ZpM1SZ5UvNNqYWWnC0vKRa6VpIUk9hBBEQGznBNI2XYdThnDNMrbkoHVO5p+cXMuFSjcjMs9UdgFhxNrkk6cpz+ybCpRtmQ1elTQ31Sq1JfcSUJ9bBAJULgXNojOlTB1NPUP+sT9MW/ENIqFTmFzzVMfJLzS90AMxSlNtL2HHtMVqoYSxTNTapiTp0622ttKN08yFhJF7lOSaRxuL3B4RtQkpQTlvMMqeeQ1cqDku2VzEitCADc5geRPb4o4eqaZdSA/KFCnL5QXBc242HwxKqwrXXaY3TlUqfU622EqffDYCyEEXOVajcn/1hniDBVfrLbbcpTqhKkNqadu2khaFKQojqPoUNUJ58L6RPqrcVjTdxuioh1pb7cmpSG75ylwXTbjp/ZHL1VbZa6QuWKWc2ULUsC5JsOHaeESdLwnX5OmOyT9Mn5iYdBG9KEISOqEpBu8tRsEi5JJOsFVMH16dpDlKYpc404VCz6W21p0Xm0G8SrW3EEEcQQYJxZLhciZOty9RBMghExYAndug6G4Hyg+Y9hiVlkCZYQ+ltaQsXseI+WBSsLYmk56cn6pJVCfemw0CRLtN5cgI9tPHTQWA7Lkk2Cn0N2XkmWZloodSgZklGoPZEa0VvKuLW4wvb7/h0P8AImvnVGarSlaClaQpJFiCLgjxxpO3z/Dsf5E186ozZaULQpC0gpUCCCLi0fkjpjl0gxN/vn6j6KNfsPDfgRU28PyTjDVIbrMkltNFXKpSxbPu1pCN7YKtlGXQ28V4bKlZXvXlTi2lLeTKBKHnHApKWnHlbxYVnzdYZEBd73TxuYctYflFtIoqK1J7pujqlkoZ0c3akhG8sFWy6aEDxXtEI7RJFl5mrP42o4LaTMpU4u7ZCzuwq5c1TwAVqoqFiSNI2sJOFRNSqtbvs34vs8i9WMl60aafv7u01dbSWMMUtlCUhKH5hICeAAQyNIYQ8babl8I0dhpwOIadfQlQ4KAQzY/DDOPL4622yzyR1cFfZO/N/M4m5dU3JvSqJhyXU62pAdbtmbJFswvpccdYqmAMLyeGsRyVKbxDKzb0nmV0cBKXwHCym5SDokJZRbQeEYt4IGpOgiKo1NZ9WrdYlai0pMwltTjDbilbzMUBDqhmKRo0QCEi9ze9o6Gha86cpU9a0Xbhvd917cjDj6MZrWtdo+lNT/gp0fxB84ivP/gy/wBGLDU/4Jd/RHziK8/+DL/Rj9Y0uB+WWZXRADtqxOb8KHQ/6+oRSsRYh294Gqm0fEVEaadZM2JujPzk09UFLaDkgkysvJsuOkBTaZzUstlC8huUqWU3fD+m2zE5/wDodD/r6hFD2p4Tx9Uqsmdw1QZ+bSyuZWhpKnWUKeLjZbWsoWgqTlS6LXOqwbERzdPaTq6MVPZw1tZvnlbuOVisbLCW1Y3uCibQO7ccpEq/X6TgkOPCdLjcpMyzc4ykzSRLqVvHCySJfMsJBGZRCVlsjMZE477rlOy16sLkKArHT0y0GqU3MU8SrDKZQKUSpTllhcyS2fXQUpspN7a0VOz7avOTbUtiDDuInmFPCeE1JT5SpjOrMqWsC0MoIGtnCEkpCiTmS6pGzjajS8IzFGnZCpTrrqUEqQuZ3oc3LYula372SsLKhnGa+lufnH0nxKV9kviaj0xVtdwXxNfx/jPbmzX6qjAhpL1OFMl1U4qXJ5Fv5ldJzlxxKw6E5d11S0TfORxjP5rah3YFJkag/W6RSXxMVGkSdKTRkycw+2w47LIm3H0qcyhQSt4hV92gtuFRybsmGrWAdqE5TMkrT62H1SEow6A84czzbpK1CykC5B8IFBULX4Wi60jDeKpekyUvUaVPuTTcs2h9RaWoqcCQFHNlF9b62HkEa9bpdiqUVJUL+PkYpabrR3U7+Iti2Y21V+v7MsTF5ctL0SUml4vpcjXGpRmpTFpRTaWyl2ygHEuqSFEApQptRSl0kwDW07uwJPGlEkalhWhvYeXU2l1WalJiRUtEt0llLqEBUwFbvcqeWk5S7dAzAcDMYow1iybwjOSVFp041UnmZtEqvcqG7eU2kNqvbSyrG8ZZNbONpk+zOyhwViKRUxvjTJiXqLwWokHdB4KmTbKokqtfN1RoAQb0OlmKrb6Fu+/kTDTdef8AC+fkXfa5ivukMNYzxfjjBNUZm6SxJIaokoo9LZUj96HdtysuVOF9a+mBTjqClIDdlpSVQrL4/wC7P71ocn5DBSlutToSmTmpdE20enNiXU4HXSyo9FLisiSASOspCrCIGTwHtVbxjL1KqMTsxJImFqJabdbaDZbtbdFw21txC7kX6nE38UOuHhR530C/ojHX6X4qhJLYX7r+RWpp2vT/AIV/HyEcOYz7qd6lYfn621hkVOdqKk1ynmclUsyEkAmymFIUouLPX6pURwuREHiCrbbU7aqzi7DVMraqTvZuWpzT+IpVEgsIpobac6OZggJVMpUpJU0NSkqKQSRaZKiVpM0grpM6E2Ve7C+w+KM0x3s92nVauJmqHTq4iTCWg4Jd5TQW2kOFTeTOi5KyySbpOVKgFp4FR6YYqtLV2Fu+/kRDTtaf8K3j5FtksZ91mnDNUnKiqkGrGRkxIyqHqanLMKnZlL6j64UKyyrcm5lK0i77gCrpATa8V4q29rNKqGFKhREFzCj79RkVOShQ3XQqXDbKFLXcpUlc2b3KMzLd1BJObH6lgLau43T1DDlcm32ZFiWmS3NrZQs7tSXCUh1OZW8KHL3BKUlOYE2Lmt4D2hTrkq3LYcxSW5WWYbddE5kXOALTvEKCXQEqygnMkAqKh1kgWOw+lOKTtsl8TLHTNf2fzJml7Su6+qmIajSFyNJkpWTqFPlnJt1qVSgSTi5QvOtKLhS9MJaXNZ8uZkLRlSSQEmQxbjPux2KvOsYSZw3M09qdKZd916SBdZBmshsp1JCFJTJbwkZwpbuRJSBFHlNmm2KXTTEzLNYmHGp2XemF9IdUk2ZlQ6dVDqlTczpZQ6x6nWzJ09OH617Kjzvk3C/ojBX6X4mjkqF+6/kY6mna0N1L5jzug6TtGxc/InAtem5VuXw/XWymQrvQL1J1uX6Co5XEFVlIeso3Sm5va8IUzFPdMTWP25OqTNBkcJpqbu9mmnJNT3Q0pmyyEAqUqy8sglZUnOFrdygJAIi8c4WxVVMOzUlRqdUkTzsohLCmt40pLgA9kLW1GoJt2xSl7Pdo0szW5Nqk4immJyeE22tybUHlAvrUtttQWMiAhTYSOqbJUD7G6n0vxU73oW8fILTlV5bP5j+qbTO7tS9OppWEsOqly7NCVUqdpilIBYaLOY9JTmSHlPJvlCilAJSCbGZGM+7OCVkIwepW+mM6CZVISkTDAbDSukHMksl8grSlQKSFDwYqkpgXahL0apSU9hmuTb04zKNjJOOBSX03DzyVb1JsbhQSFIBy5SkWuppJbNtsLbrzpYrwIDgQXptzruKZnBvMoJSLlcoALdUtqIAtdWX0qxPsfizItNVfZ/Mvuz/G3djzdfw6jaNJYPp9MUprvt3uflpg23MtvATvUlN1mbI3aV2UEiykWJs/dNTu0Cv0CmULZm1Vn5xSp56YmKVW2KfuiJF9DCVrU+0o3fcZUALgbskjQXq2AsL4wplDlpat0uo9JQ+6obxC3ClouEoBJKuCbDw1Wt4R4xPTdBrapp4ikzpBcUQdwrt8katTpli4N2w9/HyMU9PV4/wvmLYQxl3QS5DFCaxK0yXDNFvh5EzMyqnFzu7G6SspdUSb33pcsM/gkpuYq0/jLuzWJiYlab6mpllDryWJp12RSVsWmsqlpDg9dzCSyADKUqez2ITE93hrv5pnfQK+iC7wV380TvoFfRGL03xn/jfF+Ri9Ia/sfmQ+1HHvdfUes1aT2WUui1unMSYTITc5NU9Kph8JZsvKXGim6lTAUkpsA0gpUc9oSpuO+7NmZpK5+SwxJoXuClpwybiEtmeSHCtaJm4cTLZjlSFJI4HPpE73hrn5onf1dX0QO8Nc/NM7+rq+iHpvi/8Axvi/IldIa/Gj8X5FRpuPe7relgxV6Tgth0yQIebnZTMZm0oVXGdSUJF5yx65NgCE9VR2bGGJZ9ewuqTGLp6ntVRWG1mpJbeb3aJjo/r1iCRYKzcDaw+GMExXs/2tT9eXNYYpVSlJMvSqpjezTqA8ht5KlbsdfKCkWUMqNLjrZrjTHaBWTKtNqo84Qc5Kdwo8T5I2ZdMMXCKlsL5duXwMktOV4x1tl8yzMbediqWkJO1bCtwkD+FWez9KFPu97FOP3VcKnlpVWfrRQ6vhvFb1Lm2qPSphE6tlaZdTrCwhLhHVJskmwNuUZUrY3tXNMknHafXlT0rKtyzyWam+d+oMuAuqUVJSSHBLnQJ0SviDaNij0ylNXnhmn3v+kwx07jJq+zS9z8z0h93zYnz2q4VFv/qrP1oB297Ezp91fCt/+lGfrRi2JNn20F9uriQoVXdXNSkqiULb7rYamEh7MsALSALlq4Gh4kKtlLCobM9oNQwy7u6BiWVqBnzNNyvTVrud0pKQp0uElvNlUoAp52TprkXS5S/+nfi/6TLHTWL4wXg/M26o7ZNgNXZEtVtouDJ1kHNu5ifl3Eg9tlEi8Rqcfdy0lNvVRs+JH/zErGIUrZjtipleE6/Sq5M09p/eIZU8sryhAC7gulJzn+KR/Fa5uMMbMtrkjiWXnqjSq2JJro997NLdSHA2BMLKcxulxWqRY2HJEZvS+cI+rQdl/qf9IlpOu/WlSi/czaTtE7mAD/CbZx6STgDaB3L7mnql2cG3/OycR0zQavnATRZsAoQbiXUdcovy7bxAYtwbimq0N6UpVIqKJlS21IW0lxlXVWkkZhbSwOnAxgXTqalqvDS/5P8ApNX9q1r6roR8GXmmbVO50obzj9HxzgeSccGVa5eelmyRfhoRpEkdvexQAE7VsKgHUXqrGv8ASjzxI7LtrrWJW55dMrSJRE2l0lUyspzdJzOOFGbwFMXQEW0UScqfCjWn6BWA0wBRZslLYBAllaanjpCt0ynDPq7l/uf9JmWmMVSVoU17k/Mtn3fNifvrYV/lVj60D7vmxPntWwr/ACqx9aKb3irX5knf1Zf0QO8Nb/Mk5+rr+iNR9N6l/wDCS/5f/qU/b+N4wXg/MuX3fdiPvs4V/lRn60cr29bEFpKF7VcJqSoWKTVGTcdnhRT+8Fb4d5Jz9XX9EUXaPs6xxiKZkUUmkYhl2WrGaekZhbClt9YlsJKwnMSE6lJuPZJtZWWj00lUmoywsl73/SWjp7GPJwXgzVPuo9zWTpjfAvitOS4+Yws3tZ7m9vqpxzgQ+Walj85jJ9mWz7aPSK25M4npdQ6O4loIStbjoCgrTipWoToTZP8ApeFF5Vh+sh1eWjTfhH/e6u3yRkr9MnSyWGb/ANz/AKS89O4yCygvBli+673OP/LfAX6zKxyrax3OKlZjjbAV/wDKJWK/3grn5lm/1ZX0QXqerf5lm/1dX0Rr+m9T/wAR/wDJ/wBJh9IMb7NeDLl93zYkka7VsKj/ALUZ+tBfd+2I++xhX+VGfrRT04frY17yzn6ur6Iy/HGy7aXPYmdq2HqZWXGHVNqdbW64hrIlKRkaQhxBBUQSokjtBvoctDpnOtPUeFa75P8ApLw07jZu2ol7megBt92JqNk7V8Km/wD9UZ+tDad227BKk1uKltKwfMNhWYIdqTCgCOdirQxn+CMG4up7j4rdInruzSnUBRcfShKmUApCl3VYLCrX8WkSycP11SutRJz9XV9EKvTSdLdhG/8Ac/6S09PYuGWzT9zLAnav3N6AUpx3gjx3n2D85ip4+2rYCm6nguX2WYmoFSqjWIC8mVpczLLUkGUmAp1TeYZkpuCq11EAhIKiAX3qdrQ/4EnP1dX0QDh2tk3FDnb/AOTq+iMb6dVUnq4Rp97/AKTD+3cVOylS+ZUcI7UO7GrVOTWp2TohbzTLCZdxtiQU+EonEpeSmYs8i7qJQpC0JulwkgC5TJsYx7sI4fmZqYnqEiplEiGpcJp6lAGYmEzKkjfBBWGkSqglTgTd1yxOUAQWI9nu0Sbw1VJGmSlcTNvVBx+TKXHCoNkdQFRWlQQDrlCha3AjqmNksB7XZao02od46u3JsT636hJLmVuLdRuVIBQSVZwVEqyEoFynqjLc2pdK8VUjrbFfE3oabryV9l8y44ixz3ZS6jPqw6xhMSaykSQU/KIKQhheZSip1RGd4IITZXVWASg3KdU2lCu4klMHsUmsqaS1XZSariZOq9EUqTS04HUlSHEqUkrKOokm+mmkecaNs22usYplqhUKbXDJodbWoLm1qSHMw3yygKsUrSMoTY2N+qm941qZodaLjakUmdPrKQbS6uPmilXpdiaSuqF/HyIqabrLONL5nWzWU2m0PaJVZ6u1aaNGQxV0trnK6mZYm1uTiFyO6aLqijdsJWglSUaqt1uMUOnbR+7VbxHT6HO06huLepLc6t91uUEkiZtKh5p55ty6QlbkyEJRdasiTqkKMXXvJXhxo896Bf0RFYkwxiufw9U5KnUqpIm35R5DCm0ONKDpQchC02Kdba3jXXTXF/8AjfPyMC0/iL22XzIyl7Ue7LaxLLyVUwTSn6QiTmUrf6ZTm1uzKmHyxnKX1ZAHUsC6UFOVRza3s2Z2g93MFzDjlAw4ptDFpdCn6eFOkPkZiUzJAcLWUlOiBc63AEMcZYG2lTVZkqjR6JXZqXblizMyyH3GG13Q4OIcQQQpSFHQ3CQApJvePZwDtflxU5Wcp1cnJWbTT0ypTMKS6llo+voUbpyLUkaqSs3KvCsLxuR6WYpxUnRXx8jZWmqzV9mvia1swx93QdXxRShtHoVNplCfw4gz6xNSinEVcIYzBAbcKwCszIy2UkBCCFda0UjBk33UmB8ESVKbeZrOIHqq7MT9QqdcYmwZVW83DIQ68A0luyEuFu6lJIUkqWVBLbZNgbadRZsrxfIVd0uJZC1vOLeSpYcWQUgk5bNlCTwuUnjxi7LotcJJTSZ3jyl1/RGGv0wxdK1qF/Exz05Xgr7L5jZeNe6qXhvFU3kwuzUjUZc0KWbXKrcTJqfs4NXg2VpZ1O8VqrQG2sSuzjG3dHP1txG0aXwxLyPeZa0qZmWMnT93L7pIyOFeqzNby4ygJbyE3MMu8dfP/BM7+rr+iD7x14caRO/q6/ojXXTbGccN8/IxekGI9l8ytr2o9181V6NIS+F6c5LGnPd8pqZcpob74Ll3d0BupkncJmA11gnNu1HMLiFp3Hfdk976SKXJYadfbk3zUTMKk23HX1Kf3YCUzC0AoSmXsQoBRc1sArLVhgPbJ3pxdJS0hNInakt406aWp5JShbqykJ6ywgpaKAlQSiyhqCBeIuU2a7cGKxKupbqYkEzkk/NIemXM7mRxRdCSMwUjIpItZu4QARxUrdXSvFtX2KXj5GwtN17XdP5m0VSsba67sMxBJ1d6XlMavOpNNRTaixLPLYStlSRvUuhCHSkOBVlhN7gG1r0uQxT3WFNw/T5PDzEk24iXrbjwrM1Jzb6ptU1NLlUOOGZ6re7MsEFBWOKVWSLi1TdEri25YCkzxs2b2l16dY+KG/eGufmeofq6/ojWqdNcZGVlh/n5GGWn8QnbZfMdYMx53S5x5RZPGtMw6nDpcnE1SblpuVyhvNMGXUlId3iVWTLCwzghaicpERmJse91dLLqSsMUuhzyE1lvoKpiZkG1GSvZYWjfWLdtQvOl0EC6DfR16n64dO89R17Jdf0RS5LAW0BipUha6PXC1LTE2Zl1cw8tK5dand2ggq1PWbPgk6DrJy2Van0yxc9+Ht4+RaOna7V9l8yWw5tQ7rRutYUouKaLTVzKpRU7X3ZbofQCBMMBTSHt6ClwMKeCU3uXU31b1jU9tzmJcYbOJmTwJVXZOu3bmJcsVzoDjTietlU42SF9m7JCFG11AaxgLuy7aFKiQMrQsROFS33Z1AqEyUpQ4leVlOZ4Xyko4WzZT108DoGFcNYsksJysnV6ZPqnmWJdt9Sm1rKlhJzdYi5N+fzxlfS/FKOtsL+PkX/ble19n8ySxZjDuiKfQsDy+zeRo7zy5I+qbv5VpZ+Zl3t9L2yuApS8vIZq4SAjQWIskKrczjru1AqbTRpHBK5fdTG4XVH5ZuYzZmy2UpZfUjN99SApWUpyqJBGVU93hrn5pnvQL+iKfjrBe0epPyS6HTKgWGDmKWd4ytLuZJC1G4C0BIUMtjqeB5YaXTPF1ZavV7ePkY4afxEnZ0vmS1Ox13ZCZthyfl8KuMCeUZtpPREKEuJmW0YV0k5gWDNFKlhKrpspN8t99oeLpl9U9MVZ5qWbceSqUacdZzJa3SLglC1AkLzgm/HhcWJ8oDZ1tIRW1vt0DE65ObnUTa3XJ1Wdj1wqKUthwJ3YSUpsQq2uitI0HE1Axo7QXE4eps4ioiWc6MTLkje3VlBCgRY6XjNPpZi1K0aPz8jI9OVlls/maZtjqVbruAJynYKqqk1VU3IOBMrUUyrzsuicZXMtIdzpyqWwl1IupPhWuIz2q4i28UWmVc4BbV0boMmaLTqnU5KampeYXMO9JDr7jqt7kbDRSlTtrLKQs5QBnFUpPdBs1JySpeHZp1pSXTLvGVRuyUuDJnOhCS2ddArPewyjRGdpndBprgo1KpS3ZZtpt16deppBStTaQUAnI2uywokpJskgWuNbrpRjn/BXi/IlaZxD/hLxfkWuq7SO6xotMp02qaokxVKjWmZQU4SSX0IlltSylOF2XCkNJQ4uaSpTq03S2kpufCvOGa1tVn6BITmL2HUVpxhJn0oTIlCXuCggtvKSUXHVN75bXsbiMt9T+3NqWDfeiZffU02d4ppttsKznOCQklKsuWxCVDtBMaZg6n4iawvTG8RySmqoJdPTEJRoHvZ28V72jo6L07icbVlCpTSSV978jLR0pUrO0oJe/wDsZdt//wAOk/5E186ozReTIreBJTY5s3C3O8aXt/8A8Ok/5E186ozRe7yK3uXJY5s3C3OPgnTB26QYn8b+Z+sOiavoLDL/AEIq6KFIOSqKYivy26TSFyiQ1ootLQE73RdrC2hA04Zu2IGFaSpxudexlKPLZSpxpTjqrJ6wSFXDwJItlzEknQEkWESbVEpz0uimIr0nuk0RUqlLJ6xaWhKd8OuRayRYgDjbNEBM4WpS1MTj20CTSZdG+S50pQv1wMxXvsxFhlzXzHgVEWTG9gcRqX/fON/9DfF9hOIoqVns01+K3I1xaFN4WpaFPF0pfmAXDxWcjOvw8Yj4fmwwtSsr29Tv5izmll9RnXTTXjDCPJYy7qK/JHawmVN97+YTiEOoU24kKSoFJBFwQYjMJ0SVpVblg3ONOvMSchIuISgJVZoryrULkjNmNgeFuJiTWtDSFOOLCUJF1KJsAOZPihhQhSHsXCqyNTk33ZtiWbU2y4lSiltxZC7g6j1y1/FG3oypUi3BNqLa4XzvufIpjYxcNbir8ew+ktU/gp79EfOIrz/4Mv8ARiw1L+CXf0B84ivP/gy/0Y/W9HgflV7jLKFptpxP/wBB0P8Ar6hF/wBotLxtOGQmMIJLxZlnxuOlLZb6RnYU0twIdbKk5EPp0UbKcScpF7UCh/46cUf9B0P+vqEX7aRTcZTa6dNYVkTPpZl5hsy3TFMITMlTSmnnMrjalJCW3UdVRIU6k5SMxGesYoFWkqLtaenOhYup9VmZaYmVT4mqRW0BcsFkEymqmMqArW4DpSm6UrJUFJURgfa9T9nfedvEwmasiZkH1uBb5W40lLO+aSpc0FXul2/rqQoquMmoLdNJ2uOzTcjirDtQqMpNzRnul0qry6XZELUCqU66mLIBF8yQ6oJJSlZUQpL6VwXtGp+BHaS9UHJubR0Z7dyzq96+tLTIUhK3ZgdXOhzOC4nPe4Kdb65cf4mw3j2fp65ikPTspNv06RYdZRU3HG0PNOq3mRJdRe6VeFmQpYAzG4tGh4bl5+UolOlaq6XZ1mTZbmVlzeFToQAs5rDNc31sL9g4RmFYwhj9dGDspM1CYqRpNOlZloVFWV99h1QdWhJdQhOdJzE5kFQtm1AEadhqVn5KhU2Tqr5fnWJNlqZdLhczupQAtWYgZrqBN7C/YIEoa4ylKvPYbrkjh6a6NVJmmvtSL+fJuphTaw2rNysog35Rkc7hrafVpOp0xykYhpq/3wqkTshW8q0ZkHcJfzzi8uRdyrIFhfV0SApKtexjJVifwzW5PD030aqTNOeZkXs5Ru5hTag2rMASLKINwIx6bw5tLqiJumLwXWqYhZdXTp2UriApolHrKZi82pSAhd1KDIWF6AADOlYsO2MGbc04ml52rYrdn5fvyy+6ZaaMuwJRAk7gNZuqFBmYJTZd1OqACQveN7g2ABpGUU6l7SJ7HkliOckKjIUuYfU4uUfnm1Kkm0tlOVaW3ii6zlNkB2+ly2dTrCOHwwBy+LtKT26Rku0vCm0at4hbmcM1SpysiylhxXRZ7IlxCEvZ2S0XW8xUtTCj1kXShQ3iTYHWnvAjItp2E9odXxQ3PYbcqfe9ltiYcTK1ANpfDYezSu7U4jMVrWws6oSUtqBcSbAgJ1egbSw3RXG5aqzr0rISkvPlirbhLi0tuIdUEh9GdW8U29qpOZKCkrSTlLmv0LGU3MU9un0/EqWpGUlA8/33bQ7PhDg3rawl8JQvICrMkddShdaQmyo2u0DacWaS61R6nU3pOnyzU2lmrpYQ+4hK23AU79BWS4pt+xUkKQgpK0qOWF8QUXHM4/IMyGHMUKbkpGV6RMKrMulyfLawFsLSJgJQsoBVmSLLUpOZaQmxAaUzAu1qly1HYdr1QmnG6jJvzziqs67mSGZLfm63AQguNTVhZY69g318yNwR4I8kYbS8BbVaQxSZSYq0/POpqUo9OPrqzjwHrElv3AXHAoILjM2kJAUAHbBuyipO5I8GAK1jhirTGG5xmi06ZnJtx1CUNy00WHEjMAVhW8bvlFzlzpCrWuLxUlYWxjT8NVGlMTNeni5U5ebYW/Vc00uXDEulxG8LgyEuh5WVKgjwrWBANqx63VnsLTjVEo8zVJxbiAiXl5sS7nhi6wouNg5R1spWnNa19Yzaj4W2m02hVOmzjFenlZ2C0t+sNGYm0omHlk5w6AlSmXWEnVIKmF8shWAeDsObYqLgapUjGDU1W6y64gszcvVFoX9+VdQKphNwhtSCANznKFIUAAlSuafgPay3MLmF16sJDCHmmhMVpXrq1MT4DykpKkeE7IAXT1VMqUEgDMoUPDG1PD+Ha1IVaSrGIH3mpNqXPfZCXFPJcWX30rL6Lps6jKklrMGMigOqtbel7PNq4fdmnaxWWlspelmek1xV3lKl6gN+tLa1IN1PSKQSMyVMKUEgAFQGnbN6ZiKl4ValcUvOuT4fmV3ccK1JaU6tTadVry2QUjLvF5bWzKteLSwgBpB/iiKvs4kMQ0/CjbOJw6idVMTL26ddDimW1urU22SFrAyoKRYLWBa2ZXGLU0LNIH8UQB3AgQIAEROLafN1XC9VptPffZm5mTdbl3GJhbDiXSk5ClxBCknNbUERLRC4yE+rC9RFLpT1Tm9ySzKMzXRlvKuLJDmZOX4wuNL6wBnWIsO4+mMSock5SuLp7rLTLz0rWcimnbXVMNtqfSldgMmUhASTmyu8BrTV86r+K8YaMKbQ5iWfRL0PFcpNNMMS8q7M1xooW4oDPMOpRNK6yCSkJ1SkXUA8bCNxaJzkK48/NAC0CBAgAQIEFAFExpIYqOJ6ZVqQzPzEpLBClolpsNpASpRcSptS0hZWkpSm4UARqU8Yp2F8IbWZPGkrUKxO1FVKHRUqS5VS4hDiGQmacLZWbpdXqgWNr3KUcIuOM6fitWLKVVKNJz0zKsBKliXm0NpbyFanEqQpaQsuAoQnQgEalI1ilYSwftZk8cS9Sq/fDvZeXQd5VgtDa2mssw8W94bpfV1kAAkcVJbOkAbYx4Pn+cxA48pFWrWG5iToc1MS89vWXWVsTKpcgpcSSCpJF0lIIKToQbEGJ9kWR8Jiv4/olTr2G35KjzUzLzqXWHmFsTa5c5kOpUQpSCCUlIUCk6HgQYAzKTwbtdRi5qbXUakJBE00VFdXJb6s6lx1zd5z62uVu0lFtFcUpHXjbWh4Z/jGMNkcF7XG8ZMzbkxUEyAn0AuLq2ZuyZ0POPFGckoclszCU2zBXFKU9eNya9n+mYAUgQIEACIXF4qCsPzyKVIPT02WrMy7Mz0dbiieTgUnL2nrC4FrxNQUAUbAGH69QlVA1aeqkwxMsyamBUJ1T7iHEs5XRYrWEXUAbJURfW5JJN5T4I8kUTC1MxhJYtxK/XEBVNmHc8jMF9RKkqN0oSjeKTZIuCcjZB0Gcaxe0+CPJABwIECABFZ2gy9WmcOuMUSnzk3NuLShIlJvo7jYJsXAd43myjXKVgKtaLNBEX0MAUDZjhzEmG5aqSVdqFWnWFPByWfqs2mYmVFSllWqCUhABQEiwOiriwTGgRWMNUWdp01W6hUFOoXUZ9S2pczCnW2mEdVBTc2BXqs2tYry+xEWYcIAOBAgQBlczRMYzeGcSpZk61K1Gdm1972TVcwZABSh1CxMBWU6LUkqQBwCDl6zFOFdo1HnpN9maq89LS8+uZUBV1undb1txaVbxYLgUgOIQk3AJ4IGsSGJMI4wTgqtUyizVVcqDtVmZqQAqKnFlty+QKW46khCSoqyBxOXKMoNgg1+VwxthksT0qqS5f7yU+oqdnpByrqU/NpEqpBcSVqWlxCnDmCVrb1ykpTlBgDqhYP2uS+NJSo1KdqTlNQtnMF1cqQlxLgL7pbz6ocRdKU20IPVRxjapf2WnMxiOHcHbWpfG0rUqo5URTgttLgVVgttDiHAp58ozm6HUdVIAJB4pQNY25j2XlgBaIXGSKgvDU6ilU9+em1JSGmGZoy61nMODgUi1uJGZNwCL6xNRA47pM7XcGVqj0x+ZZnZqSeblXJaaXLOJeyndkOoUlSOtbW48ekAUHF+Dsa1al0mm0SarjDjVEfYmJs1ZbDin+jLS0Flt42c3xQoqSFA8d4AkBSD2H9paJ2rtuJq8yxNPsFvd1IALaTNLcWGyXAWry5S1plurxDPEhjfD2M5vE1KqNIl6pOyDEn+/pdqf3KHFIQ6A2kB9slalrbUQeqoNgFaPZVuiYU21Uxirt4jcmaqmcZo4lW5Sr9dLcupRmmjvCgIW4gBJUlZzKVqoAXAFj2Q4b2i0FM0jHs9NzLhlUIU49PmYS66HXFAoGY5cram0HRN1JPheEdTHAeSMq2O4Y2hYeTNIx1NTT7glktl52f6Qh9wuOLCkjMSnI2pts3CSSjTMLKOqjgPJABwIECABFH2h0rFtSqlBcw29MpYYdV0oMze5CSXGSlaxmGdAQl4FOpusdU6kXiKLtFpGLqlV8Pu4bMwZdh9XS91NhkNEusqS6sFQzpCEPJsMx646p1IAuzfFflHzCFITb8JY8Y+aFIA5WMyCLkX7OMZjT8KYzk6hQJcTlULEnMT5nJh2qLdC5dRfDCVFbhKlALaOqFGwF1JyBKtNdSFtqQSQFC1wSD5xGWU7CGM6bPUKTZXUy3Jvz65mdfq7j4LCjMBhpWdxSlK9dZVfIrRGq05EhQEVh/Ae0JlDzlfqVZmESiXlySW6q6288ooQhDbqUzGRQFnXPviQoqT97tlGm4OlKpIYcpEjW3VO1FiSbRNLU5vCp0JAUSo8db66+U8Yy7CuCtolOYXUcQorM46KfMy65EVtYDi0qlS0Uo3+7ClFt9V86cwXZRQFlCdQwXJVanYao8jXXlO1BiRbRMqW5vFF0JGa6jx156+UwBPxQ9p9JxbU+9isLuTYDDqlPCXnNwUqugocVqM6QEuAp11WOqeV8ig7U6Pi6q96V4WMydy+d6libDBQoqQUurupOZCQlYKdT1x1TrYCkTeFtsE9iluqy81VmKc44tamV1cJCFqmi42rdhwjI2wQ2pPNXBKh1o1rFTNemMN1NvC810erdHWZJdkEb4C6Qc4KbE6G44GMimsJbXp3GCaq03VGJBb6wpCqsgALXMl1t7IlwjI0yQypPEqHVSpPWjWMYS+I5rC9VYwlUFSVYLC+guhDa7PADICHEqTYkWNxwJ4cYAzeuzPdCy9Xcp9DaEwwoTHRplxEruipLoDRdOhCCyQVAALLt8oyCCn39vwr7dEpM6w5INsodfqDkg2p1LimkdQZg00sB3eFRQSQg2AzDVrXnu6Qk68qnUQuzksVPCXmltSIZVlUN2p02CktlsgrAAcLt8gDYhOpu90d33bw3h6tofZYDDs7U5iltF1BWhF205ktMOAL3hUWipQQQLZ7XAn3pfbqzTlMS84zMzxlkFtx0yrbJcLit4FLSgqQoJyZSGnE2vdKjaJ2nmvGmSBxMGRV+hy/TwzqjpG6TvMpGhGa9vFFY6Dt/Zkuht1hU3OLk0BM04JFplLxdOfOUtlSVhGXKUtrRbNmSpVrWamd/u9NP8AVRuTWOhS/fAtAFBmd0neZbWFs17W0gDy9t9JOOxf3E186ozVeTIre5cljmzcLc7xpW34Wx2nxyTXzqjNVlKUKKyAkAkk8LR+XemGXSDE/jP0l0Ts9BYZP7iKmxSKa6w3SEV+RLSKKphCGbBwtLSEb/w7FFgLEJH6VtIiGaZRSTNzOOqW429LZ3rOAhbK3UpXYqcPVUlO7zG6rk3UQLRMoo1NmZZunt4jlS0mjrlkhpQzbpaQkvaLsU2GhsOPhRCuYbpDhRNuY9k1KbQXErL5sASE3zb29gAE5r5jYAqI6sbmDrRSkpVpR/2X/wDxJr0m2nGmn7+xGrPhAw5Tgi2UTMza3C2Vm0R0Pg0hjCdJYbXnQ2/MJChwVZDIvp5BDGPJ4z6xcckdnCO9Nt838xKcafelH2ZV1DTy21JbW4jOlKiNCU3GYA8ri/aIgsFUNFGxUlpeIJd+ZdImJmUbBSouLKE70pK1WByHUAXKlXNgkCxQypsq29jSXnO+TK1yqA30VI67YcWkhSutz3Zt1RfXU2EdDRGIlCbo3tGVr5b81lu3GHH0oyiptZo+kVT/AIJd/RHziK8/+DL/AEYsNT/gl39EfOIrz/4Mv9GP1nR4H5Ye4y2hf46cUf8AQdD/AK+oRvzCEKZQSkHqiMAohCdtGKVHgKFQyfT1CNoaxTTkIS1lezBPDJ/57fljPW3GOmTZbQeKRBFps+xGsV1vG8rMBS5WkVF9pK1t7xCWwCUqKVcVg6EEcIdS2LKbNy7cy03MFDqQoXb1sY1zKTG6R+SI6CUjUCIr1SSPtUx6OB6pJH2qY9HAEjxeUDwsP7Y7yJ7IiRiGS3hXupjUAfe/LHXqkkvapj0cASmRI5QYAHCIr1RyXtT/AKP9sD1RyXtT/o/2wBJP6Nn4I7CRbhEQ5iGRWjLupj0cdeqSQ9qmfRQBKZE9kFukdkRnqkkPapn0cD1SSHtUz6OAJTdoHsRBgAaCIr1SSHtUz6OB6pJD2qZ9HAEi2lJzaeyMd5E9kRCMQySb+tTGpJ+9x16pJL2qY9F+2AJUoSeUDdo7IixiSR9qmPRftgeqOR9qmPR/tgCTWkBBsOUBr72j9ERFqxFIqSU7qYuf+bgIxFIpSlO6mNAB97gCXgRE+qSQ9qmPRwPVJIe1TPo4AloERXqkkPapj0cF6pJD2qZ9HAErlHZCY+/mI/1SSHtUx6OOPVDIhwr3Uxrw9b/bAExAiJ9Ukj7VMejgeqSR9qmPRwBLQIifVJI+1THo4Hqkkfapj0cASpAPGBYdkRXqkkfapj0cD1SSPtUx6OAJJnwPhMdkA8YiG8RSKU2LUxxP4uOvVJIe1TPo4Alco7I4b4r/AEjEb6pJD2qZ9HHKMRSSc12pjrKvo3AExAiI9Ukl7TMejg/VJJe0zHxIAloERPqkkvaZj4kD1SSXtMx8SAJJ0Ddq0GgJjtPgjyRELxHJKQpIZmNQR97g04jkQAC1MaD2qAJeBET6pJD2qZ9HA9Ukh7VM+jgCWgRE+qSQ9qmfRwPVJIe1TPo4AkXkgNkgeOFYiHMRSKklIamNf+bg/VJIe1TPo4AloERPqkkPapn0cD1SSHtUz6OAJWw7ILIn8mIv1SSPtUx6OB6pJH2qY9H+2AJTKnsjhm1lW/KMR3qkkeTUx6OOG8QySb3amNTf73AEzBEA8YivVJI+1THo4Hqkkfapj0cASuUdkDKONoivVJI+1THo4Hqkkfapj0cASTiUhtRA4Ax2OA8kRK8RSSkFIamNRb73AGJJKwuzMejgCXgRE+qSR9qmPRwPVJI+1THo4AloK14ivVJI+1THo4Hqkkfapj0cASTfhL8o+aFIh04ikklR3Uxqfa469Ukj7VMejgCVIvoYFh2RFeqSR9qmPRwPVJI+1THo4AlSkHiITsA8mw5GI71SSPtUx6OOTiKRLgXupiwBH3uAJiCsDEV6pJD2qZ9HA9Ukh7VM+jgCVsBHCQCpdxz/ALIjfVJIe1TPo4JOIpFJUS1Mam/3uAJaw7IGVN721MRXqkkPapn0cD1SSHtUz6OAJUgHiIqVZcy1N5Nzpl/7oiY9UtPzBJQ+Co2AKOPyxXqtMtv1B11AUArLxtfwRAhpvceWtv8A/h2k/wDyTXzqjNFKQhJW4UhABKirgBbW/ijS9v8A/h0n/ImvnVGaOFtLalOlIQASoq4W53vyj8vdL/8AuDE/jZ+k+if+RYb8CKkijUublGqcMRyymEUZcqlLTllFtxASXtF2tYCyraflWiFcwvRXWA89jWTdUGDldVNuZgCuwWFh7PcAZc2bMfBKiLJE03S6XMS6KYnEMmqXFFWyhDRsvdLSlJfvnyhOVIsctx+VbSIY0ak76UqJx5TDMSrKnULWpS0rK15cxSp45gE2QCSV3GqiOrG5gq6hdOtKPdG/Ps/XaTXo638NP393aam2yiWwlSJZtwuIZdfbSsm+YBDIBvDOHqGUS+EqQw05nQ29MISr8oBDIBhlHlMc71r3vuOxg1ak0+b+YS3ENIU66tKEIF1KUbADtJ5CGeHxS5rFSqrI1OWmXHmpVpTbK0rypS46QokHmVED9DxWjqr05FXpU5SnHFtonZdyXUtHhJC0lJI8esMsI06VpWIG2Hq21N1FbTCHm7+uZUvOLCjmUpdvXsozEmyRckmN3RcKV3NztO6yte6uimMc7aqjlZ59tmfS2p/wS7+gPnEV5/8ABl/oxYan/BTv6A+cRXnvwZf6MfrSlwPyszK6MR92bFV+HeGif11Qi3oolFTiU4sLrxnzJGQ6zi1NpazhfVSeqgkjUpAzWF72FsmxLIVOo7YKyml1+oUdLNDppmXJJSAt8F6b3aeulSQE5XSdLnONdNezJ1BC1Nr2t4kC21ZVpM1J3SrsI3GnwxuunrK7Nbaau4u6kYwknpmXkUBbCpl9xsh5KRlW4pQ0Jv7KLZRHUyNHk5WbcG/aYQlzLcjMBrrGRooeIXEBxvabitSVC4IdlCCO0fveB3hxD75mLPSSn2eIVCJO27TaRUZY/jPkMddPlbau/IYxTvDiH3zMWellPs8GKFiEf8ZeLPSyn2eHV0Ttu02nvhLX8P5I66dLe2/IYxTvHiLltMxZ6WU+zwO8eIvfNxZ6WU+zw6uhtu02rp0t7Z8hgCelvbPkjFe8eIvfMxZ6WV//AEQO8eIvfNxb6WU+zw6uhtu02oz0t7Z8hgCelvbP6MYr3jxF75mLPSyv2eB3jxF75mLPSyv2eHV1yG17TajPS3tnyQBPypNt7/RMYr3jxF75uLPSyn2eC7w4h98zFnpJT7PE9XXIbXtNrM/Kj8Z/RMF3wlvbP6JjFe8OIffMxZ6SU+zwfeDEVrjaXiz0kp9nh1dchte02rp0t7Z8hgdPlubnyRiveDEfvlYs9JKfZ4HqfxH75eLPSyn2eI6uuQ2vabUZ6WH435DA6fL/AJfyRivqfxH75eLPSyn2eB6n8R++Xiz0kp9nh1dDa9ptXT5f8v5IHT5f2z5IxXvBiP3ysWeklPs8DvBiP3ysWeklPs8OrrkRtu02sz0qPxvyQXT5UcXbfAYxYULEg/4y8W+llfs8A0HEZ/4ysW+klPs8OronbdptPT5U8Hv6JgdPlfbh5oxXvBiP3ysWeklPs8DvBiP3ysWeklPs8OrobbtNq74Snt3yGB0+W5OfJGK94MR++Viz0kp9ng+8WIx/xl4t9LKfZ4dXQ23abQJ+V5u2/wBEwfT5Xk5f4DGK94MR++Viz0kp9ngxQcRjhtKxb6SU+zw6uhtu02jp8rfVz+iYPp8r7b/RMYqaDiMm/wB0rFnpJT7PA7wYj98rFnpJT7PDq6G27TahPyh/HfIYIz8qPxn9Exi3eDEfvlYs9JKfZ4HeDEfvlYs9JKfZ4dXQ23abT3wlvbP6JgzPyo/G/wBExiooOIwb/dKxb6SU+zwZoOIz/wAZWLfSSn2eHV0Rtu02jp8r7aPMY66dLe2fJGKd4MR++Viz0kp9ng+8WJPfKxb6WV+zw6uhtu02kz8sPxn9EwOnytr74eYxipoOJDx2l4t9JKfZ4HeDEfvlYs9JKfZ4dXRO27Tae+Erx3nyQYn5U/jv6JjFe8OJLW+6Xi30kp9ngd4MR++Viz0kp9nh1dDbdptPfCV5O/IYMT8qfxnyGMVFBxIP+MvFvpJT7PAFBxGOG0rFvpJT7PDq65DbdptPfCW/L+QwYqEp7b8kYt3ixJ75eLfSyn2eC7wYkvf7peLfSSn2eHV1yI23abUZ+VH4z5DBd8JX2wj/AEYxfvFiT3y8W+llPs8DvFiQ/wDGXi30sp9nh1dcidsbSZ+V5OX+CCFQlfbD8Uxi/eLEnvl4t9LKfZ4HeLEnvl4t9LKfZ4dXXIbY2jvhK+2H4sDvhK+2H4pjF+8WJPfLxb6WU+zwO8WJPfLxb6WU+zw6uuQ2xtHfCV9sPxTB9PlfbD8WMW7xYk98vFvpZT7PA7xYk98vFvpZT7PDq65DbG09PlfbPkgu+Erfwz5jGL94sSe+Xi30sp9ngjQMRnjtLxb6WU+zw6uuQ2xtfT5T23+iY574Snth+KYxX1PYi98rFvpZT7PA7wYj98vFvpJT7PDq65EbbtNr74Svth+KYI1CUH435DGLd4MR++Xi30kp9ngu8GI/fLxb6SU+zw6uuQ23abX3wlfbD8WB3wlfbD8UxiveDEfvl4t9JKfZ4HeDEfvl4t9JKfZ4dXXIbY2rvhK/ln4pgd8JX8s/FMYr3gxH75eLfSSn2eB3gxH75eLfSSn2eHV1yJ2xtXfCV/LPxTA74Sv5Z+KYxXvBiP3y8W+klPs8DvBiP3y8W+klPs8OrrkNsbV3wlObh+KYMT8ofxvyRineDEfvl4t9JKfZ4LvBiP3y8W+klPs8OrrkRtu02sz8oPxh8xgd8JX2w/FjFPU/iLntKxb6WU+zwBh/EY4bS8W+llPs8OrrkNt2m19PlObpH+iYBn5QfjfkMYp6n8RnjtLxb6WU+zwPU/iL3ysW+llPs8OrrkNt2m19Pluaz5oHfCV9sPxYxNyh19tJW9tOxWlI4lT0oAPhMvCHQqgP+NrEn6zJ/wD6IdXXIbbtNz6fLH8Z8hgdPlfbfkMYe3Tqs8crW1bE6z2JmJM//wCiC6BVffYxN+syf/6Inq65EbZ8zcBPyx/Gf0YPp0r7b/RMYeKfVVEJTtYxMSeA6TJ//oglyNUaJS7tYxKhSdCDMyYI/wBRDq6XAjbS5mv1Wm0WtzlKnZ51wro80ZyXCFFPrm7UjW3EWWdIczU424+taB1Tw0jFuiVG+m1zEn61J/8A6IcCi18gEbTcWEHUEPSlv/x4jYLkTtnxZSNv/wDh2n/ImvnVGaOKQlClOEBAF1FXADneNL2/f4dpP/yTXzqjNHFobQpbikpQkEqUo2AHMmPyh0wy6QYn8bP050ST/YWG/Aiqt0qkzbLcijEUu5Loo62EIbICtytIBevmy5bAWOW+vhW0iJNMp4Dc1L48kkPJYUFOqC17xC3AFEgvXIygIBvnH5VrASqKZSJuVbkUYiYXK95lS6A2oA7paBd4WVa1gCDa+vhW0iNTQaMhBmk40YKmZF5Lji3nDZtRGdSiXr9VICQonMLaqsAI28HiNS62kl/svz7DJXpXtLUT9/d2mmqQ2jCtKQ1kyJfmAnILJtkZtYdkMIfllMvhely6FFQbfmEBR5gIZF9NOUMI8rjbbXLkjq4NNU3fm/mGNDEdT2pZzG8s+aqwt+XZyJkwPXEJWtslR63DqJ9iDrqSLAPX32ZVhyZmXkNMsoLjji1BKUJAuSSeAAiHosrRZ3HEtXZOsMuTG6ydHbWblKlNgrKc1j97SL5QdQCSAANvRMXtnLNK1rpXzusiuNklTtx7z6X1L+CXP0B84ivvfg6/0YsNSFqS7+gPnEV5/wDB12/Jj9bUsre4/Kr4mPy8uJnbFigEXy0Gin/XVCMzwjiXCFIlaixUcVOUmYlqlUiWlS8442tSnQpKzulpQoZkqBuFXvGr0VAVtnxQVC47x0QEf9fPxrqKBhhQsqn8ePXVr8sblR2jZmGEc7mGTlOrVZp0vUaK/OoZcoypiV3V2c8wcqm8yVajq+xV5DDN+pbRGZUvtYXbddSXbsBhWa4QSkBW8ynrWGbTNfQaRtmMlUfDeFqtiGUpqXnaZJOzaWnHlpSvdoKspIOlwCAe20Y5h7un9mXqHw3i3G9DmqW9iRkzLknKLVMKpSN6yyETeYoUl3eTDQKEJVbNfVIzmY4hRVkVlRbdxpM1zHcpkYewfvJt2Z3TSGkqLa0ZjrnvYHIm9zbycBDqnze0F1U4mfwswzuJFxxhQJs9MhppSUAZvBKlOJ1sepE093SmwyS2XU/a/VGaxJ0Kp1OZpLe9bBfRMs7/ADhSEuEWJlnAnKTclIHGInD3dbbBMVzUtT6FScTvTM2pwNtvSYl02bcm0uK3jrqWylPQHzdKjwSBckpFlilxK9XYrSlY1dq7MjVaSwmW6wW+2wpIV98soEuKCbZWxlNyc97ixiPE/tGXItTAwo2mYSlxUxLlsnWw3YQreAG+pJ5aDxxoWAtpuAdoNZFDkcNVynTJan3kongzZSZObEo9q08saPEga6hJPCxNPnNvuGqPj/HWF67hJcvT8FvSUu081NEzVUcmhKhAl21lDZDa5lKXSXOrnaPBWjrSI2DIg1PaqZhLacFSGQkABbziSbzBTqpIUlIDVlEniTcA2tD+Scx+d05UqPKNJdyXS1LrWWzuUqKSd5qM6lIz2Fsuo1g3O6r2JLmZeUp2HsU1BczKykwDLSzWVBfdl2g0pS3kpDiVzcuFJvoHAoXT1oXPdSbC0Umbqz1PxAhmRq9Qo8yjcILrTkjnM04UB2+7Ru1WI1X7AKNwHWkNgyJVUtqCmgprBkuF7lKlBRICXTvLoBz9YDKi6tPDGnG0ww7ip+WZefoglVOzxbUlTZdLUtkzJUpKVC6iqyDY2F72IGsxR+6A2O1rA9U2gylJxGik0iflpBe+pjqXn+kPIbZeZbvmcbUpxNrDNYHq3sDCo7qnYa9v0SdExNNut0ZqubpmSBWthfRypsZnQN6hM3LqU2bKssEAw60uI2EiPmpraYJtMoxhqnsou4FPuFbqCQ02U5Qg81qWOsUiybXBjjvjtIam3mnMJsPsNLZQHGwW1OXbWVkArIsHA3bU6E31tC0z3YXc+ydMrdYmKXiREvQkJdcV0MZplopeUt1gB27qEJYdUsp4BJNtDZOa7sjub5KdekZxjETDjWUAu05aA6tT7zIS3mWC5dTDmqQU2F76KsWKiNhIQxPPYxkaAqdYkyxPGkNvuISzvEsOm5dITcFRSQgAZtAonUC0AVvabu32msBNKdb3am3FvKQlxJZCldWxsoLJAAJ4WNtFHUNlG0jZzthoc5X8I0msS8rLuoaHfKWXLKeQttDrbqAScyFJWkg6HtA4RUtoW2ml4G2v0vZ6cMSTtLmUUwztRen1NqlzNuzaLZbZeomVzaqFwvla5daQ2DIacntpDNMMxJ4Xk5h9QXu8xU2LAkArRcqTcWOUFR4jjCdNrOOJ9xYXQmENNTAl3nUS7qg0QOsQkqSpzXTQJy8TfhErRO6l2N11qcmJTC+KWZaSkpuefemWWGkhEuplKkgKfzKUozMvkABCt6mx0NpGrd0Xsdo2FcOYyco2IHafiRh+YaLculLkqhl9ph3fIW4kgpdeQkhOYnUgEC8OtjYMgKbP4wqE7JsVLDiqcA/uyUrKkvD2R1AKQE3PPVIsow0l6ZtVTWA5PMtCnrqqDlZmUOKTKg2NxkTYEG51J6sT1A7p3YxiJ+fap1AxClNLpr1Ynnn0MNNy8k2ww8HlFT+oWiZYISm6gVWUlJBtADu1u5vTOsSEzT8Uyr7qApSX6cUKZPSOjqStO8zBSXOIAOg0vEdZT3kqjJGg97CRwtAFLPYYoU33Znc+U6nio1WiYykUqb3qkTNIWgtJ3cy511FeRHUlHSLq1uLXsrLZcFd0ZsT2g4tpODsMSlYemq0Zzoj7rQbZWJZcwlatXM5SeiOlKgkpOgJBuBbrUSNhJkx3s8Rg+9fijRjSMPkW6Gu/aHD9MZRizavQMBYlxizijDziqHhSmUeeS5Tg7MTs07UJl6XbZSzoLhxjjfXeDhYw60h1eRId7PFA72eIwnss21bJNr9brNBwtIVhiaoSJVU4moMiXIU+0h1KEpKyskJcSFHLYHS/C9d2id1JsJ2VV6o4dxrTcQyMzTisKUZIlDwEut8KaOcFYUG1pBAsVgjSxMOtRHV5FmNNA5GC73DsMR9M277M63V6LSaXhHEb4r9Wdo8lMjoyWy62mYWpagZgOIRllJkglFyGzpcpvI7U9r2y7ZBO0yTxTS6w6mpNpeD8k2lxDLapliXCl5nEqtvZloWSFGxJtpBYqI6vILvaOwwO9o7DERhfuiNjWKqrRqVI0iusO1ua6E2uYaQluXeLIeQl1SXTlztqBSRcE3SbKBA2DvPh+wIll6/xz9MOtIdXkZt3uHjg+9o7DEptdxPSdmmz2p40k6EmoPSL0uymXW8pIUXZhtm5KbnTPew42jMZLurtkcrSaAvE+HqszV67KdITK08CYbbcLrraGi4paMi17hxQCwkWB10h1pDq8i897R2GB3tHYYpUp3YXc6Trz0lLS+IHJ5iWVMmTEsN8qxlk7tI3litSpttKQD1ildrgXNw2S7bNju2edm5HBbNTUuTlJaeWqaa3IU0+CW7dYm9k3IIFriHWkOryFu9o7DBd7h2GK3V+6m7n6i4sqeB5huvLrdJmZuVmJVuQcsVsIzWQ4ohte8N0tgKKlKSoWFjEMruy+53TRajiJ2l4nbp9Lp6qk+85KISd0gShcSEF3NnR0+WBSQLlRCM2U2daiOryL93tHYYLvcOwxH4G297G9oGIcP4aoUrV+k4nppqsg460ktFrKVpQtSHFbtxTQ3gQqxynWyrpGrpo1A1vLL0NvDP0w60h1eRnHe0dhgd7R2GKm93RWBsN4aRjTHdDRJ0qcqU1TZRqnzK5icaWy/MNhT6FBKUoX0fRQPhLCbc4iGu7c7l1x6RaKsUATqELKzQ5ohkqS4sJUAMyjlaJu2FpspJvY3DrUR1eRogpoOloHe0dkUQ92L3Pm8lWZWkYomnZ6Wl5mXDcqgBwOobXkKlPBKFoS82VoUQRmHGFF92J3Owp03VGpHE7zEmApeWmLSpxGd5JW2lSgXAkS7ilZL5UjUAggOtIdXkXbvcOFjB97R2GIOT7o7YtP4expiWVpOIXZfArrLVQbTLgvOqdmHJdAab3mYneNLGVeRVrG2ogsSd0tsHwjhfDmL8QN1xiRxTKzUzIIakHZh4Kl8oWy4hoqKHCpaUAHTMbFQMOtRHV5E73tAgd7R2RSpvuvu5/lZ16TFMxK+WAhxTrUqktKZLLzy3UKLoC0oTLPBQF15k5QkmB/tvO5/U/jKWaksQvTGBJvoNXYaaaW6H7m6WUh671ghxRKLgBtXOwLrUR1eRde9viMDvb/FMaBIS2FqpTJSryLa3JaeZbmGVFSkktrSFJJB1GhGkODSaCkXTKqNu1Z+mHWkOryM372eIwO9g7IomMO6hwZsymsRJx3hRyYlqO3JOSr9DmC+iaVMKm7IzvbttISmUJKyoAqUEjrEAor7tPufmq6qiO0HFqAikmqqf73303Ie3Qbz7wkpIAWE7sq0C4LFIjq8jQe9o7DA72jsMVGU7rHYrPsVp6Twri1buH6e3UqhLOSjUu8yytzJoh59JWoKPWCb2FifCTfQdpW0fZzsmwUnHOMabUWZIutsrZYCXXmnFA9VQC8txlINlEXHOHWojq8iM72jsMDvaOyKfVu682BUWaqEtPUfFpTT1zDZeao7rjbxYZecd3ZSo5gno7iSqwANtct1Ceke6J2MVKi4vrkjIVp5jBaGXZ1KGE3mG3XFtIXLq3mRxJcbcTfMLFCr2tEdbiOryJLvaOyB3s8RiqSPdX7EqkqaZlMOYpU/KoeKmOitFxTrS0pcZSA9YuDOkjXKq9kqKurGv4Wn8G4yw3TMVUdh5cjVpVqcl8yilQbcSFJChc2NjqLxPWojq8il97fFA72eKNHNHw/fSUc1/5w/TGQ4h2w0PC1Xxo7VcOMmi4JdQ1NBmfHfCZBk25lTjDThShYSldinPeyVKF7ZYdaiT1eRL97PEYI00A2IMVPE/dYbB8GT0zT8USOIKc7KKW24XJdChvUIzONjI6bqSSEW4KURkKx1oYSfdm9zhU5mWkKZKYnmZ6ZW60iV72ONnOh9DITvHFJaOZbgsQsiwOYptDrSHV5F872jsgCmgxXqZ3SuyKuyUnU6BhbE9SkqhPS1Pl320Szed58oCRkdmEOABTiEklIFzcEgExLSW3jYxU8AT20OlM1aalafOS0hMSKWC3ONvzD6GWU5HFJTZS3E2VmykXObQw60h1eQ772CB3sEVGm91jsLq0nMTshQsUu9Hl3H9wJRveOqbDBdbQnfdZaEzLJtwNyElRSQIyY7tnuZ2JkyaRX33UurZXuZUEIUkLOpLltQg2tc6jth1qI6vI0HvZ4oBpoHIxmOJu7d2A0eqCkUqQqM/NsVJVOnUOqUyGih51pzdlOfeuAsqIRoCCCVJsbekxSaAo6SyyP0j9MOtIdXkZ13t/imB3t/imILaRtkpOz3avRdny8Ipm5GoyzD786ZtSFtbxUwLJSRlJHR+BUL5uIteIFvuyO51dp0vVuhYkRKzLSltrVKo1X6/kaIDtwtfRnbX6osMyk5gIdaiOryL13tHYYHe4fkmJdjH2zyZ2XS+1qUpFWmaPMSLVQDDLW8mwysji2lRF0hVzZWgBPKMtoHdmdzpimclaZQZHEU1UJxOZqUEshCx1W1WUpbwbTdLoOqgLJPMpCnW4jq8i+d7f4pgd7f4pia2fYxwZtERVV03D1UkU0ieVTnTOrZ9ceSlKlZN06u4CVoNzbjGcS3dY7CXqgimO0XEsu66tBCnZZvKGVOBsP3S6epnUBbw+eTQmHWojq8idrVOszL6cZhH9sRE70yXnFsdGfS0lCVIcbk1vhaje46pGW1hx7YvmzzGezjatS6hM0qjz7KafOqkJmVqCEJczpQlYWAlakqQpLiFJUDYhQtFl9RmBjf8A9nZX0aYLFRCoSRjVSlZh2hJemmFMOON5lNnihWQ3HwawniSVrrLbKqTJrfu2sBBW8lAXdGUr3PXtlz8OdonttuP9nuxCWoU8rBbU87VagGphLRQ2qVkEDNNTR5kNoN8o1UVBI4xGYf23bDMWzcrL4dwRVJ5M7iF7DKXky0qlInG0uLUVBTwWGyhl1QXlsoINrmwJ4mLVkidjIa0+TqjlBmVz7DrSilVkLKzb1sXylzr2zZrZtbWgqlTagMPKcpqH3Xs4KUNXubOag5dbWvfL1rcNYs21HaNsZ2PT1NYxJhOce6cx0vfyEo04mXZEzLy28XmWlVt7NMiyAo2UTawMU2S7p7ucqxVHqW1hOtuT6KS/XHW109krMs3LiYNjvSFuKbUhSW0krOexAKV5Y60tWwdGTH1Ap9SXNzhdYqzMukNhlM6oFZ0OYm2l7/k9W2X2WaJulU9Bp7Jvbq9h7Yz9/uwO5eYku+vqOrqpHfKlkzSKYwpCnUqQCkAO5vxiTfLa3PS0bIjEWDZhlmYkKpIS0u8y242yqYbUWwpAOUlCym4vyJHYTExxKRLoSfE8+7fv8O0j/wCRa+dUZm6ttttbjy0pbSklalGwAtqT4o0zb/8A4eJ/yFr51Rmi1NoQpbqglCQVKJ4ADmY/JvTD/uDE/jfzP030Tz0FhvwIqTNOok3JtybeJJZ6UFEUwjdqFwytIBfzZsuXKE20HG+a2kV+sYSwzW5FcjPY4S2XpRxjOwvrKUpziQ4tYWBlSmxBXoOtawFgTTqPNS7Mj6opd6WFHWy2EWHrS0gF4KzFNrAEaX53sYhpqg4cmdy/O4op8w4wyopL7KnElRcHWKFOdbKAEgE5hYEqIsBuYLEakrKrNPsjfn/p/WZbEU9ZX1I+Pcau4kJwzTEhwrAmJkBRtdXVZ1Noj4fZQjC1KQl4uhL8wAsm5UMjOpPO/GGMeUxv1vuR2cG702+1/MQqEk1UpCZp76UqbmmVsrC05klKgQQRzFjwiKwxR2KfieQQ5WmHpiVbW2mVQjIUBx1C1WGc2QnqgC1wCLqIsBOjjEbT2pZzHko+urIVMNMlCJPKQoJUtsqVe9iNE8Bfrak6W3dE15Rm6Os1F55c8v1cw4+nFx12sz6TVP8Agl2/5A+cRXnvwZf6MWGqfwU9+iPnEV578GX+jH60pcD8sPcZbQrfdlxQP/olE/r6hG1gyCUEdHClgX8pjE6F/jnxR/0JRAfJv6hG6IYp5SCUpBsL6xt1tyMcCr4IrrGOMOGfqlFlJZ1U9UJB+WbcL7f73mnpcjMpKcwO6vqkceEUHaFUMNStTn8Mz2zPDdTDkxLycozMSYmFTKHRLNOrKEoI6qXkIKCQqyEHVKhbZG5SnyoQiSabbu4VWQkAXUSVHykkk+Mw472SCn1TZk5fpC8uZ3dDOcpum546G9uyNYymCSON8IyWHRJ0rZNTpRlyZZdSwiTCZPfzDEqSsWQApz99lJSLKITa+sajhXDGC6/huk1ZeCqKyJqWZnAymTbKWlqzL06vEKccIPapR4kxaV0mmuMql3JGXU0sFKkFpOUgpCSCLW4ADyAQ4aZbYQlplCUIQkJSlIsAALAAchENgr7mDsMSFW9UUnQpVuoMSb8sh1sbslpxxLq0aaDM4lKiSOIvGIYyxrhys0qYk8T7NaHWE7sz84ypDlhNNILrYUrLbN6y0NCoKFrGwtHo1z76B2pPzwyThyhoKCiiyCS0laG7S6Oold8wGmgVc3HO5vBMGSYarNIqWK3aVObNaTLd7JRBnJhmjuKeCEquyhKAkqRbdtlKTe5SCkCwh25VaKqUfm1YCwzNOyeJ6fS3HEAZS3MuNFMw2S2cykqm1EcAo5lXGa0a2iTZbcW8202lxywWoJF1W7TzhBqjU5gKDMhKthaw4oIZSm6wrMFaDjm1v26wuCibJ5ygY5wvM1BeDqZTmpibRMLlmWRkcUtll9LiuqMyxvB1+eUKFrgC0ObOsBPFxTuDaMsutJYcKpFs520lJSg6apBSkgcBlHYImpOQlJBKkSksywlaitSWkBIKiblRtzJ4mHEQCuObOcBPNvtO4Noq0TSgt9KpFoh1QuAVXT1iLm1+09sKnAeCysuHCtKKikoKuiN3y3Jte3C6lHyk9sT0CAIqVw5QaRLvN0mkSkmh5ZdcTLtJbC1niohNrk24xlu0mm0Gl4jempPZJhmtVN4yNQTOvpZ6St5MwhrOouBAu0jIpB3tzlsLWF9ke+9q8kITNNkZ5pTU7KMTCHE5FpdbCwpN72IPEX1tAGMPYgwrKL6DQcEYXTITdPC0FbAa3wdYS+obtKdUqSkJyHUqSLnSFaniSjtU2hN0jBGGXZSbkJZ9DBIUim9IyuAKsgJykjQJsSUBWgEa49QKLMFRfpMm4Vo3SithCiUZs2U3Goza27dY4dw1QH1qcmKLIOuOI3a1LlkKK03vlJIuRfW3bE3BiFC2g0Vb0tKN7MqFJIqVQRIPoYsvNLzDdPXdR3adT09OYEFJLQFyVBQ1pvZhs6afYm2cDUFt+W+8uopzQW1qVdU5bp1JOnMxOKpNNU8l9chKqcQ5vkLLKSpLmUJzg9uUAX42FoeQbYK6nZ5gZDAlUYQo6WE+C0JNsIHhcBa34xfx1dphZrB+Fqe4Z2Sw7Tpd9CluhxuWQlQWq+ZVwL3OZVzzue2JyE5j8Hc/QPzRAEugSh/EJhpNYZoE90jptGk5gTbSWZjespXvW0klKVX8IAqUQDoLntiTHCDgCEZwThCWebfl8M0tpxogoWiUQkpICQCCBpohA/0U9kdz+EML1V0P1SgU+ccSgthcxLpcIQQQU3UDoQpQt2KPbExAgCDawRhFhwus4apja1OKeUpMqgEuKSUqWTbwilSgTxsojmYWfwphua3PSaHIu9HSlDOdhKt2lKkqATcaAKQg2HNKTyES0CFwV5vZ9gdptlpvCVHCJcOJaSJJuzYX4YSLaZufbELibFIoGLaPhxikyzrE9uw64txQWnO6G05BwNibm/KL3DZ6nycw+zNPyrLj0uSWXFNgrbJFjlPEXGmkAM5nD1Eq0g5JVSmS03Lv3DrL7YcQsA3sUnQ6iIiubJ9m2JJNEhXMEUabYbQhpCVyiOq2hWZKAQLhIPsRpx01izy/3oeU/OYVgCvK2e4HWyZdeEqQppSN2UGSbsUdXq2tw6iNP4qewQnJbNdn9NqorlOwZRZWopaDImmZFtDu7HBOcC9hyF4ssCFwQkxgvCk2lbc1h6nvJcUta0uSyFBSliyybjUkaE8+cZ5i7D2zvZxMqdo2zfDylVxzpVQzy6Uh1LXR2QkCxF8qm8qbZRuzpfWNehrO0yQqISmek2JhKFZ0h1sLCVWtcX4GxOsLgwlGPcP0rG6KdStnWHmFsF8MzbSUoeQwifVKOISQnRS1kuAA2soggnWN0bkJQ5ry6fC8cItYcoLIb3VHkk7paFotLoGVSE5UEaaEDQHiBD5riv8ASMTcFWrOy3Z/XpV+SqmE5JxibmETU0htBaE04hRUnfZCN6m5JyruknUgxJIwZhRDku8jDdOS5KI3bCxKozNJsRlSbdUWURYdpibgQuCnVbZDsxrqpddXwHRZlUo80+ypcmi6VtfezoNQnkDcaDSH8zs/wRONqZm8I0h5tZzKQ5JNqSo5iq5BGpupR/0j2mLFAiLggxgrCQlZiRGGqaJabSEzDPRUZHgCVALTayhdSjrzUTzMV/GVJw/heh9Ko+EqC9NFW4l5V5kN7/MixZbypOqg2lOtkhKbq0TF8hrP0yn1RkS9SkZeaaCgoIfaS4kEc7EcdYXBhG0B3A1AxUnvrsow249S5iRm5Wf3JcKFOy0+VuOoQ3cZESziBquwczcrQlM4ywocOzFSXsuw0tcysKW2ppBQtkyC57K51OsvK0EXOmYhXK0b3MUqnzQImZKWdByXDjSVXyklPHsJNuy5tDdWGsPrdU8qiyJWokqV0dFycwXc6ccwCvKAYm4KlsxxU3jiiKnXaPLySGVS+5aZcKkpadl23kJPCykhzKbaXToBF1NOkz/vcecwGJCTp6A3JSrLCXHt4sNthAUs8VG3Enth3C4K85gHBTsnO09zCdKVLVIlU610RGSZPa4LWUdTqYWewbhWZm1z8xh6QdmXJUyK3Vy6VLVLE3LRJFygn2PDxRNwIgEAjAmDG2w03hSlJQE5AlMm2E5bWta1rW0tHdRwXhOryD1Lq2G6dOycwsuPS8xLIcbcWdSpSVAgqOupF9YnIEAVtjZ3gSWb3Uvg6jtoyBqyZJsdQILYTw1AQSm3YSOBhdnBGEJdM0iXwvTGkzxCpoIlUJD5BuC5YdaxJOt4nYELgr68A4JcLyl4RpCjMNlp0mSbOdBVmyq01GbWx0vrDfEDdIwThWqVimUOUQmSl1zIYbSGkLUlFhfKNNABfsHii0Rw8y2+2pp1CVoWkpUlQuCDxBHOFwVvCE+jEdDlqq/IssuLXMNLS0oqQVNPKbKkk62OS48sPJnBuFpyccqE3h2nPTTrW5cfclUKcW3a2QqIuU25HSJJiVl5NLctKsNstNoyobbSEpSBawAGgEOYm4IF7BGEJiYdnH8L0tx98pLrqpNsrcyiwzG1zYEjXlBLwJg12XTKOYVpKmEBSUtKkmygBSgpQta1iQCe0i8T8CFwQaMGYTafXMt4apqHnC2pTiZVAUot+ASbcU8jy5QJbBWEpOUckJPDVNYlnnQ+4y1KoShbgIIWpIFioEA343APKJyBEXBXl4AwO4lxDmD6OpLqEtOAyTZC0AghJ01AIBA7REBtAwhgGRwnPzs/s/w/U0JCU7ibkmlNrU4sIuu6Tpddz2i8aBCb7DMyyuXmGkONOApWhaQpKgeIIPEQuDAK3jLC9CYoi5TZlhpXfBqXZcG7QkNrmHnmwU2R97Cm1KVzIc4jidewjUGcS4fkqy5INsLmW1FbaFFSQpKyk2PMEgmJJOGcPIvkokgMyVJNpZGoUkJUOHApABHYAIeMsMy60MsNIbbQ3lShCQEpAsAABwETcEdN4SwzPzrdRnqBITM2ygtNvuy6VuJQQQUhRFwDc6eMxFz2yrZrVGEytRwBh+ZZRlKW3aaypKcqwsWBTbRYzeXWLZAiAQlEwZhXDUl3tw7h6Qpkpr6xJsJZb1/ipAEInZ7gXcmX9SFG3RGUt9Bay2uk8MvalPxU9giwwIAi2MOUKVe38tSJVp0KUoLQ0Equq2Y3HM2F+2whqrAmDFradXhWlFbK0utq6Ii7a0kkKSbaEXNiNdYnoEAZzjqaoWzCls1SgYTpSXXnX0qCEJYGVLDj69UC5KtyB5SDyi8MScm+gOmXAzpCrX4XELTcjJz7YZnZVmYbCgsIdbCxmHA2PMdsKoIzLT2W+aFwR83hqgz6s89SZWZO6Wxd5oL9bXbOjX2KrC44GwvDdjBOEZZSVy2G6aypJuCiVQkg9ax0H/OL+OrtMTcCAIh3CWGn22mn6HJOIYQG2gthJDaQpKgE3GgCkIIA5pSeQhodneBwwqXawtTWEqSU3l2EsrTe5ulSLKSQSSFAgg6ggxYoELgqlG2V7O8P09ilUnB1MZlpZRW2ksBagsqzFZUq6lLJ1KiSSdbw1naXTpCZVJSUmxLy7IShtppsIQhISLAAaARdDwMVasC9ReP6P/dEWi7GOo2tx5N2/wD+Hif8ha+dUZotaG0KccWlKUjMoqNgAOOsaVt9UFY6SUm/7ya+dUZo640wyt+YWltptJUtazZKUjiSTwEfl7pfCT6QYl2f03wP0l0UnFaCwybX0EVdum0ablm5BOIWH5bvQplG7IHrK0AF0KBy2KQDw0vxsbRDTVDw2+Zd+YxgzvZdtS0k5rqzK1v18xsAEgXzADVWXSJdiRoE/KtSLOImZiXXSFS7QaWCSy4hN3AUmxBTlI09le9jaIp+i4WdyqmMTy6nWGnGgVFQIUpWt+vmukJsNcwA1UU6Ru4GUqTd51I90G+fYXxCjJfRi++SXLtNPDTbOFKS0yvM2h6YShV73AQzYwxh20iXawnSZeWeS4006+lCgoG6QhkA6doENOEeXx1GpKs5JN7uB2MHOGzaut749ofCG9KTILxUXkT7bs22iXQuXCwVMIK1EEjinOe3jkHZCjz7Es0uYmHkNNNJK3FrUEpQkC5JJ0AA5wzoMxRpnFCKjI1ZiYdm2JZCUNuJUC2lSlpUCONw8D5CDzjJo+jVVRvVkt3B81kxjKlPZtNrx7D6R1HWkO/oD5xFfe/Bl/oxO1B9pdJdDbiSSkaA37IgXVpMssBab5e2P1rSySPyrIyyim22TFPiolEP+vn42oXOp4mMVoywnbJik3T/AAHReJ/56fv84jVu/DYv641x5uo+mNyq1ZIx01YmGfvyP0hEuOEVGTxFIdIBemG0oSdVJUFDQ+K8TzOIKM82HGqg0tJ5g3jVZlJGBDHv3SvdrcDv3SvdrcQByr8IR+ir+yFYjjWaWXQrprdgCOPkjrv3S/djfngB/Ahh37pfuxvzwO/dL92N+eAH8CGHful+7G/PA790v3Y354AfwIYd+6X7sb88Dv3S/djfngB49q2oeKO4j11mmKQQJ1vzx135pY/38154AfQIY9+qWdOnNeeB35pY/wB/NfGgB9AhiKzTCfw1ofDB9+aV7ua88APYTf8AvLn6Jht35pfu5rzxw7WKWppaRPNXIPOAH6eEHDFNYplvw1r40H34pnu1r40APYEMu/FM92tfGgd+KZ7ta+NAD2BDLvxTPdrXxoHfime7WvjQA9gQy78Uz3a18aB35pnu1r40AOWPvf8ApK+cwpEezWKYlABnGhqefjjvvzS/dzXngB7Ahl35pfu5rzwO/NL93NeeAHsCGXfml+7mvPA780v3c154Aewm1xX+lDbvzS/dzXnhNFapgzfvxvVRPGAJGBDDv3TPdbfngd+6Z7rb88AP4EMO/dM91t+eB37pnutvzwA/gQw790z3W354Hfume62/PAD+BDDv3TPdbfngd+6Z7rb88AO3fYfpiFIjl1mmqy2nG9FA8Y7790z3Y354AfQIY9+qX7sb88Dv1S/drfngB9Ahj37pnuxvzwO/dM92N+eAH0CGPfume7G/PA790z3Y354AfQIY9+6X7sb88H36pfu1vzwA5V99H6J+cQpEeqsUsuJPTW+BHGOu/dM92N+eAH0CGPfume7G/PA790v3Y354AfQIZd+aX7ua88Ea1Sx/v1s/DAD6BDLv1S/drfngu/dL92N+eAH0Jn7+P0P7YaitUs/79b88cmsUwOZ+mtnS3GAJCBDHv3TPdjfngd+6Z7sb88APoEMe/dM92N+eB37pnuxvzwA+gQx790z3Y354Hfume7G/PAD6E2/vjnlHzQ1790z3Y3544RWKaFrJnWgCe3xCAJGBDHv1S/dzUDv1S+PTWvPAD6BDDv3S/drXxo679Uu34c154AeHgYq1YNqi8P0f+6ImxW6XznWvPFfqc1LPzzrrTqVJVaxB46CJRjmrn5i1E5lC/OAkmxN4ECLcDY4nZJB0NrR2lSslsx4HnAgRK3+BjX6+Am8TmHkhO57YECK8Q9woxq4AdRY/MYO5vxgQIlCIkdLeSCHCBAirDD7YIeHAgQ4kIAJzcYO501gQIMkFz2wLntgQIgBKJtxjm57TAgQALntMC57TAgQALntMC57TAgQALntMC57TAgQALk8THR8GBAgDmBAgQAIECBAAgDjAgQAauMFAgQAIECBAAgQIEACBAgQAIFz2mBAgAXPaYFz2mBAgAXPaYFz2mBAgAwTfiYK5txgQIAFz2wLntgQIAFz2wLntgQIAFz2wLntgQIAFz2wLntgQIANMFc9sCBAAue2Bc9sCBAAue2Bc9sCBAAue2Bc9sCBAAue2Bc24wIEAH2QVz2wIEAC57YFz2wIEAC57YFz2wIEAC57YFz2wIEAC57YFz2wIEAC57YFz2wIEAC57YFz2wIEAC57YFz2wIEAC57YO5txgQIAK57TBgk8TAgQAFE9pg7m0CBABXOa146ue0wIEWRVn/9k=" width="306px" alt="автоматическое выставление стоп лосс и тейк-профит в quik"/></p>
<p>Автоматическое выставление&nbsp; стоп заявок тоже –сложный вопрос. У заявки стоп-лимит&nbsp; тогда сигнальная цена должна быть ниже рынка. Это когда мы закрываем позицию с проигрышем. Иначе она молниеносно исполнится, и Вы будете раздосадованы, потому что вы вошли в позицию. Зажатие клавиши&nbsp;Ctrl&nbsp;приводит к остановке изменения цен в таблице котировок, объемы при&nbsp; этом продолжают изменяться. Это позволяет точно снять/создать заявку по желаемой цене.</p>
<p>При открытой позиции удерживая клавишу Shift клик левой клавишей мыши в одной области, затем второй клик в другой области. Ответы на финансовые, правовые, экономические и многие другие вопросы подготовили специалисты КИТ Финанс Брокер.</p>
<p>И чтоб сделка гарантировано закрылась, не забывайте его выставлять. Затем выбираем необходимое количество контрактов и нажимаем ввод. Как выставить тейк-профит и как установить стоп-лосс. В строке «Выставление Stop-Loss/Take-Profit» настраивается «расстояние» от цены входа в позицию до ценовых уровней, на которых нужно выставить SL/TP. Настроить параметр можно в шагах цены (по умолчанию) или в процентах от цены открытия позиции. В CScalp можно настроить автоматическое выставление SL/TP.</p>
<p>То есть, «обрамлять» цену входа и автоматизировать выход из позиции при достижении расчетной прибыли или при достижении допустимого убытка. В QUIK заявки размещаются с графика, стакана, через главное меню, а также с помощью «горячих клавиш». Рассмотрим подробнее, какие заявки доступны в QUIK и как их выставлять. Статья подготовлена командой терминала для торговли на Московской бирже CScalp.</p>
<p>К примеру, иногда трендовое движение очень плавное, с небольшими зонами консолидаций, а иногда с существенными откатами. Если мы будем протаскивать стоп-лосс вручную, то это гораздо проще отслеживать. В случае&nbsp;грамотного подтягивания стопа&nbsp;самостоятельно, за зонами консолидаций, либо за уровнями, результативность торговли повысится. В частности в своей торговли я использую некоторые формации построенные на этом принципе. А теперь перейдем к установки&nbsp;трейлинг-стопа в квик. Вообще, больше всего скользящие стопы подойдут трейдерам, которые торгуют внутри дня и одновременно открывают позиции по нескольким инструментам.</p>
<p>Девон-рекс короткошерстная разновидность кошек, приехавшая к нам из Британии. Они характеризуются мировым, ангельским характером и не менее милой видом. Описание породы девон-рекс сообщает, что средний вес животных составляет от 2,5 кг до 4,5 кг. Кот девон-рекс обычно мощнее и мощнее, чем кошка.</p>
<p>Стоп-заявки имеют высокую скорость исполнения и сразу поступают на биржу. Рекомендуем начинающим трейдерам ознакомиться с нашим бесплатным курсом скальпинга. Как активировать терминал, мы разобрали на примере ВТБ в статье&nbsp;Как войти в QUIK через ВТБ Мои Инвестиции. Терминал QUIK – торговая платформа, предлагаемая практически всеми брокерами, работающими на Московской бирже. Через QUIK на MOEX попадает существенная часть корпоративных и частных заявок.</p>
<p>• Тейк-профит — значение тейк-профита в указанных единицах. Покупка акций Газпром &#8211; совершим покупку на отбой от уровня 144,55 руб. Текущая цена – 144,64 руб.Вызываем окно стоп-заявки и выбираем – (Тейк-профит). Таким образом, Спрэд (защитный спрэд – проскальзывание) выставляем, ориентируясь по «стакану», в зависимости от тех цен и объемов, которые находятся в стакане. Айсберг можно представить как поезд с вагонами, выходящий из тумана.</p>
<p>Если он не выбран &#8211; обратитесь с этой проблемой к своему брокеру. Весь контроль/учет производится на сервере Quik, поэтому можно после выставления стоп-заявки отключиться от Quik. На текущий момент данную задачу можно решить только программно, встроенных решений в Квике нет. Вы можете самостоятельно запрограммировать код, либо воспользоваться готовым решением. Необходимо зайти в меню НАСТРОЙКИ/ОСНОВНЫЕ выбрать вкладку транзакции и в окошке, напротив &#8220;окно подтверждения&#8221;, убрать галочку и нажать ОК. Купите программируемую мышь или настройте горячие клавиши для выставления рыночной заявки в Квике.</p>
<p>Кликаем ПКМ, появится контекстное меню, где можно выбрать «Новая заявка» или «Новая стоп-заявка». Выбираем тип заявки, появится стандартная форма подачи ордера. Цена свечи не переносится в ордер автоматически – по умолчанию, в окне будет указана текущая рыночная цена инструмента.</p>
<p>Данная настройка позволяет переводить стоп-лосс в значение средней цены позиции, если не происходило движение цены. Поддерживается автоматический запуск и остановка исполнения скрипта по конкретному торгуемому инструменту по времени. Существует возможность автоматически закрыть позицию по инструменту по истечении времени.</p>
<p>В колонке «Доступные транзакции» выбираем тип транзакции – ввод заявки. Появится форма подачи заявки, где можно выбрать инструмент, направление сделки (покупка или продажа), объем ордера. По умолчанию, будет выбран инструмент, выделенный в таблице инструментов на рабочем пространстве. Также можно щелкнуть правой кнопкой мыши название выбранной акции в таблице торгов, и в появившемся меню выбрать «новая стоп-заявка». Проскальзывание отдаляет или приближает фактическое выставление заявки при срабатывании Стоп-Лосса.— Положительное значение выставит заявку на противоположную сторону стакана.</p>
<p>1) В случае если цена пойдет в нашу сторону (вверх) зафиксировать прибыль на уровне 132,80 руб. (Тейк-профит – 132,80 руб.) – это условие будет отображаться в «стакане». Для того чтобы сохранилась данные стоп-заявки (отступы между линиями) при перетаскивании стоп-заявки на графике, необходимо зажимать (Ctrl). Это важно, потому что если вы будете переносить стоп-заявку по графику без (Ctrl), то стоп-заявка изменится не целиком, а изменится только стоп-цена. Если обычные (Лимитированные заявки) выставляются только в момент торговой сессии, то (Стоп-заявки) можно выставлять всегда, даже тогда, когда торги уже закрылись. После закрытия торгов, можно открыть стоп-заявку на следующее утро, например на пробой того или иного уровня (также можно выставить время работы стоп-заявки например – до отмены).</p>
<p>Этот Спрэд нужен для того, чтобы наша заявка не осталась висеть в стакане. Также в этом контекстном меню доступна функция отправки айсберг-заявок – для этого нажимаем «Новая айсберг-заявка». Форма подачи айсберг-заявки похожа на стандартную, где указываются цена, количество лотов и т. Параметры непосредственно «айсберга» трейдер не выбирает – биржа «разбивает» объем самостоятельно. SL работает в обратную сторону – закрывает позицию, чтобы сократить потенциальные убытки. Если не отслеживать цену, то потеряем деньги.</p>
<p>Выставлять стоп-заявки можно как перед началом торгов, так и после окончания торгов, при условии, что вы подключены к серверу и у вас выставлены лимиты по бумагам и денежным средствам. Всё зависит от регламента работы сервера Quik у брокера. Есть сервера &#8211; почти круглосуточные (кроме технической профилактика). В текущей версии торгового терминала QUIK такой возможности нет. Требуемый функционал можно реализовать, используя Qpile.</p>
<p>Торговать каждый день, выставляя с десяток заявок, в QUIK не очень удобно. CScalp помогает решить эту проблему, поскольку интерфейс и функционал терминала заточены под активный внутридневной трейдинг. Кроме того, можно снять приказ через стакан. Для этого наводим курсор на цену, на которой размещена заявка, кликаем ПКМ и выбираем в меню «Снять заявку».</p>
<p>Описание породы девон-рекс говорит, что обыкновенный вес животных составляет от 2,5 кг до 4,5 кг. — Путает или не знает как выставлять стоп лосс и тейк профит. Если стоп-ордер будет содержать этот комментарий, то такой ордер не будет рассматриваться в процессе поиска. В этом коридоре (83,50-83,60руб.) будут находиться контракты для покупки с нужной нам ценой. Мы хотим купить актив (акции &#8211; Аэрофлот), и в данный момент цена базируется на отметке 83,38 руб.</p>
<p>Бывает достаточно тяжело уследить за всеми бумагами и подтаскивать стоп вручную. Естественно, при этом необходимо грамотно подойти к отбору трендовых инструментов. Так как если вы будете использовать трейлинг стоп-лосс, торгую во флэте, то вы его довольно часто будете ловить. Девон-рекс короткошерстная разновидность кошек, прибывшая к нам из Англии. Они характеризуются отличным, нежным характером и не меньше привлекательной внешностью. Описание породы девон-рекс сообщает, что средний вес животных равняется от 2,5 кг до 4,5 кг.</p>
<p>Тейк и Стоп выставляются роботом только после полного исполнения торговой заявки и если эта заявка не результат сработки своих Стопов или Тейков. Мы представляем вашему вниманию нашего робота помощника для автоматической выставления Стоп-Лосса и Тейк-Профита в торговом терминале Quik. И еще&nbsp; это будет зависеть от волатильности на тот момент. Можно везде в этих двух графах поставить 0, и выставить заявку. Здесь нужно еще указывать&nbsp; отступ от max (максимальный) и защитный спред. Рекомендации здесь сложно дать, ведь для каждого инструмента они будут абсолютно индивидуальными .</p>
<p>Значение 1, например, можно оставить на случай резкого выноса в сторону Тейк-Профита, чтоб сразу не фиксировать прибыль при малом профите. Сегодня статья&nbsp; посвящена&nbsp; выставлению стоп заявок в quik и очень много примеров будет. Нигде&nbsp; в интернете я не видела&nbsp; разбора этой темы с примерами,&nbsp; когда училась торговать. Это достаточно простые действия, и научиться им надо всего лишь один раз. И не просто научиться, а понять, как их делать. На правой стороне заявки в графе «Отступ от max» ставим «0».</p>
<p>Терминал будет активировать ограничительные ордера сразу после открытия позиции. Обратите внимание, что Stop-Loss и Take-Profit настраиваются отдельно для каждого торгового инструмента. Если вы хотите настроить универсальные параметры SL/TP, которые будут работать по умолчанию для всех инструментов, изучите инструкцию Как настроить биржевой стакан в CScalp. Терминал сохраняет пользовательские настройки.</p>
<p>В стоп-лимите сработает сначала триггер-цена, например, на $91, которая «создаст» лимитный ордер на $90. Затем, по достижению цены в $90, сработает «лимитник». Лимитная заявка – ордер, в котором цена исполнения назначается трейдером. Трейдер указывает, что покупает/продает, сколько лотов и по какой цене.</p>
<p>Если (Отступ от max) сделать минимальным, например 0,01 руб., то приказ сработает даже при самых незначительных сдвигах. Рассчитываем разворот движения цены (отскок) от уровня поддержки (такие сигналы появляются достаточно часто). Дождаться, когда актив немного подрастет, а потом купить.</p>
<p>Если при нажатии F2 не появляется окно ордера, а включается какая-либо из системных опций Windows, то нужно нажать «FN + F2» (актуально для ноутбуков). Например, когда на бирже нет спроса или предложения, полностью покрывающего объем заявки. В терминале QUIK реализованы рыночные, лимитные и условные заявки. После включения этой функции она станет активна только при следующем запуске робота в Квике. Псевдо рыночное исполнение – аналог рыночной стоповой заявки. Даже самые опытные трейдеры могут допустить ошибку при выставлении Стоп-Лосса или Тейк-Профита.</p>
<p>Обычно рыночные заявки используются, когда нужно срочно купить или продать. Также рыночные заявки используют инвесторы и долгосрочные трейдеры, которым не важно выверять точку входа в рынок до “миллиметров”. Если цена пойдет вниз и по рынку пройдет первая сделка по цене 95 рублей или ниже, в рынок уйдет заявка на продажу по цене 94,98 рубля, вторая заявка будет автоматически отменена. Девон рекс короткошерстная разновидность кошек, прибывшая к нам из Англии. Они имеют добрым, мягким характером и не меньше приятной экстерьером.</p>
<p>«Лимитки» попадают в стакан, где «ждут», пока биржа найдет для них соответствующего продавца/покупателя, заинтересованного в предложенной цене. Чтобы установить автоматический стоп-лосс (заявка «стоп-лимит»), вы должны установить цену условие, и цену исполнения. Если на рынке пройдет хотя бы одна сделка с ценой, равной цене-условию, ваша заявка будет выставлена на рынок по цене исполнения, и станет обыкновенной лимитированной заявкой. Будет использоваться лимитная заявка по рыночной цене. Хорошо подходит для случаев перемещения стоповой заявки на графике. Цена выставления всегда находится на нужной цене, по которой Стоп-Лосс в случае сработки гарантированно сразу исполнится.</p>
<p>А в условиях конкурентной торговли на бирже, необходимо особое внимание уделять контролю рисков во время торговли на рынке. Как выставить&nbsp; правильно связанную заявку, рассмотрим в следующих статьях. Надеюсь, вы уже разобрались с тем, как выставить простую заявку для входа в рынок. Тогда вы научитесь ставить на автомате все эти приказы. Но не обольщайтесь на то, что сразу начнете зарабатывать в трейдинге и купите себе квартиру, машину и т.п. Это достаточно сложная профессия, хотя кажется простой.</p>
<p>Допустим, у вас есть акции, купленные по цене 200 рублей за лот. Одновременно вы желаете ограничить возможные убытки и готовы при цене 180 рублей закрыть позицию с убытком. Исключение – ситуации, когда позиция не может закрыться из-за ограничения дальности заброса.</p>
<p>Ранее установленная заявка снимается в момент, когда Вы отпускаете линию. Выберете пункт меню &#8220;Настройки&#8221; &#8211; &#8220;Основные&#8221; во вкладке &#8220;Транзакции&#8221; поставите галочку &#8220;Подтверждение транзакций&#8221;. В момент отпускания линии запросится подтверждение и после того как Вы согласитесь, снимется ранее установленная заявка и выставится новая.</p>
<p>Открой таблицу &#8220;Таблица стоп-заявок&#8221;, выделите в ней строку с заявкой, которая в колонке &#8220;Состояние&#8221; имеет значение &#8220;Активна&#8221;, нажмите комбинацию клавиш Ctrl+D. Как сделать две стоп-заявки, по одному и тому же инструменту, но разные по направлению и объему? При срабатывании одной из заявок другая должна сниматься. • Перевести в безубыток после указанного значения минут.</p>
<p>Однако цена может и дальше расти, и в этом случае мы можем продать актив по более высокой цене. Альтернативное использование (Тейк-профита на развороте цены) – открытие сделки на отбой от какого-либо уровня. При достижении цены акции Роснефть 216,30 руб., в торговую систему поступает лимитированная заявка на покупку фьючерса на Роснефть (RNH5) по цене 21500. Была выявлена определенная взаимосвязь между движением двух различных финансовых инструментов (акции Роснефть, и фьючерсы на акции Роснефть).</p>
<p>Альтернатива – установить SL, например, на цене в $90. В таком случае, терминал автоматически закроет позицию, как только цена снизится до $90. Мы потеряем $10, но защитимся от большего падения. Они исполняются за счет лимитных заявок, лежащих в стакане. То есть, рыночная заявка реализуется по лучшей текущей цене.</p>
<p>Если не наступило условие исполнения &#8211; стоп-заявка со сроком действия &#8220;до отмены&#8221; будет действовать пока не будет отменена. Если условия наступили и заявка выставилась, то если в ходе сессии заявка не исполнилась, то она снимется в конце торговой сессии. На площадке ММВБ денежные средства блокируются как для стоп-заявок, так и для заявок в размере покупаемых активов.</p>
<p>При пробое, например индекса в каких-то ценовых значениях, мы или откроем нашу торговую позицию или наоборот ее закроем. Чаще всего такая стратегия используется при движении базового актива (акции) и производного финансового инструмента (например, фьючерса). Логика сводится к следующему, смотрится цена по одному финансовому инструменту, а торгуется по другому (стоп цена выставляется по другому финансовому инструменту). В «стакане» часто случается проскальзывание цены, поэтому в поле «цены» стоп-заявки указывают цену с учетом проскальзывания. Если эту цену не указать, то рынок может перескочить цену, которая указана в «стоп-лимит» и не вернуться к ней, тогда заявка не сработает. Поэтому для подстраховки, указывается цена с учетом проскальзывания.</p>
<p>Сначала рынок увидит первый вагон и «разгрузит» его – купит/продаст объем, указанный трейдером в «шапке» айсберга. Как только первый «вагон» разгрузится, из тумана появится второй. Айсберг-заявки нужны, чтобы проводить крупные сделки без потери ликвидности и без прямого влияния на рыночную цену.</p>
<p>Если установлены настройки по трейлинг стопу, то по мере движения цены происходит сдвиг стоп-лосса, что позволяет защитить полученную прибыль. Также реализована возможность закрыть половину позиции при достижении указанного ценового уровня по тейк профиту. Используя нашего робота-помощника вы сможете спокойно сосредоточиться только на поиске точек входа, а технические моменты по сопровождению позиции будет робот сам. При результаты вашей торговли точно станут лучше. Мы представляем вашему вниманию нашего робота-помощника «Multi AutoStop» для автоматической выставления Стоп-лосса, Тейк-профита, Трейлинг-стопа, Безубытка в торговом терминале Quik.</p>
<p>Также можно выставлять диапазон в процентах (т.е. Отступ от max и Защитный спрэд не &#8211; в валюте цены, а в процентах). (Тейк-профит) – эта заявка с условием &#8211; (исполнить заявку при ухудшении цены на заданную величину от достигнутого максимума (на продажу) или минимума (на покупку)). Тейк-профит обычно используют для закрытия позиции с максимальной прибылью. Также возможно и альтернативное использование тейк-профита – для открытия позиции (покупки &#8211; на развороте цены вверх (long) или продажи &#8211; на развороте цены вниз (short)).</p>
<p>Например, когда наш объем – 100 лотов, а в разрешенном диапазоне цен «нашлось» только 50 лотов. В таком случае SL/TP закроет позицию частично, на остаток терминал выставит лимитную заявку на закрытие. Ордера Stop-Loss и Take-Profit в терминале CScalp устанавливаются комбинацией «горячая клавиша + клик мышью по нужной цене в стакане». Указывать тип ордера – Stop-Loss или Take-Profit – не нужно. CScalp автоматически определит, какой ордер вы выставляете.</p>
<p>Если выбираем «Новая заявка», появится стандартная форма подачи ордера. Если выбираем «Новая стоп-заявка», появится окно подачи условных ордеров. Это заявки, в которых объем разделен на несколько частей.</p>
<p>В этой ситуации можно просто не успеть выполнить стоп заявку на продажу по цене в 180 рублей и тогда реальная цена исполнения может составить, скажем, 160 рублей. Если сразу купить актив с текущих позиций, то может оказаться так, что цена продолжит двигаться вниз, пробив уровень поддержки. Как в торговом терминале Quik одновременно выставить стоп-лосс и тейк-профит? Пример, куплены акции Сбербанка по 100 рублей, необходимо одновременно выставить заявку типа стоп-лимит на уровне 99 рублей, а тейк-профит по 105 рублей. • Стоп-лосс — значение стоп-лосса в указанных единицах.</p>
<p>Этот тип стоп-заявки очень удобен для внутредневной торговли. Со связ.заявкой – это Стоп-лимит со связанной заявкой. Заявка такого типа выставляет одновременно две части, Стоп-заявку (Стоп-лосс) – фиксация убытка и лимитированную заявку в стакан (Тейк-профит) – фиксация прибыли. Все выставленные вами Стоп-заявки сохраняются на сервере у Брокера, и исполняются при достижении определенных значений (заданными вами).</p>
<p>Для начинающих трейдеров у нас есть бесплатный обучающий курс. Также вы можете использовать наши бесплатные сигналы и анализировать торговую историю в Дневнике трейдера. Горячая клавиша для выставления SL/TP настраивается. В меню «Настройки» перейдите в раздел «Горячие клавиши». Далее мы рассмотрим настройки Stop-Loss и Take-Profit под отдельный торговый инструмент.</p>
<p>Цена (83,60) &#8211; мы купим свой актив в пределах этой цены, это размер максимального отклонения (выставить заявку по цене 83,60 руб). Также мы можем выставить заявку тейк профит и стоп-лимит (Рис. 2). Отличается она тем, что здесь мы можем выставить защитный стоп-лосс. Более подробно об этом вы можете прочитать здесь. Итак, правой кнопкой мыши нажимаем на стакан заявок и выбираем пункт “новая стоп-заявка”. Затем меняет тип стоп-заявки на «тейк-профит».</p>
<p>Допустим, у вас есть акции, купленные по цене 200 рублей за лот, и вы хотите ограничить убыток. Вам нужно выставить стоп заявку на 20 рублей ниже. Если курс акций упадет, и достигнет цены 180 рублей, то позиция закроется. Если же цена начнет расти и, например, достигнет 202 рубля, то стоп заявка поднимется на 2 рубля. А разница между ценой стоп заявки и текущей заявкой по-прежнему останется равной 20 рублям.</p>
<p>Если хотим поставить «лимитку», придется вписать цену «руками» в поле «Цена». О необходимости и пользе заявок стоп-лосс говорить, наверное, нет необходимости. В программе QUIK есть вид стоп-заявки под названием «Со связанной заявкой», но возможный срок действия ее – только текущая торговая сессия, что не всегда достаточно. Стоп заявка на покупку (Buy stop order) – превращается в рыночную заявку на продажу, как только произойдет сделка по цене не ниже, чем указанная цена. Стоп заявка на покупку всегда ставить выше текущей рыночной цены. Обычно используется для того, чтобы ограничить потери или защитить прибыль при короткой позиции.</p>
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" width="309px" alt="автоматическое выставление стоп лосс и тейк-профит в quik"/></p>
<p>Появляясь «по чуть-чуть», айсберг-заявка распродает заданный объем без привлечения внимания к крупному объему. Следовательно, без негативного изменения стоимости актива. Активные трейдеры реже используют рыночные заявки. Во-первых, маркет-заявка не дает точно выбрать точку входа в позицию (возможно проскальзывание). Во-вторых, выбирая рыночный ордер, трейдер автоматически теряет деньги из-за спреда, поскольку соглашается на текущую цену. При достижении рыночной ценой уровня примерно в 100 рублей можно будет заменить заявку на новую, подняв уровень стоп-лосса на уровень безубыточности.</p>
<p>Девон рекс короткошерстная разновидность кошек, пришедшая к нам из Британии. Они характеризуются приятным, мягким нравом и не менее отличной внешностью. Историю породы девон-рекс сообщает, что средний вес животных составляет от 2,5 кг до 4,5 кг. Кот девон-рекс обычно больше и увесистее, чем кошка. Выберите стоп-заявку со статусом «Активна» из «Таблицы стоп-заявок», далее нажмите комбинацию клавиш alt+F6, после чего выбранная заявка активируется. Чтобы снять стоп заявку выделите её и нажмите клавиши Ctrl+D.</p>
<p>Подобная таблица открывается в QUIK по умолчанию. Если ее нет, нажимаем «Создать окно», затем «Заявки» или «Стоп-Заявки». Наконец, можно отправить заявки через горячие клавиши.</p>
<p>В первую очередь эта возможность заключается в том, что заявка (Тэйк-профит), позволяет нам оптимизировать прибыль. Цена активации – цена, которая пройдет по акциям Росснефти. Вызываем окно стоп-заявки и выбираем – (Стоп цена по другой бумаге). Чтобы отправить заявку с графика, открываем график нужного инструмента. Это можно сделать, выбрав тикер в таблице инструментов или через «Создать окно», «График».</p>
<p>Однако цена может и дальше проваливаться вниз, в этом случае мы можем купить актив по более низкой цене. Как только (левой картинке – цена исполняемой лимитируемой заявки) стоимость акции превысит уровень 216,30 руб., в торговую систему попадет сигнал на покупку фьючерса. Обычно, чем больше объем покупки инструмента (Кол-во лот), тем больше нужно выставлять потенциальный спрэд. Также нужно отметить, чем ликвиднее инструмент, тем меньше потенциальный спрэд. QUIK можно использовать в связке со скальперскими приводами. Например, к через QUIK к Московской бирже можно подключить терминал CScalp.</p>
<p>Если часть объема не будет распродана по разрешенным ценовым уровням, то терминал откроет лимитную заявку на закрытие позиции (при условии, что SL/TP размещен на стороне приложения). Если для дальности заброса задать параметр «0», то терминал распродаст объем по доступным ценовым уровням. Скажите пожалуйста как в квике версии 6,15,1,17поставить заявку на покупку и стоп лосс одновременно, что бы не ждать у монитора когда она исполнится.</p>
<p>Если хотим продать – по ценам Bid (заявки на покупку, зеленый блок). Чтобы не ждать, пока цена вырастет, устанавливаем Take-Profit на отметке в $109. Когда цена дойдет до $109, ордер автоматически отправит на биржу лимитный ордер на продажу по $110, чтобы продать акцию и зафиксировать прибыль. Stop-Loss и Take-Profit – условные заявки, ограничительные ордеры, которые закрывают позицию по достижению заданной цены, триггера.</p>
<p>1.Робот «»Stop &amp; Profit» для терминала QUIK.2.Подробное Руководство по установке и описание Робота. Выключение же этой функции будет реализовано без перезапуска робота (после сохранения и нажатия на кнопку Применить). Если скрипт не оставляется запущенным при закрытии Квика, то можно использовать любой. Инструмент для которого запускается эта копия робота. А вот как раз разница между&nbsp; сигнальной ценой и заявочной ценой на покупку/продажу&nbsp; и есть защитный спред.</p>
<p>Выбираем нужный инструмент через меню «Создать окно», «Котировки». Выбираем инструмент, появляется окно со стаканом (таблицей котировок). Два режима запуска скриптов на выбор.У терминала Квика есть особенность, при запуске сразу после соединения приходят события о совершённых ранее сделках. Робот может реагировать на них как будто эти сделки только что совершены. Стоп — Величина в шагах изменения цены инструмента на расстоянии которого будет выставлена связанная заявка Стоп-Лосса. Тейк (от цены входа) — Величина в шагах изменения цены инструмента, на расстоянии которого будет выставлена связанная заявка Тейк-Профита.</p>
<p>На площадке FORTS, без учета позиций по опционам, денежные средства блокируются только под заявки в размере гарантийного обеспечения контрактов. Если все денежные средства были в заявках и были выставлены стоп-заявки, то при срабатывании, заявка, отправляемая по стоп-заявке будет отвергнута системой. Скорость выставления уровней заявок Stop-Loss и Take-Profit в сотню раз выше, чем вы будете выставлять вручную. Это в приоритете при торговли внутри дня и скальпинге.</p>
<p>При перемещении стопа надо зажать &#8220;Ctrl&#8221;, что бы цена исполнения в стопе тоже менялась, если перемещение проводится без зажатой клавиши, то поменяется только стоп-цена. Для того, чтобы снять стоп-заявку, которая была выставлена на сервере, ее нужно &#8220;Сделать своей&#8221;, через пункт контекстного меню в таблице стоп-заявок. Возможности сделать это программно нет, поэтому рекомендуем работать на одном сервере. После того как от достигнутого максимума, цена снижается на 0,20 руб., в торговую систему поступает сигнал исполнить заявку и заявка будет исполнена с более выгодным результатом. Наиболее сложная и часто используемая заявка (Тэйк-профит), позволяет добиваться эксклюзивных возможностей.</p>
<p>Когда цена акции подойдет к уровню 216 руб., фьючерс уже может быть гораздо выше. В этом случае мы не совершим сделку, но заявка попадет в стакан. Если наоборот цена фьючерса будет гораздо ниже, то в этом случае все замечательно, поскольку мы непосредственно совершаем сделку по текущим рыночным ценам. Нужно всегда учитывать корреляцию цен, они не всегда могут быть достаточно тесно взаимосвязаны. (Стоп цена по другой бумаге) используется на коррелирующих (взаимосвязанных) между собой инструментах. Например – (акции и фьючерсы (или индекс наиболее ликвидной акции), цена золота и цена золото добывающих компаний, цена нефти и цена нефти добывающей компании и.т.п.).</p>
<p>Быстрое выставление стоп-заявки&nbsp; не рекомендую. А такое выставление может привести к тому,&nbsp; что вы что-то напутаете с сигнальной или лимитированной ценой. Но, если это касается только удобства вывода на экран&nbsp; окна стоп-лосса, тогда&nbsp; нажимайте на клавиатуре на F6. Заметьте, что для каждого инструмента этот защитный спред будет свой. Это опять же зависит, в какое время торгов вы поставили приказ, волатильность, ликвидность инструмента.</p>
<p>После чего у нас появится следующее окошко, смотрим рисунок (рис.1). Правильно выставленный тейк профит способен автоматически зафиксировать прибыль по позиции, что позволяет не проводить целый день за компьютером. Вот только, как показывает практика, далеко не все понимают как &#8220;правильно&#8221; выставить тейк профит. В колонке «Доступные классы» выбираем инструмента.</p>
<p>Если SL/TP размещается на стороне приложения, то настройка дальности работает – заявка будет «закидываться» на ту дальность, которую мы выставили в настройках. Рабочий объем (РО) используется в рыночных и лимитных ордерах, которыми мы открываем или закрываем наши позиции. Для Stop-Loss и Take-Profit РО не задается – ордера закрывают позицию целиком, вне зависимости от ее размера. Выставить несколько SL/TP для частичного закрытия одной позиции нельзя. Дальность заброса настраивается индивидуально для каждого инструмента с учетом шага цены, установленного для инструмента биржей (без учета масштабирования стакана).</p>
<p>Когда цена доходит к заданному вами уровню, брокер выставляет вашу лимитированную заявку в стакан (лимитированные заявки лежат у брокера и срабатывают по заданному вами условию). Выделяем нужную заявку в таблице кликом ЛКМ. Затем нажимаем на кнопки с изображением пальцев – «Снять выделенную заявку». Второй способ – нажимаем «Действия», выбираем «Снять стоп-заявку». Чтобы снять заявку, выделяем ее в таблице заявок или в таблице стоп-заявок.</p>
<p>После закрытия стакана инструмента или перезапуска CScalp настраивать параметры SL/TP заново не нужно. Мы подготовили инструкцию по работе с ордерами Stop-Loss и Take-Profit в терминале CScalp. Рассказываем, как выставлять и настраивать ограничительные ордера. Рассматриваем особенности работы с Stop-Loss и Take-Profit.</p>
<p>А связанный Тейк-Профит в это время уже отменится.— Не активно при выборе псевдо рыночного исполнения Стоп-Лосса. Вероятность исполнения Тейк-Профита очень высокая.— Отрицательное значение означает что при срабатывании Тейк-Профита заявка выставится вглубь стакана по более лучшей цене. Порода девон рекс короткошерстная разновидность кошек, приехавшая к нам из Англии. Они обладают человеколюбивым, приятным нравом и не менее симпатичной обликом. Описание породы девон-рекс говорит, что средний вес животных составляет от 2,5 кг до 4,5 кг.</p>
<p>Форекс обучение в школе Бориса Купера, переходите по ссылке и узнаете больше — <a href="https://boriscooper.org/">https://boriscooper.org/</a>.</p>
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		<title>Как выбрать брокера и открыть брокерский счет для торговли на фондовом рынке</title>
		<link>https://985ecb7690064bccb2c34efa3f1ed2e0-devsite.readyship.co/?p=41916</link>
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		<dc:creator><![CDATA[prith001]]></dc:creator>
		<pubDate>Mon, 11 Jul 2022 16:42:51 +0000</pubDate>
				<category><![CDATA[Форекс обучение]]></category>
		<guid isPermaLink="false">https://985ecb7690064bccb2c34efa3f1ed2e0-devsite.readyship.co/?p=41916</guid>

					<description><![CDATA[Такая дополнительная проверка объясняется тем, что не все лицензии позволяют проводить именно брокерские операции. Поэтому наличие строчки «Професійна діяльність на ринках капіталу з торгівлі фінансовими інструментами, що передбачає брокерську діяльність» в лицензии обязательно. Как правило, пополнение счета и вывод средств происходят без комиссий. В идеале, чтобы способов ввода и вывода было много. Рейтинги и актуальная &#8230;<p class="read-more"> <a class="" href="https://985ecb7690064bccb2c34efa3f1ed2e0-devsite.readyship.co/?p=41916"> <span class="screen-reader-text">Как выбрать брокера и открыть брокерский счет для торговли на фондовом рынке</span> Read More &#187;</a></p>]]></description>
										<content:encoded><![CDATA[<p><img decoding="async" class='wp-post-image' style='display: block;margin-left:auto;margin-right:auto;' src="https://xage.ru/media/uploads/2021/08/broker-6.jpg" width="450px" alt="как найти брокера"/></p>
<p>Такая дополнительная проверка объясняется тем, что не все лицензии позволяют проводить именно брокерские операции. Поэтому наличие строчки «Професійна діяльність на ринках капіталу з торгівлі фінансовими інструментами, що передбачає брокерську діяльність» в лицензии обязательно. Как правило, пополнение счета и вывод средств происходят без комиссий. В идеале, чтобы способов ввода и вывода было много. Рейтинги и актуальная статистика являются открытой информацией. Ее можно посмотреть, например, на сайте Московской биржи.</p>
<ul>
<li>Инвестирование следует начать с выбора онлайн-брокера под ваши запросы.</li>
<li>Но то, как представлена эта информация, может сильно отличаться.</li>
<li>Такая дополнительная проверка объясняется тем, что не все лицензии позволяют проводить именно брокерские операции.</li>
<li>Он собирает, хранит и передает информацию о владельцах именных ценных бумаг на основании договора с эмитентом.</li>
<li>Активными клиентами на бирже считаются те, кто провел как минимум одну сделку в течение месяца.</li>
</ul>
<h2>Чем занимается биржевой брокер</h2>
<p>Главным отличием ИИС от брокерского счета выступают вычеты по НДФЛ, которые клиент получает при открытии индивидуального инвестиционного счета. При открытии стандартного брокерского счета таких льгот не предусмотрено, за исключением инвестирования в облигации. Еще можно посмотреть рейтинг брокеров на&nbsp;«Банки-ру» или на&nbsp;«Смарт-лабе».</p>
<h2>Удобство работы</h2>
<p><img decoding="async" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://i.ytimg.com/vi/V_GkN-KhGXc/maxresdefault.jpg" width="457px" alt="как найти брокера"/></p>
<p>Поищите каналы и блоги, где реальные частные инвесторы обсуждают брокеров. Посмотрите в интернете, не было&nbsp;ли у брокера накануне финансовых трудностей или крупных скандалов. Брокер, как и любая финансовая организация, может обанкротиться. Чтобы избежать проблем, обращайтесь к проверенным брокерам. Насколько надежен брокер, кроме наличия всех лицензий, можно определить с помощью рейтинга. Рейтинги присваиваются специальными организациями&nbsp;— рейтинговыми агентствами.</p>
<h2>Расходы = Вложения ×&nbsp;Комиссия + Фикс</h2>
<p>Такие тарифы дороже обычных, при&nbsp;этом доходность все&nbsp;равно никто не&nbsp;гарантирует. Если на&nbsp;первом этапе вам трудно понять, чего конкретно вы&nbsp;хотите от&nbsp;брокера,&nbsp;— выбирайте простоту. Брокер с&nbsp;простыми тарифами позволит вам даже с&nbsp;небольшими деньгами осмотреться и&nbsp;получить практический опыт работы на&nbsp;бирже.</p>
<p>Нужно просто взять на вооружения все предупреждения, описанные выше. Остановившись на конкретном сайте, следует проверить все цифры и реквизиты, названия, наличие компании в реестре ЦБ РФ. Важно уточнить сведения лицензии, юридический адрес организации и его совпадение на сайте. Исходя из правил, <a href="https://fxdu.net/foreks-klub-samara-otzyvy/">форекс клуб самара отзывы</a> по которым работают биржи, вкладчики не имеют права распоряжаться финансовыми инструментами самостоятельно. Между организацией и инвестором должен быть профессиональный посредник. Чтобы найти подходящие брокерские услуги, стоит лишь ввести соответствующий запрос в поисковой системе.</p>
<h2>Как получить лицензию биржевого брокера?</h2>
<p>Еще нужно просмотреть рейтинги и другие реквизиты. Обманщик может звонить людям, представляясь работником инвестиционного учреждения. Он будет задавать много вопросов, навязывая свои услуги.</p>
<p>Фиксированную плату брокер берет за&nbsp;учет и&nbsp;хранение ценных бумаг или за&nbsp;обслуживание вашего брокерского счета. Такой платы может и&nbsp;не&nbsp;быть, <a href="https://eduforex.info/foreks-dlja-nachinajushhih-indikatory-bez-zapazdyvanija-i-pererisovki-html/">индикатор форекс без запаздывания и перерисовки</a> а&nbsp;вот комиссия за&nbsp;сделки есть всегда. Если это разные юридические лица, то банкротство брокерской фирмы не влияет на активы клиента.</p>
<p>Проверить это можно на официальном сайте Банка России в разделе «Рынок ценных бумаг», вкладка «Реестры». Верещак рассказал, <a href="https://forexww.org/konkursy-foreks/">конкурсы форекс</a> что на Западе есть страховка на случай банкротства. «Это вроде нашего АСВ (Агентства по страхованию вкладов. — РБК).</p>
<p>Одним из важнейших вопросов при начале инвестирования является вопрос выбора брокера. Ни для кого не секрет, что успех инвестиций на бирже во многом зависит от брокерской компании, с которой вы работаете. Хороший брокер помогает не тратить лишнее время и деньги, грамотно составить инвесторский портфель и корректировать его в зависимости от ситуации на рынке. Более того, брокер должен соответствовать субъективным критериям, чтобы как минимум с ним было приятно работать. В&nbsp;отличие от&nbsp;трейдеров, брокеры&nbsp;— как в&nbsp;России, так и&nbsp;в&nbsp;других странах&nbsp;— зарабатывают исключительно на&nbsp;комиссии за&nbsp;проведение сделок и&nbsp;предоставление других услуг. Чем больше у&nbsp;брокерской компании клиентов, тем выше её&nbsp;доход.</p>
<p>В&nbsp;случае банкротства пользователь рискует потерять вложения. Дополнительно брокерская компания также может консультировать клиентов и&nbsp;помогать формировать инвестиционные стратегии торговли на&nbsp;бирже. Некоторые брокеры даже предлагают обучающие курсы для новичков, благодаря которым начинающие инвесторы могут не&nbsp;только защитить свои инвестиции, но&nbsp;и&nbsp;получить прибыль.</p>
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		<title>Акции Wildberries для продавцов принимать участие или нет</title>
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		<dc:creator><![CDATA[prith001]]></dc:creator>
		<pubDate>Tue, 05 Jul 2022 07:46:07 +0000</pubDate>
				<category><![CDATA[Форекс обучение]]></category>
		<guid isPermaLink="false">https://985ecb7690064bccb2c34efa3f1ed2e0-devsite.readyship.co/?p=41914</guid>

					<description><![CDATA[Обработка специальных категорий персональных данных, касающихся расовой, национальной принадлежности, политических взглядов, религиозных или философских убеждений, интимной жизни, Оператором не осуществляется. Обезличивание персональных данных — действия, в результате которых невозможно определить без использования дополнительной информации принадлежность что такое трейлинг стоп персональных данных конкретному Пользователю или иному субъекту персональных данных. Оператор ставит своей важнейшей целью и условием &#8230;<p class="read-more"> <a class="" href="https://985ecb7690064bccb2c34efa3f1ed2e0-devsite.readyship.co/?p=41914"> <span class="screen-reader-text">Акции Wildberries для продавцов принимать участие или нет</span> Read More &#187;</a></p>]]></description>
										<content:encoded><![CDATA[<p><img decoding="async" class='wp-post-image' style='display: block;margin-left:auto;margin-right:auto;' src="https://artis-dental.ru/wp-content/uploads/2023/12/2_karies_2990_razdel_akc.jpg" width="452px" alt="как называются акции вайлдберриз"/></p>
<p>Обработка специальных категорий персональных данных, касающихся расовой, национальной принадлежности, политических взглядов, религиозных или философских убеждений, интимной жизни, Оператором не осуществляется. Обезличивание персональных данных — действия, в результате которых невозможно определить без использования дополнительной информации принадлежность <a href="https://fxrating.com.ua/obuchenie-foreks-chto-takoe-trejling-stop-html/">что такое трейлинг стоп</a> персональных данных конкретному Пользователю или иному субъекту персональных данных. Оператор ставит своей важнейшей целью и условием осуществления своей деятельности соблюдение прав и свобод человека и гражданина при обработке его персональных данных, в том числе защиты прав на неприкосновенность частной жизни, личную и семейную тайну.</p>
<h2>Где искать скидки: изучаем календарь акций WB</h2>
<p>Требования к упаковке КГТ отличаются от общих, плотность картона не менее 3х слоев, должны быть специальные защитные картонные углы. Отправка на региональные склады может осуществляться как с помощью логистических <a href="https://fxsteps.info/indikator-srednego-napravlennogo-dvizhenija/">индикатор среднего направленного движения adx</a> компаний, так и услуги ВБ &#8220;транзитный склад&#8221;. Информацию о том, какой склад доступен для выбора в качестве транзитного, можно найти в личном кабинете в Поставках, во вкладке Транзитные направления.</p>
<ul>
<li>Акции, которые придумывает сам Wildberries (распродажи, ежемесячные, еженедельные акции);Сезонные или праздничные акции (новогодние, 8 марта, 14 февраля и т.д.).</li>
<li>Настоящего Договора.</li>
<li>Здесь мы расскажем, как это сделать с помощью WeCheck.</li>
<li>Однако это не значит, что можно загружать что попало.</li>
</ul>
<h2>Эффективна ли на самом деле реклама в каталоге и карточке товара на WILDBERRIES?</h2>
<p>Сравнение такого периода с&nbsp;предыдущим периодом к&nbsp;предлагаемой акции даст примерное представление об&nbsp;увеличении заказов. В марте 2023&nbsp;года в связи с введением со стороны Wildberries новых штрафов за возвращённые товары начались протесты работников пунктов выдачи заказов Вайлдберриз и владельцев партнёрских ПВЗ. Telegram-каналы назвали их забастовкой, компания Wildberries забастовку отрицала. Конфликт заинтересовал депутатов Госдумы, Минпромторг, Генпрокуратуру, после чего были проведены переговоры и создана согласительная комиссия. Как пишет «Российская газета», маркетплейс «деактивировал 15 пунктов выдачи заказов» и «отменил 10&nbsp;тыс. Штрафов»[47].</p>
<p><img decoding="async" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://vsaduidoma.com/wp-content/images/2023/11/bolezni-tomata-1.jpg" width="453px" alt="как называются акции вайлдберриз"/></p>
<h2>День рождения Wildberries, когда? До какого числа? Почему даты разные?</h2>
<p>Субъект персональных данных и/или Пользователь обязан самостоятельно своевременно ознакомиться с указанными документами. Оператор не несет ответственность за действия третьих лиц, в том числе указанных в настоящем пункте поставщиков услуг. Оплата Подписки осуществляется с Привязанной карты. Отказ от оплаты Пользователем абонентской платы за соответствующий Период подписки является отказом Пользователя от продления Подписки. В таком случае доступ Пользователя к Контенту прекращается со дня, следующего за последним днем оплаченного Периода подписки. Оферент не имеет доступа к указанным Пользователем данным банковской карты и не несет ответственности за сохранность и конфиденциальность передаваемых данных при проведении безналичной оплаты.</p>
<h2>Подпишитесь на блог WBStat.PRO</h2>
<p>Второе важное условие &#8211; выходить из акции лучше заранее, чтобы успеть выправить среднюю цену продаж для участия в последующих распродажах. Участие не всегда выгодно. Каждая акция предполагает скидку, и если она слишком большая, цена на товар станет убыточной для поставщика. Ещё из-за низкой цены могут подскочить продажи, товары быстро раскупят, и «Вайлдберриз» снимет рейтинг за то, что они закончились на складе. Ссылка на сайт третьих лиц, услугу, продукт и любую информацию коммерческого или некоммерческого характера, размещенная на сайте Оферента, не является одобрением или рекомендацией данных продуктов, работ, услуг Оферентом, если это прямо не указывается Оферентом.</p>
<h2>Если товар не выкупают, это увеличивает затраты на логистику</h2>
<p>Товары из этого файла будут участвовать в акции, на них появится скидка. Чтобы узнать о датах и условиях акции, можно в любой момент найти её в разделе «Календарь&nbsp;акций». В календаре автоакции выделены оранжевым&nbsp;цветом. Как подготовить карточку товара перед началом продвижения. Инструменты, основные метрики и&nbsp;лайфхаки для успешного старта.</p>
<p>По данным издания, их имущество оценивается в 13,1 миллиарда долларов[38]. В ноябре 2020&nbsp;года после акции «Чёрная пятница» в компании снова начались массовые сокращения в ИТ-секторе. По словам сотрудников, их вынуждали увольняться одним днём без каких-либо выплат.</p>
<p>Далее нужно управлять остатками и отслеживать заказы в сборочных заданиях. Доставлять товары можно собственными силами или любой курьерской службой. Продукцию поставляют только в коробах, в такой упаковке можно размещать неоднородные по моделям товары. На ПВЗ можно привозить до 1 короба в день, общим весом до 5 кг и размерами до 60 × 40 × 40 см.</p>
<p>Не предпринимать каких–либо действий, которые могут привести к перебоям функционирования сайта Оферента или могут быть связаны с повышенной нагрузкой на сайт. Осуществляя акцепт Договора в порядке, определенном п. 2.1 Договора, <a href="https://forexww.org/sobesedovanie-na-anglijskom-jazyke-v-it-kompaniju/">собеседование на английском языке в it компанию</a> Пользователь гарантирует, что ознакомлен, соглашается, полностью и безоговорочно принимает все условия Договора. Акцепт – полное и безоговорочное принятие оферты путем осуществления действий, указанных в п. 2.1 Договора.</p>
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		<title>Акции НК Роснефть, ROSN: динамика цены, доходность Альфа-Инвестиции</title>
		<link>https://985ecb7690064bccb2c34efa3f1ed2e0-devsite.readyship.co/?p=41880</link>
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		<dc:creator><![CDATA[prith001]]></dc:creator>
		<pubDate>Tue, 14 Sep 2021 07:38:40 +0000</pubDate>
				<category><![CDATA[Форекс обучение]]></category>
		<guid isPermaLink="false">https://985ecb7690064bccb2c34efa3f1ed2e0-devsite.readyship.co/?p=41880</guid>

					<description><![CDATA[Публичным акционерным обществом «НК&#160;«Роснефть» выпущены обыкновенные акции, которые являются именными ценными бумагами. В&#160;соответствии со&#160;статьей 16&#160;Федерального закона «О&#160;рынке ценных бумаг» именные ценные бумаги выпускаются только в&#160;бездокументарной форме. Акционеры ПАО&#160;«НК&#160;«Роснефть» являются владельцами ценных бумаг, выпущенных в&#160;бездокументарной инвестиции в инновации форме. В настоящее время акции ПАО&#160;«НК&#160;«Роснефть» находятся в&#160;публичном обращении, то&#160;есть продажа их&#160;осуществляется на&#160;торгах фондовых бирж. Для покупки (продажи) &#8230;<p class="read-more"> <a class="" href="https://985ecb7690064bccb2c34efa3f1ed2e0-devsite.readyship.co/?p=41880"> <span class="screen-reader-text">Акции НК Роснефть, ROSN: динамика цены, доходность Альфа-Инвестиции</span> Read More &#187;</a></p>]]></description>
										<content:encoded><![CDATA[<p><img decoding="async" class='wp-post-image' style='display: block;margin-left:auto;margin-right:auto;' src="https://trading-expert.ru/wp-content/uploads/2021/05/Kak-kupit-aktsii-Sberbanka-fizicheskomu-litsu-i-poluchat-dividendy-850x433.jpg" width="455px" alt="как купить акции роснефти"/></p>
<p>Публичным акционерным обществом «НК&nbsp;«Роснефть» выпущены обыкновенные акции, которые являются именными ценными бумагами. В&nbsp;соответствии со&nbsp;статьей 16&nbsp;Федерального закона «О&nbsp;рынке ценных бумаг» именные ценные бумаги выпускаются только в&nbsp;бездокументарной форме. Акционеры ПАО&nbsp;«НК&nbsp;«Роснефть» являются владельцами ценных бумаг, выпущенных в&nbsp;бездокументарной <a href="https://forexinstruments.com/investicii/investitsii-v-innovatsii-dlya-nachinayushchikh/">инвестиции в инновации</a> форме. В настоящее время акции ПАО&nbsp;«НК&nbsp;«Роснефть» находятся в&nbsp;публичном обращении, то&nbsp;есть продажа их&nbsp;осуществляется на&nbsp;торгах фондовых бирж. Для покупки (продажи) акции на&nbsp;фондовой бирже можно обратиться в&nbsp;компанию, оказывающую брокерские услуги (например, банк). Morgan указано, что рост котировок от текущего уровня может составить 39%.</p>
<h2>К какой отрасли бизнеса относится компания Роснефть?</h2>
<p>То&nbsp;есть фактически компания сейчас инвестирует значительную часть прибыли, которой могла&nbsp;бы делиться с&nbsp;акционерами. С&nbsp;другой стороны, таким образом она обеспечивает себе рост выручки в&nbsp;долгосрочной перспективе»,&nbsp;— считает независимый финансовый советник. Акционерам также важно понимать, какие именно факторы оказывают наибольшее влияние на движение котировок ценных бумаг.</p>
<h2>Каким видом деятельности занимается компания Роснефть?</h2>
<p>Экологические новости на&nbsp;официальном сайте компании «Роснефть». Раздел «“Роснефть” сегодня» на&nbsp;официальном сайте компании «Роснефть». Раздел «История» на&nbsp;официальном сайте компании «Роснефть». Раздел <a href="https://fxrating.com.ua/obuchenie-foreks-strategija-torgovli-po-urovnjam-podderzhki-i-html/">стратегия торговли по уровням поддержки и сопротивления</a> «Персонал» на&nbsp;официальном сайте компании «Роснефть». На&nbsp;рынке нефтепродуктов компания уверенно занимает высокие позиции. Пополнить свой брокерский счет на&nbsp;сумму, выделенную для&nbsp;инвестиций.</p>
<h2>Сколько акций ROSN можно купить</h2>
<p>Операционные расходы составили $2,6 на баррель, что на 10,3% ниже, чем в аналогичном периоде 2020 г. Мультипликатор чистый долг/EBITDA на конец второго полугодия составил 1,7х, что почти на 30% меньше, чем в начале года. Индекс РТС прибавил 0,26%, до 836,86 пункта, ранее достигнув очередного минимума с марта 2022 года. Рубль к юаню на Мосбирже укреплялся на 0,3%, находясь на 13,57 руб. Китайская валюта остается у сопротивления 13,60 руб и недалеко от октябрьского пика 13,74 руб.</p>
<h2>ROSN</h2>
<p>Например, если компания обанкротится, вы&nbsp;можете потерять свои деньги. В&nbsp;компании быстро повысили эффективность работы, объединили активы и&nbsp;улучшили финансовую дисциплину. В&nbsp;результате в&nbsp;2005 году&nbsp;НК стала в&nbsp;один ряд с&nbsp;лидерами по&nbsp;добыче нефти в&nbsp;РФ. Уже на&nbsp;следующий год «Роснефть» провела первичное размещение акций на&nbsp;бирже и&nbsp;привлекла 10,7 млрд долларов США.</p>
<ul>
<li>Главное логистическое преимущество «Восток Ойл» — удобные пути поставки сырья в азиатский регион и использование уникального трубопровода протяженностью более 770 км.</li>
<li>Например, если компания обанкротится, вы можете потерять свои деньги.</li>
<li>Но если продать ценные бумаги за 2 дня и более перед дивидендной отсечкой, то дивиденды достанутся новому владельцу акций.</li>
</ul>
<h2>График акций</h2>
<p><img decoding="async" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://cdn.forbes.ru/forbes-static/shareimages/504049.jpg" width="456px" alt="как купить акции роснефти"/></p>
<p>Акции компании наиболее интересны для&nbsp;долгосрочных инвесторов, потому что&nbsp;впереди&nbsp;у&nbsp;нее открываются новые перспективы для&nbsp;увеличения дохода. Несмотря на&nbsp;санкции в&nbsp;отношении РФ, компания продолжает развиваться и&nbsp;ставит новые рекорды по&nbsp;выручке и&nbsp;прибыли. Это публичное акционерное общество, поэтому частью компании через&nbsp;акции может владеть любой желающий. Компания постоянно развивается и&nbsp;ставит все новые рекорды по&nbsp;добыче, выручке и&nbsp;прибыли.</p>
<p>В&nbsp;Англии&nbsp;— Лондонская биржа, в&nbsp;США&nbsp;— NYSE и&nbsp;NASDAQ, в&nbsp;России&nbsp;— Московская межбанковская валютная биржа (ММВБ) и&nbsp;другие. «Роснефть»&nbsp;— крупнейшая в&nbsp;России нефтяная компания, на&nbsp;которую приходится 40% добычи в&nbsp;стране. Указать количество акций и&nbsp;нажать кнопку «Купить». Выбрать наиболее подходящего брокера и&nbsp;заключить с&nbsp;ним договор для&nbsp;совершения операций на&nbsp;фондовом рынке. В&nbsp;2022 году «Роснефть» заняла 81-е место среди крупнейших компаний мира по&nbsp;версии Forbes Global 2000. У&nbsp;компании самая крупная сеть АЗС по&nbsp;числу станций и&nbsp;географии покрытия.</p>
<p>Также она даёт право голосовать на&nbsp;собрании акционеров и&nbsp;получить часть имущества компании, если она обанкротиться. Варианты покупки — напрямую в банке или <a href="https://forexww.org/vybiraem-luchshie-pif-scheta-v-2020-godu/">что такое пиф</a> у частного лица. Обыкновенные акции компании «Роснефть» торгуются под тикером ROSN. Узнать стоимость сегодня онлайн можно на финансовом портале Выберу.ру.</p>
<p>Если пока не&nbsp;знаете, какие акции лучше покупать, чтобы не&nbsp;потерять деньги, вы&nbsp;можете выбрать одну из&nbsp;программ с&nbsp;доверительным управлением. Эксперты банка подберут для вас инвестиционный портфель и&nbsp;будут совершать сделки. Вы&nbsp;сможете отслеживать операции по&nbsp;счёту и&nbsp;изменение цен на&nbsp;ваши акции через приложение Альфа-Инвестиции. Доля компании в добыче нефти в России составляет около 40%, а в мире — более 6%. В 2022 году «Роснефть» переработала 94,4 млн т нефти. Доказанные запасы по итогам 2022 года составили около 42,3 млрд баррелей нефтяного эквивалента.</p>
<p>Покупать и&nbsp;продавать валюту на&nbsp;бирже выгоднее, чем в&nbsp;банке. Заявки исполняются моментально, а&nbsp;все доступные операции можно совершить онлайн. Например, купить валюту, продать или вывести её&nbsp;на&nbsp;банковский счёт.</p>
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		<title>Акции Роснефть ROSN цена на сегодня, график стоимости, курс в 2024, последние новости</title>
		<link>https://985ecb7690064bccb2c34efa3f1ed2e0-devsite.readyship.co/?p=41878</link>
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		<dc:creator><![CDATA[prith001]]></dc:creator>
		<pubDate>Thu, 09 Sep 2021 14:44:34 +0000</pubDate>
				<category><![CDATA[Форекс обучение]]></category>
		<guid isPermaLink="false">https://985ecb7690064bccb2c34efa3f1ed2e0-devsite.readyship.co/?p=41878</guid>

					<description><![CDATA[К&#160;2024 году компания стала несомненным лидером нефтяной отрасли&#160;РФ. В&#160;настоящее время она добывает около&#160;40% нефти в&#160;стране и&#160;6%&#160;— в&#160;мире. К&#160;рыночным ценным бумагам, которые можно купить на&#160;бирже, относятся акции, облигации, инвестиционные паи, фьючерсы и&#160;опционы. «Голубые фишки» физическое лицо может купить и без брокера, напрямую в банке. Минус способа — высокая комиссия, но если речь о долгосрочных инвестициях, она &#8230;<p class="read-more"> <a class="" href="https://985ecb7690064bccb2c34efa3f1ed2e0-devsite.readyship.co/?p=41878"> <span class="screen-reader-text">Акции Роснефть ROSN цена на сегодня, график стоимости, курс в 2024, последние новости</span> Read More &#187;</a></p>]]></description>
										<content:encoded><![CDATA[<p><img decoding="async" class='wp-post-image' style='display: block;margin-left:auto;margin-right:auto;' src="https://trading-expert.ru/wp-content/uploads/2021/05/Kak-kupit-aktsii-Sberbanka-fizicheskomu-litsu-i-poluchat-dividendy-850x433.jpg" width="454px" alt="как купить акции роснефти"/></p>
<p>К&nbsp;2024 году компания стала несомненным лидером нефтяной отрасли&nbsp;РФ. В&nbsp;настоящее время она добывает около&nbsp;40% нефти в&nbsp;стране и&nbsp;6%&nbsp;— в&nbsp;мире. К&nbsp;рыночным ценным бумагам, которые можно купить на&nbsp;бирже, относятся акции, облигации, инвестиционные паи, фьючерсы и&nbsp;опционы. «Голубые фишки» физическое лицо может купить и без брокера, напрямую в банке. Минус способа — высокая комиссия, но если речь о долгосрочных инвестициях, она почти не влияет на уровень дохода. Динамика изменения цен на сырье – еще один основополагающий момент, на который следует обращать внимание.</p>
<h2>Популярные продукты компании «Роснефть»</h2>
<p>Когда акции размещают на&nbsp;бирже для продажи, их&nbsp;стоимость меняется, снижается до&nbsp;рыночной цены&nbsp;— суммы, которая является компромиссом между желаниями эмитента и&nbsp;инвесторов. Поэтому стоимость, по&nbsp;которой торгуется акция, в&nbsp;большинстве случаев не&nbsp;имеет ничего общего с&nbsp;номиналом ценной бумаги. Купить акции «Роснефть» физическому лицу можно для получения дохода в краткосрочной или долгосрочной перспективе. В момент покупки инвестор не зарабатывает, а вкладывает. Доход складывается из полученных дивидендных выплат.</p>
<ul>
<li>Акции СПБ Биржи восстанавливались после падения с начала октября.</li>
<li>По возможности поищите аналогичные предложения и сравните цены.</li>
<li>Пополнить свой брокерский счет на сумму, выделенную для инвестиций.</li>
<li>В приложении Альфа-Инвестиций можно купить российские акции, облигации, инвестиционные паи, фьючерсы.</li>
</ul>
<h2>Куратор стройки «Звезды» Андрей Шишкин покинул «Роснефть»</h2>
<p><img decoding="async" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://cdn.forbes.ru/forbes-static/shareimages/504049.jpg" width="458px" alt="как купить акции роснефти"/></p>
<p>Цены восстанавливаются постепенно, в&nbsp;период от&nbsp;нескольких дней до&nbsp;нескольких месяцев. Но&nbsp;если вы&nbsp;не&nbsp;профессиональный трейдер, и&nbsp;ваши вложения не&nbsp;исчисляются миллионами и&nbsp;миллиардами рублей, то&nbsp;продавать акции, если они выросли в&nbsp;цене на&nbsp;2–3%, нецелесообразно. Лучше подождать несколько лет, чтобы накопить дивиденды и&nbsp;получить налоговый вычет (или полное освобождение от&nbsp;НДФЛ). Если только начинаете вникать в&nbsp;инвестиции, вам подойдут тарифы ИИС с&nbsp;доверительным управлением. Банк выберет для вас ценные бумаги с&nbsp;наибольшей ликвидностью и&nbsp;будет совершать сделки самостоятельно.</p>
<h2>Дивиденды</h2>
<p>В среднем между держателями ценных бумаг распределяется около 25% чистой прибыли энергетической корпорации. О каких конкретно суммах идет речь, подробно изучив свежую финансовую отчетность эмитента. В ходе принятия и утверждения дивидендной политики, директора анализируют показатели, которых удалось достичь их ближайшим конкурентам, то есть компаниям. По мнению экспертов и аналитиков, сейчас благоприятное время для покупки акций «Роснефти». В среднесрочном периоде их котировки могут вырасти на 20-40%.</p>
<h2>У&nbsp;частных инвесторов и&nbsp;компаний</h2>
<p>Если покупаете ценные бумаги самостоятельно, диверсифицируйте портфель. Риски будут минимальными, если вы&nbsp;купите акции разных компаний. И&nbsp;не&nbsp;только акции, но&nbsp;и&nbsp;облигации, валюту, металлы. Покупать и&nbsp;продавать акции можно в&nbsp;несколько кликов через мобильное приложение после того, как банк откроет для вас брокерский счёт. Акция&nbsp;— это ценная бумага, которая даёт инвестору право на&nbsp;владение частью бизнеса и&nbsp;на&nbsp;получение части прибыли компании (дивидендов).</p>
<p>Вы&nbsp;будете отслеживать изменения по&nbsp;счёту в&nbsp;приложении Альфа-Инвестиции. Сделка купли-продажи акций совершается путём заключения договора с&nbsp;привлечением нотариуса. Затем бумаги передаются регистратору, и&nbsp;он&nbsp;отправляет ценные бумаги на&nbsp;депозитарный счёт покупателя. Большинство современных акций существуют только в&nbsp;электронном виде и&nbsp;не&nbsp;имеют физического носителя. Доказать, что они вам принадлежат, можно выпиской из&nbsp;реестра акционеров и&nbsp;выпиской по&nbsp;счёту депо. Такие выписки содержат информацию о&nbsp;владельце, номере его лицевого счёта, количестве ценных бумаг и&nbsp;предоставляются держателем реестра по&nbsp;требованию.</p>
<p>Физическое лицо может купить акции напрямую у&nbsp;эмитента&nbsp;— компании, которая выпустила эти ценные бумаги. Зайдите на&nbsp;официальный сайт организации и&nbsp;посмотрите, есть&nbsp;ли там объявление о&nbsp;продаже. Свяжитесь с&nbsp;компанией по&nbsp;телефону и&nbsp;спросите, можно&nbsp;ли купить ценные бумаги напрямую.</p>
<p>Вывести деньги, полученные от&nbsp;покупателя при продаже ценных бумаг, можно только после закрытия сделки, то&nbsp;есть после 10 часов по&nbsp;московскому времени в&nbsp;день Т+2. Зайдите на&nbsp;сайт Альфа-Банка, наведите камеру смартфона на&nbsp;QR-код. Скачайте приложение, и&nbsp;вам будет доступно <a href="https://fxsteps.info/chto-takoe-medvezhe-pogloshhenie/">медвежье поглощение, что это такое</a> более 2000 ценных бумаг. Есть риск, что цена будет завышена по&nbsp;сравнению с&nbsp;рыночной. По&nbsp;возможности поищите аналогичные предложения и&nbsp;сравните цены. Материал «“Роснефть” обновила по&nbsp;итогам 2019 года рекорд чистой прибыли» на&nbsp;официальном сайте издания «Ведомости».</p>
<p>Помимо 61 субъекта в&nbsp;РФ, компания управляет автозаправками в&nbsp;Белоруссии и&nbsp;Киргизии. В&nbsp;рознично-сбытовом комплексе работают 116 нефтебаз и&nbsp;используются почти 1000 бензовозов. Строится инфраструктура для&nbsp;электромобилей, открывается <a href="https://forexww.org/oanda-otzyvy-i-obzor/">oanda: отзывы и обзор</a> все больше АЗС с&nbsp;компримированным природным газом (КПГ). Ей&nbsp;принадлежат 13 нефтеперерабатывающих (НПЗ), три нефтехимических и&nbsp;четыре газоперерабатывающих завода, три предприятия по&nbsp;производству катализаторов.</p>
<p>До проведения IPO все акции принадлежали ОАО «Роснефтегаз». Купить акции Роснефти тогда можно было по 5,85–7,85 $.IPO стало пятым по объёму проданных ценных бумаг <a href="https://goforex.info/blog-trejdera/tochki-vxoda-v-rynok-foreks.html">точки входа в рынок</a> в мире. В 2018 году вышла новость о продаже 14,16% акций катарскому фонду QIA. Позже появилась информация, что сделка была профинансирована банком ВТБ.</p>
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