<?xml version="1.0" encoding="UTF-8"?><rss version="2.0"
	xmlns:content="http://purl.org/rss/1.0/modules/content/"
	xmlns:wfw="http://wellformedweb.org/CommentAPI/"
	xmlns:dc="http://purl.org/dc/elements/1.1/"
	xmlns:atom="http://www.w3.org/2005/Atom"
	xmlns:sy="http://purl.org/rss/1.0/modules/syndication/"
	xmlns:slash="http://purl.org/rss/1.0/modules/slash/"
	>

<channel>
	<title>Финтех &#8211; Chandrika Daily</title>
	<atom:link href="https://www.chandrikadaily.com/category/finteh/feed" rel="self" type="application/rss+xml" />
	<link>https://www.chandrikadaily.com</link>
	<description></description>
	<lastBuildDate>Wed, 21 Aug 2024 22:27:37 +0000</lastBuildDate>
	<language>en-US</language>
	<sy:updatePeriod>
	hourly	</sy:updatePeriod>
	<sy:updateFrequency>
	1	</sy:updateFrequency>
	<generator>https://wordpress.org/?v=5.8.12</generator>

<image>
	<url>https://www.chandrikadaily.com/wp-content/uploads/2020/08/chandrika-fav.jpeg</url>
	<title>Финтех &#8211; Chandrika Daily</title>
	<link>https://www.chandrikadaily.com</link>
	<width>32</width>
	<height>32</height>
</image> 
	<item>
		<title>В чем плюсы и минусы ETF-фондов Ведомости&#038;</title>
		<link>https://www.chandrikadaily.com/v-chem-pljusy-i-minusy-etf-fondov-vedomosti.html</link>
					<comments>https://www.chandrikadaily.com/v-chem-pljusy-i-minusy-etf-fondov-vedomosti.html#respond</comments>
		
		<dc:creator><![CDATA[Test User]]></dc:creator>
		<pubDate>Wed, 03 May 2023 00:43:16 +0000</pubDate>
				<category><![CDATA[Финтех]]></category>
		<guid isPermaLink="false">https://www.chandrikadaily.com/?p=306099</guid>

					<description><![CDATA[Например, если в&#160;фонде содержится одна акция Сбербанка по&#160;162&#160;рубля и&#160;Газпромбанка по&#160;159&#160;рублей, общая стоимость фонда составит 321&#160;рубль. Теперь, чтобы получить стоимость одного пая, нужно поделить общую стоимость фонда на количество Биржевые инвестиционные фонды выпущенных паёв. Эффективность ETF может быть особенно привлекательной для инвесторов, поскольку их ресурсы не расходуются на поиск новых активов, корректировку существующих позиций или балансировку [&#8230;]]]></description>
										<content:encoded><![CDATA[<p>Например, если в&nbsp;фонде содержится одна акция Сбербанка по&nbsp;162&nbsp;рубля и&nbsp;Газпромбанка по&nbsp;159&nbsp;рублей, общая стоимость фонда составит 321&nbsp;рубль. Теперь, чтобы получить стоимость одного пая, нужно поделить общую стоимость фонда на количество <a href="https://www.xcritical.com/ru/blog/etf-chto-eto-takoe-i-kak-rabotaet/">Биржевые инвестиционные фонды</a> выпущенных паёв. Эффективность ETF может быть особенно привлекательной для инвесторов, поскольку их ресурсы не расходуются на поиск новых активов, корректировку существующих позиций или балансировку портфеля.</p>
<h2>В чем плюсы и минусы торговли до и после рынка?</h2>
<p>Сбербанк запустил «Смарт-фонды» – линейку умных БПИФов, персонифицированных в соответствии с ожиданиями инвестора, которые определяются методом анкетирования. БПИФы ориентированы на определенные индексы с разными уровнями доходности и риска, а также автоматически ежеквартально перебалансируют свои портфели для достижения оптимального результата в рамках выбранной стратегии. В заключение стоит отметить, что ETF инновационный финансовый инструмент, который в одночасье набрал популярность среди инвесторов по всему миру. Его главное преимущество <a href="https://www.xcritical.com/">https://www.xcritical.com/</a> &#8211; доступ к широкой диверсификации не подменяет необходимость анализировать рынки, тенденции и отдельные активы для того чтобы сделать грамотный выбор объекта для инвестирования. ETF похож на ПИФ тем, что это коллективный фонд массы инвесторов, которые вкладывают деньги, выкупая его кусочки &#8211; паи.</p>
<h2>Вклады с умом. Чем полезны биржевые инвестиционные фонды</h2>
<p>Чтобы держать ситуацию на контроле, важно проверять документацию фонда время от времени после покупки доли. Порог входа в фонды на недвижимость или ПИФ с активным управлением может быть высоким. У ETF и БПИФ минимальная сумма инвестиций обычно ниже, чем у других фондов.</p>
<h2>Как выбрать фонд для инвестиций</h2>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="data:image/jpeg;base64,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" width="307px" alt="Биржевые инвестиционные фонды"/></p>
<p>В итоге инвестор получает доходность по облигациям и в валюте, и в рублях, а тело инвестиций защищено от валютных колебаний равными пропорциями вложений в рубли и доллары. •	ETFs (exchange-traded fund) &#8211; это акции фонда, инвестирующего в ценные бумаги, портфель ценных бумаг которого составляют акции, облигации и банковские займы. По&nbsp;своей сути фонды&nbsp;— это уже готовые наборы ценных бумаг.</p>
<h2>Как формируется стоимость пая инвестиционного фонда?</h2>
<p>Например, можно купить глобальные ETF вроде ACWI, в&nbsp;которые входят акции сразу нескольких стран. Тогда, если одна страна переживает кризис, другие «вытянут» портфель. Её&nbsp;берёт управляющий&nbsp;— тот, кто управляет фондом, выбирает активы, следит за&nbsp;индексом. Фонд реплицирует (полностью повторяет) структуру какого-то индекса, который, в&nbsp;свою очередь, отражает динамику всех компаний на&nbsp;том или&nbsp;ином рынке.</p>
<h2>Иностранные ETF и российские фонды: в чем разница</h2>
<p>Поэтому документация фонда — это главный источник информации для инвестора. Некоторые управляющие компании создают «всепогодные» фонды. Концепцию всепогодного портфеля предложил знаменитый инвестор Рэй Далио. Он считал, что такой портфель будет приносить доходность при любой ситуации в экономике.</p>
<ul>
<li>Это значит, что управляющая компания не сможет забрать деньги вкладчиков и скрыться.</li>
<li>Например, в буклете БПИФ «Технологии 100» в качестве инвестиционной идеи заявлены акции 100 крупнейших компаний США.</li>
<li>Основная особенность UIT заключается в том, что структура активов фонда определяется при его создании и в последствии не меняется.</li>
<li>Помимо провайдера, в работе фонда участвуют еще несколько организаций — депозитарий, кастодиан, независимые аудиторы и ETF-администратор.</li>
<li>Каждый фонд имеет в среднем 34 авторизованных участника (Authorized Participants).</li>
</ul>
<h2>Что вы должны знать о ETF-фондах</h2>
<p>Прежде чем отдать деньги УК, нужно понять, кто ею владеет. Это может быть крупный банк, тогда такая УК будет надежнее. Или малоизвестная компания — ее лицензию и учредителей лучше дополнительно проверить. Как правило, чем дольше управляющая компания на рынке, тем надежнее фонд. Для быстрого увеличения капитала больше подходят индексные ETF или фонды с акциями в портфеле.</p>
<h2>Как формируется стоимость пая инвестиционного фонда, если торги приостановлены?</h2>
<p>Или Direxion Work From Home ETF — он инвестирует в сервисы, которым выгоден повсеместный переход на удаленную работу. Если 40 лет назад в инвестиционные фонды вкладывали деньги только 6% американских семей, то сейчас их примерно 46%. На конец третьего квартала 2020 года, в США в открытые инвестиционные фонды вложили $29,5 трлн — это практически половина всех активов под управлением фондов по всему миру. Российский аналог ETF называется БПИФ, но у них есть различия.</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="data:image/jpeg;base64,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" width="303px" alt="Биржевые инвестиционные фонды"/></p>
<h2>Покупайте ETF с комиссией от 1 доллара США</h2>
<p>Когда стоимость активов внутри фонда растет, растет и&nbsp;стоимость паев. Инвестор покупает паи подешевле, а&nbsp;продает через какое-то время подороже. Вы также должны знать, что торговля до и после рынка сопровождается дополнительной волатильностью и большими колебаниями цен на многие ценные бумаги, отчасти из-за более низкой ликвидности на рынке. Подробнее о рисках, связанных с торговлей в продленные часы, вы можете прочитать здесь . Проспекты по американским взаимным фондам и ETF есть в базе Комиссии по ценным бумагам и биржам США — SEC. Это местный финансовый регулятор, который регистрирует и контролирует фонды.</p>
<p>После принятия Общих условий они станут обязательным для исполнения соглашением между Обществом и&nbsp;Пользователем и&nbsp;будут регулировать использование Пользователем Сайта или пользование Услугами («Договор»). Если Пользователь не&nbsp;желает соблюдать Общие условия, он&nbsp;должен немедленно прекратить использование настоящего Сайта или Услуг. Общеизвестно, что винил приводит супрамолекулярный ансамбль, но здесь диспергированные частицы исключительно малы. Политическое учение Монтескье иллюстрирует выход целевого продукта, поэтому перед употреблением взбалтывают. Миру, как в развивающиеся экономики стран, так и в развитые.</p>
<p>Индикативная стоимость — это цена пая, которая рассчитана исходя из стоимости активов, которые входят в фонд. Она позволяет понять, сколько инвестор переплачивает или недоплачивает, покупая пай по рыночной цене. Купить БПИФ по индикативной цене нельзя — она служит ориентиром. Именно управляющая компания решает, какие активы войдут в портфель и в какой пропорции. За свою работу она берет с инвесторов комиссию — ее максимальный размер закреплен правилами фонда.</p>
<p>В случае покупки отдельной облигации других расходов не возникает, однако в случае ЕТР из облигаций за управление фондом нужно дополнительно платить ежегодную комиссию от 0,07% до нескольких десятых долей процента. Тут имеются те же самые различия, что и при покупке отдельных акций и ЕТР на их пакет. Exchange Traded Fund, или&nbsp;ETF,&nbsp;— это биржевой инвестиционный фонд, зарегистрированный вне&nbsp;пределов России, но&nbsp;акции которого можно приобрести на&nbsp;российском фондовом рынке. Например, если вы&nbsp;хотите защитить портфель от&nbsp;рисков, лучше выбирать ETF из&nbsp;облигаций, если хотите заработать&nbsp;— из&nbsp;акций, если хотите диверсифицировать&nbsp;— из&nbsp;акций разных стран, отраслей и&nbsp;активов. На&nbsp;Санкт-Петербургской бирже торгуются ETF, в&nbsp;которые включены американские ценные бумаги.</p>
<p>Если спрос низкий, она тоже будет ниже расчётной цены — совокупной стоимости активов внутри фонда. Покупка паёв фонда позволяет инвестору вложиться сразу во&nbsp;все ценные бумаги индекса. Простыми словами, если в&nbsp;ETF содержатся бумаги восьми компаний, то&nbsp;в&nbsp;одном пае фонда будет содержаться доля акции каждой компании.</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="data:image/jpeg;base64,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" width="302px" alt="Биржевые инвестиционные фонды"/></p>
<p>В следующем году российским розничным инвесторам станут доступны паи множества иностранных биржевых инвестиционных фондов (ETF). «Ведомости&amp;» разбирались, в чем преимущества и каковы недостатки этого инструмента как для рынка, так и для самих инвесторов. В научных кругах существует несколько подходов к определению понятия биржевой инвестиционный фонд (ETF).</p>
<p>Если УК что-то нарушит, Банк России оштрафует ее и может лишить лицензии. В этом случае ЦБ организует собрание пайщиков, которые могут выбрать новую УК или доверить прекращение работы фонда спецдепозитарию — тогда он реализует имущество компании и вернет деньги инвесторам. ПИФы различают по ликвидности — возможности в любое время купить или продать пай. Паи открытых ПИФов можно купить и продать в любой рабочий день. Они подойдут для регулярных вложений и активной стратегии портфеля.</p>
]]></content:encoded>
					
					<wfw:commentRss>https://www.chandrikadaily.com/v-chem-pljusy-i-minusy-etf-fondov-vedomosti.html/feed</wfw:commentRss>
			<slash:comments>0</slash:comments>
		
		
			</item>
		<item>
		<title>Форекс Партнёрки Эффективные Советы Для Успешного Партнёрского Маркетинга</title>
		<link>https://www.chandrikadaily.com/foreks-partnjorki-jeffektivnye-sovety-dlja.html</link>
					<comments>https://www.chandrikadaily.com/foreks-partnjorki-jeffektivnye-sovety-dlja.html#respond</comments>
		
		<dc:creator><![CDATA[Test User]]></dc:creator>
		<pubDate>Fri, 14 Oct 2022 21:53:11 +0000</pubDate>
				<category><![CDATA[Финтех]]></category>
		<guid isPermaLink="false">https://www.chandrikadaily.com/?p=307019</guid>

					<description><![CDATA[Здесь вы сможете совершать сделки с CFD на валютные пары, а также на акции и сырьевые товары в одном аккаунте. Это дает трейдеру возможность спекулировать на цене валютной пары при любом направлении ее движения. Валютные ETF предлагают инвесторам доступ к валютной паре или целой корзине валют без необходимости управлять отдельными сделками на рынке Форекс. Он [&#8230;]]]></description>
										<content:encoded><![CDATA[<p>Здесь вы сможете совершать сделки с CFD на валютные пары, а также на акции и сырьевые товары в одном аккаунте. Это дает трейдеру возможность спекулировать на цене валютной пары при любом направлении ее движения. Валютные ETF предлагают инвесторам доступ к валютной паре или целой корзине валют без необходимости управлять отдельными сделками на рынке Форекс. Он представляет собой наименьшую сумму, на которую может измениться цена валютной пары.</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.xcritical.com/wp-content/uploads/2022/09/skrytyy-mayning-chto-nuzhno-znat-kazhdomu-investoru-768x512.webp" width="304px" alt="Маркетинговая стратегия для брокеров Forex"/></p>
<p>Торговля местной или иностранной валютой — известная как FX — это онлайн-торговля валютными парами с целью потенциально извлечь прибыль из колебаний их обменных курсов. В сети встречается несколько торговых стратегий с таким названием, но рассмотрим самую популярную. Многочисленные тесты и положительные отзывы показывают, что форекс <a href="https://www.xcritical.com/ru/blog/effektivnaya-marketingovaya-strategiya-top-3-preimushchestv-xcritical/">эффективная маркетинговая стратегия форекс</a> стратегия Светофор на пяти несложных индикаторах дает достаточно стабильные результаты на периодах D1 и выше. Система позиционируется как мультивалютная, но для уверенной работы рекомендуются именно средневолатильные валютные пары с явно выраженным трендом. Как начать зарабатывать на Форекс, если до этого вы не имели дело с валютой?</p>
<h2>Торговля Ценными Бумагами: Механизмы И Обучение</h2>
<p>На качественных и проверенных интернет-площадках будут располагаться «правильные» ссылки на ваш сайт. Мы проработаем всю цепочку от подбора ключевых запросов до проработки продающих качеств сайта. Очень важно, чтобы он не только был красивым и привлекал тысячи посетителей в сутки, но и продавал. Признаемся, что не имеет смысла в режиме онлайн отслеживать появление такого рода отзывов. Таким образом, мы не пропустим сторонние сайты для внимания глаз будущих клиентов и сведем к минимуму активность недовольной клиентской аудитории.</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="data:image/jpg;base64,/9j/4AAQSkZJRgABAQAAAQABAAD/2wCEAAUDBA0KCgoKCgoICAgNDQgICAgICgoICAgICAgICAgICAgIDRANCAgOCggIDRUNDhERExMTCA0WGBYSGBASExIBBQUFCAcIDwkJDxIPDw8VFRUVEhUVFRUVFRUVFRUVFRUVEhIVFRUSFRIVFRUVFRUVFRUVFRUVFRUVEhUSFRUVFf/AABEIAWgB4AMBIgACEQEDEQH/xAAdAAEAAQQDAQAAAAAAAAAAAAAABQEEBgcCAwgJ/8QAYBAAAQMCAwMGBwkKCQgJBAMAAQACAwQRBRIhBjFBBwgTIlGRFBUyYXGB0iNCUmJ0obG00QkWMzQ2cpKTs/AXJFNUc7XB1OEYNVV1gpWy0zdEg4SUosLDxEVjhfElJkP/xAAbAQEAAgMBAQAAAAAAAAAAAAAAAQIDBAUGB//EADQRAAIBAwMCBAMHBAMBAAAAAAABAgMEERIhMQVBBhMiUWFxkRQygaGx0eEWM2JyI1LwQv/aAAwDAQACEQMRAD8A8ZIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIpXEsDfDNNC50ZfFJNA8tLi0vhkdE4tJaCWksNrgG3AK38Wu7Wd5+xX0S9idLLJFe+LndrO8/Yni13azvP2KND9hpZZIr7xY7tZ3n7E8Vu7Wd5+xNDGlliivxhbu1nefsTxU7tZ3n7E0S9hpZYIpDxS/tZ3n7E8Uv7Wd5+xNDGlkeikPFD+1nefsTxQ/tZ3n7E0saWR6KQ8UP7Wd5+xV8UP7Wd5+xNLGlkcik/Er+2Pvd7Kp4mf2x97vZTSydLI1FJ+JX9sfe72U8Sv7Y+93sppY0sjEUmMFf2x97vZTxI/wCFH3u9lNLGlkYik/Ej/hR97vZVfEb/AIUfe72U0sjSyLRSniN/wo+93sp4jf8ACj73eymljSyLRSniN/wo+93sp4jf8KPvd7KjSxpZFopTxG/4Ufe72VXxG/4Ufe72U0saWRSKV8Rv+FH3u9lPEb/hR97vZTSxpZFIpXxG/wCFH3u9lPEb/hR97vZTSxpZFIpXxG/4Ufe72U8RP+FH3u9lNLJ0sikUr4if8KPvd7KeIn/Cj73eyp0saWRSKW8QyfCj73eyrZ2HOHFnefsUaWNLLJFJMwZ51vH3u9lV8SP+FH3u9lNLGlkYik/Ej/hR97vZTxI/4Ufe72UwxoZGIpPxK/tj73eyniV/bH3u9lNLGlkYik/Er+2Pvd7KeJX9sfe72UwxoZGIpPxK/tj73eyniV/bH3u9lMMaGRiKT8SP+FH3u9lPEj/hR97vZTSxpZGIpPxI/wCFH3u9lPEj/hR97vZTDGhkYik/Er/hR97vZTxI/wCFH3u9lNLGlkYik/Er+2Pvd7KeJX9sfe72UwxpZGIpPxK/tj73eyniV/bH3u9lMMaGRiKT8Sv7Y+93sp4lf2x97vZTDGhmR7Y/j9f8rr/rcyi1KbYfj9f8rr/rcyi1uR4Rki9gqhUQI0SciuTVxVWqMEHIKqoFVQDkiImQVBRAqhQSUVWqtlVrUByauQCNC72QOO5jz6Gk/QFBKOmypZXJpX/ycn6DvsXW5hG8EHsIse4oTg6wFVEUkBVQIgCIihlQiIqlgqoEUgqiIgCIiEoJdEQkIiJkFTuKiJDqfSpZx0URJvP78VUF/TeSF2K+wXZ+qqI+kp6LEKqK5b0tNSVFRFmba7ekhY5uYXFxe4uFe/efX/6Lxj/d1Z/ykyRkhEU3959f/ovGP93Vv/KUaaCXpeg6GfwnMIvBuik8J6Umwi8Hy5+lvpkte/BAmWyKb+8+v/0XjH+7qz/lLprdm6uFpfNQYlBGNXST0VTDG0drnyRhoHpKZGSJsiqqwxF7msY175HHKyNjS973b8rGNBLnaHQBQyTigWSRcn2KOAc3Bcec06hzcKry0jtBENiFCYjh8tO/o6iCopZRqYqmKSnlA7THM1rgPUoyMot0RX2EYPPVOLKWlrK14tdlHTzVTxfddlOxxG47+xWKssUWSycn+KNBLsFx5rRqXOwrEAAO0kw2AUIMNmMogEFSaknK2mEMvhLnWJyiny5y6wJtbgU2JTLVFN/efX/6Lxj/AHdWf8pPvPr/APReMf7urP8AlJkZISypZStfs5VwMdLPQYlTwty55qijqYIWZ3NYzPLLGGtu9zWi51LgN5CjANQBqSQ0AakuJsGgDeSSBZAcUWR0+wOJvaHMwbHZGHVr48Lr3sI7Q5sNiFE4vhE9K4Mqqaro5DujrKealebb7Mna0lVJymWSIiZwGdm2J/j9f8rr/rcyirqU2x/H6/5XiH1yZRSzxexjXByRUuq2VsknILm1cGrmFDBVAiqFBBVAiqEYC7GtXABSOGUTpSGtFzwsoJRaNjUpgOzs9W/JBFJKbgdUHKLm2rty2LsDyZeEESVDnMgFi4NAHqJO4ehb92YooqdjYaSIBgAF2N32Ghc87ysU6qibEKeTVGwfIKSBJXyhnEQxG5H5x07luLZ7ksw+O1o3v/OcpB8hB138eKmMJmJ/fRaNSs3wZ1RR3N5PaJw0gj81wFiu2fI9QStPS0rmjhPTmz26b3AbwthU1WG++B811Kw4gx2hI9B1usCuJJkuljseRdsuQUMGaim6dp1aDo63bYrS+0+z8tHK6GZhY8Ei53O84PFfQfG8KNnFjQdc7S3QtPEeha+5QdiqfE4HgxNZVgH4vSEDe0nyZNPWtujct8mGdPujxEiyDbPZiShmdG8HLc5HHfpvB+MFj63k8mtjAREUEFSqKpVELHKyJdEAS6IhIRECAXRVsigAIiIDhLuUS/epaQaFRLt/eoB775hv5Of99rv/AGVL7Z85PC8NramgqGYkainf0Mxip2Piz5Gv6jzKC4We3gFE8w78nP8Avld9EC8sc5H8pca+U/8AxqdUxlswpZkz33yYbdU+N0Qr6ITtpzJLABUMEUmeF2V/Va5wy3868W1//SD/APnKf63EvQ/Mc/JuP5ViH7YLzxiH/SCP9eU/1uJFs2I7NntXlN23p8Fon19YJ3UzHwxOFOwSS5p5GxMsxzmgjM4X1WNclnLPhuPyTU1Iahs7GdI+nrIhEZYSQ1zmAOc2RoJAIvfrbrLnzkNiKjGsGmoKM07al8tHKw1T3RQ5aeoZK8OfGx7gcrTbqla75sfIBUYJWyYjiE9JJUdE+mpoKJ0sjGNlcx00ks0rI8xIY1oaGab78FXbBVYwah55/JvBhNdBWUcbKejrBMZIGWbFDVw5XSGGMaRxPY9rso0Dg61gbDenNO5JYcMw+DEaiJr8XqY21Dnyt69FTzND4qaJrvwUgY4Z3DUuJF7ABar+6FbTRSyUWHRuD56dlVV1OU36E1MbGQxP7JC1hfbfYtPEL0ry3VbqbZ/GJISY3x0FeYi27TGW0kjWuaW2LS3eCLWspb2LNvCRrvaHnVYRTVb6ZseJ1jGPMUlbSRQOpQ5rix5j6WdkkrGkHrNYQQLtzaLNNvdkMP2rwprgYpo5o+nw3Eoh7rTvcCY5Y3Gzsodo6J2hs5rhfd832iwsNANAOwBe4eYViT5cBnhfbo6euqqeC17iOWCkrng3Op6armOltCPSTjgSjjdHkvYrYKorcYjwYjoarwiWkq3DrtpvBXvbVyXt1mt6N9juJLe1e+2RYZsnhNw1lFQQhoe8DPU1c5Fml7h1qqrkN9/qs0aaX5O6JjOUzGmtAAbSzTtAA0lnpcBklcOwl1RMT+ee1Wv3QuveG4JTgkQvdilQ9tzZ0tMMPiiJANjZtXNvHvuHGW8sN5aRk9BzusJfJkfSY1Txk2E8kNK9gF/KeyCpc8D0NK0dtFyqQS7axY44yy4XTyxxwGGO07qSKhlgBEchbmcZ55X9Yg5XeYBaTRWUUXUUj33snzmMKr6unooGYmKieRsEJlp42R533sXuEpyt032K2DyobdU+CURrqwTupxJFARTsEsmeZxazquc0WuO1fPrkD/KHB/lcH/qXrrnyfk2/5Vh/7UqrW5RxWUjW/OE5weG4xgdZh1IzEW1UzqExmogZHEBTYjSVcmd7ZXEe5wPtodSPSsh5mPJJDFSR45VxNnrJ+vhzZAHspKUOOWeNh08JlIvnNy1rW5bZn5vGc5s1x8xPzL6b4C7wPAYXQBrehw+OSFtuqHRUQkb1RbTMNyS2RMlhbGBcoPOZwvDKx9EY8Qr5Y3dHUSUMcDoIZB5UeeomjMr28cgI4XvosvqqXDNrcJBs2toJw4RSgdHU0s7HZS6Nzhmp6qORuo3XbYhzSQfmwJS/ruN3uvI89r3nM4m+8kkn1r2J9z5q3GjxWEuJjZUU0kbSSQx01O5sgaDo0HoWmw4kniko4EoYWTytt5szJhdfV4fPrLTyvhzgFomjBvDO1p3NkjLH24Z7cFCWW7Oe3EG7TTEAAupcPkf53Wmjue05Y2D1LSatyjJHdHLbH8fr/leIfXJlFKV2x/H6/wCV4h9cmUUsseEUXAVWqiqFZA5qrSuK5NCEnMKoVAqqAcgqqgXOMKCDupYr71sjk6wvrA5Lk8bcFZck+zJq5iXANhbYvkcLga7m9rlvTB8BijccjQGDRo3n0u7StatVxsbVGlqOVCxxa1nkxi3VaLA+m2/1rIRiBjiyx9W/ZvXU2ABXFM0BcqdRtnShRRZ4a2Vxv1j6VNQ9MRYuLR2DRc2PPDT0K5haqajOqSOFNE5uuY39alKfGZGb2MkHos7vXS1q76aPVY2yzgiWpNqRbrscw8exW9c+Oc5o3hsnEbrjsXbBhodfd61jeNSdC4nJu3283Z5kU2ma9SkuxrXlu2W8Iic8NHSNN81tTYH9/UvMVbCWOLSLEEgj0L2ZV4myoGU7zo5psvPHLbsr4PUGoiHuEmjgN7JNb37AV17WrlYOZWp4ZrJFVyotw1wqhURAmVVERCQqoFVAERAUJKoi5KoOKKpCogOuXiot29Sku4qLO9Ae++Yd+Tn/AH2u+iBeWOcj+UuNfKv/AI1Ost5CucK/Z/DvF7cLjrx009T07q51KfdsnU6IU0u7Jvza33Bax5RNpDimI1mIuiFM6pk6cwNkMwi9zjjyCUtZ0n4O98o37lCW7KJeps9o8xz8m4/lWIftgvPGIf8ASCP9eU/1uJXPIpziX4BhzcObhcdcBLUVHhDq51KT078+TohSyeT25tewLX8+3hdj/j7wZod4bHivgPTHLdkrZfB/CujvY5bZ+j43y8FGN2Rp3Z7r5x23FRgmDTYhRtppKlktHE1tWx8sGWoqGQvLmRSRuJDXEjrDVeSto+c/jlVGY2zUFADcOkw+lLJiCCCBJWSz5N97sDXAgWKvOWnnGvx7DZMOdhUdC18lNMahte6qLfB5mzBoiNLHfMWAXzaX3FaKRL3EIe5zxKV85kfLJLNLJmMs0z3TSyPcLF8kshLpH+dxJX0o2DxqDaPAYpH2fDWUr6WuiY67opZITT1sBeLWe15kF9NwK+aqzzkh5Wa7Z+VzqN7JaZ5BqKCpDnU0xGmduUh0E9tA9p7MwcAAklkmUcmRbQc27G6erNNDR+HQZ8kOIRSwR074i+zJZmyvD4XBtnPaGutqGl9rn2LyI7GN2ewWCknliMkbZqvEKgG0PTyudNOWvcATDGLRtc4AlsTSQL2GlKfnkR5RnwacSWGYMrY3MzW1Ac6EEtvxstT8tHOCrscjfSBkeGYY4jpKWB7pZqlo95VVTg3PEdCY2MYDudnCruyrUpbEhyV8qDPv0kxeYllJXTVVJ0ktmGKkqTFFQulFtC1lNRtI4a3Jsb+l+dDyWvx/D420xjbiNM909J0pLY5WyNDJ6dzxfJnDWEOsReIdtx8+St7cknObrsKhZS1kTcYo2BrIHyy+D1tPE1rWtiFQGOFTGMunStz9Y3eQGgWa9iZR7oxnCeb3j00gjOFvphreaqqKZkDbfCdDJI4/7LSsE2y2dmw2tqKCqDBVU7xFMInF8eZ0bJWmN7mtLmFkjHAkDyty9QVXPKjyExYNK6T3vS10bI7/ABnMhcbepec+VbbuTHa9+ITw0tNK5kUBjpA/IWQl/RuldI4mWfK8NL+qCI2dUWUrPclZ7l7yBflBg/yuH/1L1zz5Pybf8qw/9qV4o2Fx84dX0le2MVDqaVlQIHPMQlLL9QyBrsl778p9C2zy2c4l+P4c7D3YXHQgy09R07a51UR0Di4M6I0sW++/NpbcVD5IaeUaMIuvonzY9rGYrgFGXPEs8MbcPrmODb9NAwR3cwe8kjyOGliHeZfOxZbyYcodbgdSanD5WsLgGVFNM0yUlVGNWtniBaS5pJLXtLXtuQDZzg6WslpxyjYPKXzbsVpa2VmH0b8SoHve+lmglgY9kTnXbFUMqHsySNuW3GYENBvc2HqLmz8mTtn8MdDUOjfXzyGqrXROLomOyiOKKN7rZmsjaAXWALi42F1qWg547cjemwaQS26/QVrHRk9rekhDgPMb28+9a95XucxXYtDJSUsLMIopAWTGKV09bPGd8ZqcrBBG4aFrG5iNM9iQa7vYo1J7Mw7nG7WsxXHq+qhIdTNc2jpnjVskNGOh6Vhtqx7xJID2SBa8QBFYzJYOW2P4/X/K8Q+uTKKUrtj+P1/yvEPrkyilljwjEuAqhVaqqwC5tVGqqMHJVCouQVSSrVkOxOz7qyoZE0HXVzreS3ie66i8HozNI2Mb3EN7+K9K7CYDDQwNygOnLbySnyiSBoOxqrKSSJSGDUDaRghiFmjQniTxJt61kmz8ly71KIp2Zs5/O+ZSGx8mZrzxuAuZXeTo27Mijau6ODULra9XdLKtHudFMuYILLsJAVHy6aK0kuVbSNResqAF2NrgFFNBVRESjgideSeZtCGC+l1A4niee5PFVfhpIuVD4rZug1WF5IZjeMNMUgkZ5JIzD1rhtthvhtFPZuaRrQ5w7Ywbhw+MCe5Xlb1mkEaK3wrEOjls7yXMcxw7RwC2beWGjUrwR5cq48riDpvHcV1LKeU2gENZIG+QS57PQTc/SsWXbi8o5MlhhERSMBEXJAUCqiqgwLKiqsv5I+T+fHa9lDTFsQt0tTUvaXx0tO0gPlc1ts79bNZduZxAu0XIjIMQRfQXZvkNwHCqcdPRUNXlAEtbjQiqnSO4vIqR0MJPZGxo3LsxHk42arIZC3D8BMbGvkkfhrIKSVjWNcXEy4eWPAABOp4Kusp5h89kC51kzHPkfC18cDnSPgjkOZ8cDnudDHI73z2sLWk8SCV7x5PORLBJ8Lw6omwulfNJR0E88rnzAvklpIpJZHWkABLnOPrRywWlLB4Gl3KMO9fR1vIzs04gDD8McSQABUPJJJsAAJtSStX87TkkwnDMAmq6DDqekq2z0EbZ4zKXhktSxkjRneRYtJG7io1FfMR5Ei3LkCvW3ND5LcLxTBPCq+ggq6nwqrh6WR0od0cYiyMsx4FhmPDitqTci+zbSWuw/DWuGjmunka4HsIM1wUciXNI+epVF7Z5aeTzZ7DsGxGrgoMNNVHBI2kyTve4Vc1oKZ2UTXcGyyscR2NK8Q1biI3kbw1xB84abFMloyyjtRfRWbkGwBoLnYTRsaNXOc+ZrQO0kyWAVtByK7NvcGsw7DXvO5rJ5HONhfRoludFGor5qPnoqFeouebyb4dhOH0EuHUUNFLJWGCV8RkJfF4HVSZD0jnC2eNh07FIc0/ZDBMbw0sq8MpJcVpXdFVPLpmunieS6nqS0SWJLeq4gAZmHQXARvYatsnk0Kq2hzmeTkYHi0kULS3DqgOqsP3kRxl3utKCSSeiecoublpZ51n/ADOeSCnxVlXiGJ07aqia4UdFDIZGskmbZ9TP7m4Z2tzMjHY4P7FOdi2rbJ5wuso5KMagocWoKusibUUUUpNVC5jZmvikhlgJMTwRJkMokt2xjithc8LDsMw+tiw3CaGCjlhi8Ir54nSOJlqGkwUxEjiOpGGyn+nZ2EL0NLyJ4L4mNT4rpvCfADUdLmmzdN4F0vSfhLZs+qZKuSx8ywrajZCpr6PFTiOCwy08csbKNs1JT0swla9odWUD2ZpJmCWTLu1dqHZWZfNnOb2kocQxjpcJjhjoYqano88ETaeGonjnq5paiNjALtIqI2ZiLnoeyyxLkq2VkxfEaGgjBvNIzpni46KlYOlqpS5oOQiFj7Ei2YsHFe9Gc3/AQAPFNMbWF3PnJNuJPSalRwQ8RZ86UW8eb/snQVe1OKUWIQU8mHRNxvoIJ3ujijfTYtTQU4a7MCXNhdI0Ak6E77XXpyn5FNnHuysw7DpHakNZNI91hvNmy3TUWc0j55Ktl9D6vkO2eit0mGUEV75ekllZmta9s0ova471ojnk7D4VhuGUk2E09HT1LqvopX00rpXmDwCtkLXNc91m9JHEb23gdusqRGtM8zKi+hWB8hWBOpYJZMKpLmGGSR7nzDUxNc9zj0lhxKfwN7NfzDC//EP/AOcqtkeYj57IvS3O/wBlcHwyjomYVSUMNZNO4yywSPlkZSwxPLgB0hDc0r4Rcg6A+leaVbJdPKOW2I/j9f8AK8Q+uTKLspXbH8fr/leIfXJlErPHgouDkCuS4Bc2qSSpCqEVVAwVXIFcVyAUAnthn2q4ePWXpCgiLSM3kkC3cvMWAT5JmOGhBC9RxvzU9O87+jafPuusNUukWFNiAY+RnZmA9JCvtiDYSNN99wsaq2WlzgEAkX+ZZTs82wcd1ytCojbo7GR5lcUxUdFL2qdw+EOF1qOLydFS2Lmld2rslLW8QuqWzRoW96hqpriCb39ClJk5JJ1Q3gQjq5rRfRYpU1ZabE2PnUJiuNEEt1Hn9ICtpIyZjXbUgXaL29Si2VHTu0Dh5zu+ZYrTPucziO3VZZhGINYBkLXP4DtPD6VVwI1l3iWGdG0XsT2rDMSjPSDhxPoWXkVMpN4Xv7MliLd6xjaKvbTPcZGm7BmkYR1ra5WkdhISHpZjnuaV5UKpsswc2+mYG+hGoH9iwxZhyh4o6q6Gd7Y2OJnZaNuQZGmMsv2kB1liDguzTfpObXjiRRERXyYAuQXFVBQFSqqhQFCxVewPufmGs8CxWqyjpjVR0ef33RQUkFQG37M9U4+pePrr1/8Ac+8UZ4HitJmb0wqYq3JfrdDNSw04dbsz0pHrVZcGOfBrbnsbWy1WOS4eXu8Dom0zGwbo3VNRTRVkk7m3s9+SpjYCRoGEDeSdFQuyHMwmN1nMLmEsdkcLOZmbY5SNCNxW+Oe1sjJS41JiORxpK1lM7pgDkZU01PDRvhe7c1xjghcBxzHzrRNNC6QkMa+QgFzhG0vLWgXLnBoNmga3KmPBaPB1u3H1r6VbG/k3Rf6qpP6sjXzdw+hfUSRwQNMk8rmQwsaCS+WQhrBZoOlyLngATwX0j2jlbhOz0vSFrW0mH9ATcubnhoxAxoJ1cC8NHrVZlKnY+dXJVC0YrgpDWh3h+C6gAHXEKW+vrXtnnzfkxUfKcM+uRrxZyZNti2DDsxDBh3YjShe0+fN+TFR8pwz65GkuRP7xbcxD8nD8srvogWvOWHmw4nieMYhiEEuBinqJumibUz1TJ2t6KOO0jY6N7QbsJ0cd62HzEfydPyyu+iBan5aucJi+H43iVDTVVLHTQT9FAx9NA97WdDE+znuF3G7zqVXuQs6ng1NyvckVVs4+kbXOw2R1S2pfAaCSWXKKU07ZelM9PCWE+Ex2y5r2de1hfAq8+5yfmP8A+ErMuUvlPrMddTuxGeCd1OJ2U/RRRwZRUmEygiPyyTBFv3W85XdyI7FOxrF6ShY0Phzsqa8kZmR0EEjHVHSDhnBEQvvdM3zqxl3xue8Ocn+TWN/Iqr9mV4w5oULRtRhpDWg/x3UAD/qNR2L1bzyNo20ezdawvY2aqMGHwNefwgmmYaoN1HWFKyod6QN+5eVOaJIDtRhlnNJ/jugIP/UajsULgxw+6zfH3QX/ADXhfy8/1fWLzdyDcoJwLFqetJd4G4+DYixuuejlNnvy++fE7LMBx6Ij3y9H/dCHgYXhlyAPDzqdP/p9YvGT3AakgDtJsPnSPBaCzE+g3Oo2E8d4HI6laJ66nAxDD+jJcZ8rLzQMyfhOlgc8NGozZDwWQYLTU2yuzzA8/wAXoaZ0k7meXU1JvLUOYHHWWepe8hvbIANAoLmfV802zOH+E57x+E0sDnjKXUdPUSRUlhYXY2JrGA8RGDre61Nz8tvQTT4JC4H8HXYiBY7taOB44G46b1RqpjxnY8t7U4zLXT1VZUuD6qofNU1DhfL0kt3FkYcSWxNFmNaSbNY0cF9KJj//AF8/6sP9Xr5k1Hku9DvoK+nlPhzqnBIqZhDXTUMEAcdA0S0rGOduOoDid3BWkXqdjQ3MM2BEFJLjtQ0CSoaaSgzaGOhheDUzXOgEs8TR5m0gINnlegOTnacYnTyVceXwZ09XDSECxfBSzOpelcbkOzywyvBFuq9mlwb6v50O1jNn9n46Cj9xnqGNwqhaywdBSxQgVM+63ViDWX+HUMOuqmuZ8LbL4aBoP44APN4dUqr9ykt9zwfyiMBxPFAQHDw/FDYgEfj9R2raHMfiaNpo7Na3+KYhuAHGn7FrHlB/zpiny/Ffr9Qto8yT8pYvkmIf/HVuxmlwbI+6Hxgx4JcB3XxS1wD7yh7V5Dnia1j7Na05X6gAe9PYvX33Qz8Hgn5+Kf8ABQryHWeQ/wDNd/wlTF7EU+D6iT4c6pwZ1NGWCSagdTxmQkRh89F0TC8tBIZdwuQCbcCvHLeZ7i9rdLs5/wCJrP7gvYddXOp8FfPGQ2WLD3zxOIDg2SGhMjCWnRwDmg2K8SM50eOWH8dotw/6nT/YqIxRz2Nc7dbIyYRXVGH1HgxqYSxsrqQufA4vjbK3I+SONzuq8b2jW/pUIpXa/aebE6uatqpI5auUtdM+NrY2ksY2Nto2aNGVjQopWMxy2x/H6/5XiH1yZRSldsfx+v8AleIfXJlFrPHhFFwAuYK4BclYFVyC4grkoZJyXJcVyUEHdSvs4FeiNhtpWVdK2Jtg+NjWylzgGtG4Ekrzm1Z7yRxiWaende8kTntPniN3D9EnuWOrwZ6Ucs3NVwOa0ERmVm8OiPSDhrdquMP2oihGWdr4mEgCVzeq0/HI8kedU2dwN1PGPBy61rlpJcLWudDu4rOMPpopoCHxse0i0jXC4JtqFzXPLN7ytJD08zJAHxvjkYdzo3B7bekK1xvafwc9GGuJtvB07VhW0Wxj6WUzYZK+Bl7vpsxcwi9zkDr24qIwrEH+FzCrL3EhpjDuFhru4qjwXUmTlftNKSTmDPNqbfOop220zN0l+zq6d91xxamq5WufFSMihNwx7iSXjtAKw6fZyqzXcSPNfTuQjW2TlVtRJI8Z3uc6+5ul7FTW2OPQGGJ8TyZsgDmkbj2H18VE7PbKuAdPNoxjXPN9xIBNvOs4wbk8gfhrHyMe6pla6VxzHqZyS0BvAWshJql+0L3Dy8o7bK3btMQbGqkt2N0+hTOCYCM8sL25nROc1zCdSPeu84UtS7PQPf7qGxtG+wFz+/8AamVgqk8nVsZtJ19J6gW0Ds7xvtpv86s62Keor6lj6h73Ms0yPNy6KQNc1pb763b51l76WkDqeGAAWLpZHOFiQxtwL8dTu8yjMWwp8M1ZU2IMvQvgB35A1sZ0PnJWFywzJGO+5q3apwEdPHvc3whzv9qQNafTaNY+VkG30PR1To/gNY31kZz67uWPkrsU/uo51d5kyiIiuYAqtVEQHIoiKSSqyrkr27qMDr466ls8j3Oop3uc2KqpnEGSCQt8km12vs7I4A2NiDiiKCNj37s9y94DidKPC6mlpC4N6ahxZrGhrxYkXkBimaHbnA8L2C7K7la2aoYJRFV4T0b2ubLT4XGyV8zS0tLDHSNs64JHWXz+CrdV0lfLR6E5oG1uFYZXYmysdSU8djJhOLYiI4qoUsUr4nUrpnm0U0sTqaTo4tXOZL5Qa0N6+dJy7txgDDcNztwprxJVVLs0b8QkjJ6ONkZsWUbHDPd2sjgw2aGdfz/dUU43yTpWcktsRWMgxLDZ5XCOCKtwyomkN7RwwV1PLLIba2axjjprovUHO15W8JxPAJqSgxGnrKt09BI2CMShxZFUsfI7rsAsGgnevIlSdFGjeoayS453PZXNC5UsMwvBPBq+vgpKnwqrm6KRspd0cgiyPuxhFjlPHgtm1PK5sxI5z5KzCJJHG73vpXPe49rnOhu4+lfPqLcFVQ0RoTZ7n265TdmZMOr44KjCHVD6Wtjgayks90z6aVsTWHoRZxeWgajUrLOa1QRs2cwiVsMLJn0sfSzNja2WTrvJ6SQDM/UX1K+dq9lciPL/AINh2CYdQ1dXPHVwQNhnjbRVsrWyBzjYSRQlj9CNQSFDRWccLY2DX8tmzlQG9NiOHVDR1mdNBJKG3G9vSRHLcLppOV7ZiJ4kircJikF8skdM5j23BByvbCCNCR6189KRuVjAdCGtBHnDQCu4JgaEfUbBMQosYpYqqHwbEaJ5kMEr4hJGXQyyU8hY2Zt2uD45GXsPJK8I80LaDD6HEHzYu+mjpXUbo2Oq4unj6cy0zmgNyOs/K2TW3b2rcXNu5dMIwnAaGgrqqaGsidiBmjZR1k7WioxOsqYiJYIXMdeKaM6E2vY6gheQKRhDGA6ENaCOwhoB3IhFco918ofOhwuigc3DScVq8oEEcTHwUbD5Lemne0EMba+RjSTYDS9x4n2hxmatqZ6yqkdPVzvM1RM6wL3usNGjRjGtDWtaNGtY0DQBWCqpSLqKRwmF2uA32cB6SCvoPsry64HHR0kcmLUrJGQU0cjC2e7XshY1zTaPeCCPUvn0ilrJMo6jZvOX5QfHeMzTxPL8OgAo8N0c1roWWdPUZXe+lnLzmsCWMhBF2r0HzaeV7CcPwChpKzEaelq4/CulhkbKXMz1c8jbljCDdr2nQ8V4vRMBxTWCW2yqWy1+ITRuD4pKvEJ4ni9nxTVk0kbxfWxY5p17Vn/NT2npsMx2Orrp2UlKKasiM0gcWiSTocjSGAnXI7hwWqkugeOD0hz0uUCgxdmFDDayKtMLq8ziISDoxK2kEZPSNG/o37vglebKlt2uA3kOA9JBXZZURbCOywfQjBeXPAhSwRS4rR3EMMUsb2TOGkTWPY4GOxG8EK3/AIVdlf51g3/gz/yF8/0VcFPLR6m51W3GCVuENhwqbD5azwinktS0/RSiJok6Q5+ibZuoFr63XllEUlksHLbH8fr/AJXiH1yZRSldsfx+v+V4h9cmUUs8eEVXAXIBcVW6sgclzauAXNqhknJcguC5AqCDkp/YbFvBKunqODHjpBwdE8GOVv6Lj3LH13QnVUnHUsGWlLTI9U1uKSQxO6AgtILonWzAseLs14qQ2Gq5GUIknt0j3OIAFurrbTgsd5Ga1tdhkbH2MsDjC6+riwWLLk7xZZhjHUYGWDQNw7LeZcestDO1FqSLKWQvOig9oNnQ6WOY3yuBjnsdW6dR7fQQpWGeyuxUXFgsCnkaDG6Bk1OwtzPniBOTc6w7B2b10EF7ryN6KPjmIabdql6rAZpb9EY2X43Lfo0XRR7EsjaZKuV0zt9i8lo9AO8LIpk6EUhYKwsp4NYcw6dzfJbE03IJ7TZbGw12XS2gsB2AAAAdyw7ZypjyvEWWKJptlb1c3be29TdNjsTA65BPCx3WRNsukkQXKlgIZIzFII91o61jdGODfJe4N1II0JWP1ePxzsFsObu6r2PPmPDeFKbS8oDYmOaT7m67XNJ6rgeBG4rXuAY4wzOawgRklwA0bqdwHAKziymESsLHtJlZAGdmYF9u82vopPDcR6WQOqHF2oLr8cgu1oHAXAFlzqMVIbYE210v6VC4a8GfreRfUenj3/Qtd7MskjWXKbfw+fN5RLSfSWgrGVlHKpJfEqsfBeGeoMba/afOsXXeh91HFrrE2ERFYwlVREQFQp7k7wRlfieH0UrpI4amppaSV8JaJmRzzNjc6IyNc0PAcSMzXC/AqACzLkPP/wDP4L8vw76zGjIyepv8kDCv5/tB+uw/+4p/kf4V/P8AaD9dh/8AcVlPPFxOam2dqJaaeopJxPh7RPSzSU8zWvq4mva2WFzXNBaSDY6grypyE7ZV8uPYRHLimMTwvq4GSQz4hWTQyMJN2yRSylr2+YgrGsmJZM85xPN+ocCwp1fS1WLTzialgEdZJSPhyTvLXEtp6WN+YAada3mKsObJyF0e0OH1NZWVOJ08sVZLQsZQyUrIjEyioakPeKmmlcZM9VILhwFmt0vcndnPi/Jt/wAqw/8AalRHMA/zJX/60qP6rwhM7E5ekf5IGFfz/aD9dh/9xWvOWbmuOw+lkrcKqqmuiia6SopKwRGq6Nou+SCamZGyTKASWFgNrkO0scN5ym2ldBtJi0UOKYtSwsmp2xQ02IVdPDHmoKN9o4YZWtbd73GwGpcV7S5J56ibBcPfiQPhj6WE1YlFnOLo98zTue5mUuB4k3TLQeVufMWqPV8y2xzVOR2DaSevFZNWU9NSx0pBonQxyvnq5Jsgc+oilbkDKaTQNvdzdRax1ntTG1s9S2MNbE2apZE1gAY2Js72xhoGgaGhtgOC90cynZQYfs9FUPDWzVrn4jI+1neDkBlK1x7GxNzf9qe1Sy8pbGAcqfNZoqDC66soarGaisgidURQVElHJDIIiHSte2GljefchJazxqBvFwfJoK+lPJBtnHj2HTT+5yR+E4rQPDB7m+CKqmZSkHc8PoZKV5I0JkK+e/KVs4cMxSvw9wA8HnkjjA3dA+01Kde2nlhPrSLFN9mbW5r3IrSbRU9dNWVGJU7oJooIxQyUzGOZJCJCZBU08pLr6aEC3Bbi/wAj7Cv5/tB+uw/+4qK+57/iWL/Kab6qE5xGwG0dbjMk+ETYhFhpipWMFPi5oIhK1hEzvB21DCNbXOXW3FQ+Ssm9XJG8oPNDYynfJhFdWTVLAXilxLoHtqLAno456aKLoZDwLmuB3aXuNE8hexMeL41T4ZVvqqaKTwwTOpzHHUxvpqaaXIOnjka054srgWnjuOq948lVLVYZgkDccrWTVcEc0tbWzzZmRQtfJK0T1ctul6KHK10zzd3Rkk63Xknm54iyq26NVDcQT1W0dXBcZT0FUzEJ4bt96ckjdOCJiLe5286DkRo9naSjqKOpxKoknqTSyNrpKaRjYxTTzZmCmp4iH5omjUkWJ04qB5svI+3aKoqvCZKumw+nY0PmozE2V9VKbxwNfURyNaAwOeeod7dRdbt+6D/5swuwLj4c6zWi7nHwCrs1oG9xOlvOth8nmBx7KbOxskax1UBE+pDTbwrFq+SOCKASWvlNRLFA1xvlaBwCjOxOr0mj+X3m50GCYLV4lTVeLz1ELqJscdXLRvp3Cpr6WkfnbBSRvJDJ3kWeOsBe4uD5/wCTrBGV+J4fRSukjhqamlpJXwlrZmRzytjc6IyNc0SAOuC5rh5ivcvPO/JXEfz8J/rnD14u5Dv8/wCC/L8P+sxqUIPZnqf/ACPsK/n+0H67D/7in+R9hX8/2g/XYf8A3FZRzyMUmptnZ5aaeopJxPh7RNSzSU0wa+qY17Wywua4AtJBseK0dzKNqa2px+SKqxDE6yHwCtk6GsramqiEjKrDmtkEdRI5oeA94uBezj2qNyvqxnJi3Ol5I6XZx+Gtop6+pFU3EHTeHvp5Cw0jqER9F4NBFYHwqS+bN5LbW1vpymp3yvZFEM80jmQws+HNK4RxN9b3NHrXqb7of+GwH8zG/wDjwdaw5o+ynjHaGkL2tfT0gkxOcOGZpMAEdKBf34qpYJB/QlWT2MkX6cs3zScz/DCxhfX48JMrTIGTUAbnyjNlBoiQ297XJ9K8w8uWw4wTGKvDmOnkpmCnlpJqksM01PPTxv6R5iYxrrTeER3DW/gTpxXvna3bplHi+DYY8gHEG4ll0uRJRxU8kQJHkB2eUC+hyW379D/dANlbsw7FmN1a5+GVTh8CUPqaNz+xrXsqW37aho4hQmY45yeX9jMMbV4hh9JI57Iqirw+ilfEWiVkVXWQ08joi9rmiQNkcQXNcLgXBGi9hf5H2Ffz/aD9dh/9xXkvkr/z1gv+s8F/rSlX0o2lx1tI6j6QAR1FTFQGVzg1sUlRFOacuJ3mSojggA4uqW+hJFpt5Pmhyh7OOwzEa3D3uLzTzSQh50L49HwvNgAS6J8ZJAAudw3L0ZyNc1+jxLCKKvrqvFoampjFV0VHJSRwNgmJfTWbUUsj85hMZddx1JtYaLu52vJka3aLBXRtkMWJOjw2rfGOrEaWQSSSXA0kNHJUPueFH5jf01U4tHT1NFQMDekmbOY4mkNMNJRxNzzBm8xtkkpovMZ2qGyJS2PC/Oi5KKXZyfD4qOevqW1MdZLKa59PI5jqeSmYwReDQRAAiZ182bcLW1vp1eofuhX45gv9Bif7agXl5SjJDg5bY/j9f8rxD65MopSu2P4/X/K8Q+uTKKWxHhFVwFUIAgUknMBcgVRFAOSqFQKqBFQuxpsuC5BQSbX5uWMZK59I51m1DCIeFqmK72jz5mgj1LeWMUsli55BA7PObLyPgeIup5op2XD43slaRvvG4OsPTay9F7V8pME2HGeKS0zmsPQ6h5eCC5gHE6Fc26isnWtNU1siTexcm3VvhdYJ4o5W3DXta6x0IuL2KvYyufhG3v3L+iqS0WJWMbZYm95ZDEfdHuEbfNmNibeYXU1M+wJ3BYtsvIJZ5KlxFml0cLezU9bX196sg2T2JbFSClZFS1Bgk0MrjYh7j5TjfjcrB8Y2NrKIF7ao1JdcuaT1j6FtKnxT4TgB8YgfSVAbS7T0zTaSohbb4wJ+ZZYIpJmicdbUPNpWSMA0s4Hhx+hX2DYW5kL5bm4y7jruWV7c7fUTg2NpdO4DV7GEi/beyxQ7UNfG6OOKUNdYZntLR9AWVmum8k7hOKF9muNyLb/33qaxMiCCWa50YXD06W9axPZynvdxBG4NPA2vdSHKXXEYdkbq5xaw9paHAu+lYWlk2IswnF63w+SaoAyydV7re/blDSfSMvzqEcLLJ9kqHLCXuFs/VbfflAtu9ZWPVsJa4tOhBOnrW9b1c+kxdSs/LSmlydCIi2zjhERCAsx5D/8AP+C/L8O+sxrDllnI3UsixzCJZXsiiZXUEkssrhHHGxtQwue97yAxgFySTYIw+D2Vz3PyZqflGGfXYV5D5vv5RYN8sp/pK9Q88Ta+iqtnaiGmxDDqqcz4c5sNNVwTyuaysic8iOJ5cQGgkm2gC8r8hlWyHHsIlmkjhhZVwPlllc2OONgJu58jyAxvnJVI8FIr0nr3nxfk2/5Vh/7UqH5gH+ZK/wD1pUf1XhC488na2iqtn3xUtfh9XN4TQvENNVQTylrZSXOEcTy7KBvNtFE8xvaijo8Hro6uuoKOV2IzysjqqmGnkfGcNwpgkayZwLmZmPbmGl2EcCq9iv8A8m2NoNsdnqKvmNVUYFTYuwt8IkljgbXteY2FueXJ0hd0ZjtruyrUvLpznaZ1LNR4I6SoqJRLBJiDo3RQUzCCx7qcTAOnlcCcrwMg33OgOg+cfXRz7R4vNBLFUQPmgMU0D2yxSAUFGwlkkZLXgOa4aHe0jgtfq2kuoIlthtmHYnX0OGxgk1E0NO7LoWU989VICfgU7Jn/AOwvo3yj4dUtwaqpcJY3w005o6FpeyJkZcwQh5fJ1QGMJP8AsheTOZTTUUWIVOJYhWUFIaaIU9CysqIYHOnrMwnqIhM4G7IY3R3HCrePTtHl55zjcJrIKXC48PxhroenqKhtTnhjc+RzI4WSUxcHSWjc5wO4PZ2qJclZbsuuaDye4rgLq6nxCCKKgnbBPA6KpjnEdXD7jIOjYbgyQuj61v8AqgB3ha95/OyPRVlDizAclRGcPqSB1RU02aamcT/KSQvmHoox571oueHV52dLhdC2HNH0zo5p3vbEXDpXMbl6zwzMQOJAW3ucBimF41gNZTsxXCen6NlbRfx2lEgqaa08TA0yXDpGh8JG+0zhoncbp5MJ+57/AIli/wAppvqoUny884uowPFZMOiw+lq2Mip5hNLUSQvJnYXFpYyNwsLb7rFuYltNSUlHijausoqJz6infG2rqIaZz2imALmNmc0uAOlxxW1Ns8C2WxSpdV18+CVVW5scbpjiwjJZECI25YalrQACeHFHyRL725e8l+2NHtlhU/hNA0wtk8Fq6KqAmj6VrGTMkiksOD2Oa9tnNI3ghaB5J9j24Pygsw+NznwRGufTlxLntp6jCpqiCN7zq97GStYXHflvxW/ZeUbZ7Z+iEdNV4XFTszGKhwp8dVNLI7eRDSlznPcbXkksNbucN6818kHKC2v23Zi9bJDQwymvINRJHDHTwNw6anpIpJnkM6QMbE0m+ribbwoJXc9bcoWxjcTrMIfM3PTUVRNiTmm2V9RHAYqVjmnyhnmL/wDsvOtE86zb7pcdwLBoX+5QV+EVleGk9apkrqdtLC4tNiGRukeWnjJGferee0vKvhdJS1FT4yw2o6KOWYQU9ZTzTzFjS5sUMTHlz5HEBoAG8r58YHjj6nGqSurJGdNLiOH1lZM4hkbScQp5JXku0jhY0HebNazzIiIo9u8878lcR/Pwn+ucPXjzm5YY6p2iwhjGudkqYqqTL7yKkvUPe74l2NB/OXqfncbYUNTsziENNiOG1U7n4WWQU9XTzTPDMWoXvLYo3lzsrGucbDQNJ3BQ/NDGD0WBnF3Op6Sta6akxavrpmh8UrZA9kMT5LNhgkidTvbHGLuzNDi9wJImLwie589Y1mzpjJGeWqoWMF9T0UhneQONmxfOtF8xL8o5P9XV/wBcwxQvOe5XRtBWRspg9mE0vSCk6RuSSplf1Zax7DrG1zWtaxjrOa25cGueWtveZXi8FJj75aqop6SHwCtjE1VLHTxGR1XhzmxiSUhuchjyBe9mHsKtjYnDUTPvuh/4bAfzMb/48HWZ8xTY/wAFwqfEZG2mrpQYid/gNIHRwd8z6t3nDm9iwLnvYrS4nV7PQ0ldQztLsRppp4KiGeOk8KqMHjZLUOjeWxMAD3XeQLROPA23hi3KLheCYK4UddhdUaOmbFSUdPV08kk8sbGxQsEcLy45pC0uIGgLio7Ff/nBrDlz5OMdxDaOLFaGni8GpPAmUBNbFE57aeQ1EzzG4gxGSSSRh4lrG37BvPlY2X8b4NWUUjTHJNDmjaCHOiqo7TQ5XDQkSsaLjQi+8FeYv8sOu/0Vh3/iJ/ZW3+QbnAU+LwVLsSkw7B6qGVrGRSVTYo56eSNro5Y31RbncJGzNc1t8uVhPlBRhkyUl+B4v5L2FuN4O17SyRuKYOyRjvKZIzFaVr2O+MHAg+he3eePVSQ7N1NRA7o6iGowepp5LA5J4sWozE8A9jrH1LzLymUVJSba0k1JVUU2HTYhgmKmenmhkpqbpcTiNY2WaNxZGWywTyuzEWbK0nTU7753e2FDU7NVsNNiGHVU7pMMLIKerp55nhmJ0cjy2KJ5c4NY1zjYaBpPBGJbtG2dlK2DGKPC8TDM3VZiNITcOgmno56SW4B8oR1VRGWnie0C2rdk9q/D9u66EHNBQYfLQxAgDLOaqkfWOaRvu8sZ/wBkvJ+yPLDjGG07KShxOampGF5jg8HoqgMMji94a+qgkflzEnLmsL2AA0WweZntHFFjtZVV9XBAZaWpc+prZo4BNUS1dNI+8kpaHSO67rDsPYmBoxkyX7oV+OYL/QYn+2oF5eXpDn249TVlVhDqSqpK1rIcRbK6kniqRG58tEWCQwuOQkNda+/Kexeb1KLw4OW2P4/X/K8Q+uTKKUrtj+P1/wArxD65MopZo8ELgIqpZWJObVyC4sC7GMJ3KG8bloRcnhBq5gKcwfZKaYB5LII/hy3ufQwC5WX4VsrDELuY+pfwL+pGPQ0an1rVq3cII7Nl0K4r7tYXuzXlNRvkNmMe88MrS76FkeG7DVEgu5rYR/8AcNj3BZ1FWGMWZHHE3sY0Bd7axzuwrnz6i2tj0tt4Xox/uPJjFLsGxv4WXN5o9PTqVJDCIYW2jjaPjHrOJHnKlMzjwAVlibyAtF15Te516fT6NBehExshj/QnopHDoyeqT709gJ3LYFJUNIBuLcLa/wD7Wjpm3U7sVtC676dzjnZqy+t4zu7lsQWTgdRoKLyjbFaA9hG69xfS6wWqpHse2CnsZHHTdbU6k+gXUkzGDYAn0lVwc9JWROGlr38+hH9oV8JHHOiq2YaB/G6moPDLESxvzarHcW2GondZs0wHY52p71tvE6MPbwWFYzgF76W70hIiUTAfvfo4De80h4Am4UdiLukcBGzKwXtYa2/cLJJ8BcSdP+L+wK5wrCzETdvZqR3LK5ZMekhsHlDYyHbxr3rhtLGZuibezG3c49oJ3dw+ddm1seSYW6oc0Gw3X3H6FGVNdYb/AN7WWKTwdKyt9by+Dsq6kMFhoBoANLehWPinwzrtIY8dU33OsNCfOrR7s51v5lJQxlsfVdlIId2XA4LFGbhudupbQrx0y4MdxXApoD1432+GBmb3hRtltynxyMRgOkYDbUOGa/msrKWSnqOqYRJ8ZrAx3qI3Lah1HtJHJr+GIvenL8DWFlxWxjsLG/VjpYhwDrOHovqVju0Gxs9OMwHTx8XRg3HpBW3C6py7nGueiXNFZ05XwMbCrZU+n97qoWynk5GMclMvmQrkqFAUaFUhAqoEUVURCS3rh1VYQDVSFb5JVhFvQEi1Vy+YI1FABCplHYFVUKkhlQFWypdVCqClvQiqUUklAEPAcAcwHAOtbMBwNtLoiggIQiKxIAVLehVVEKsqhCXRVJK2VLLkqFSSUQhVVFAACIiA5bY/j9f8rxD65MopSu2P4/X/ACvEPrkyi1ljwY1wAuTVxUxs/gr6hwyghvvnkdUevddROaiss2KFCdaWmCyWlFSOkcGsaXOOlgtjbMbKtiAdKA6TfbeG/wCKv8FwiOAZWWHwnneT6d6vcUqw2zWm27ULjXd45bR4PddJ6FCj6qu8i+aA0aWXVNIrKGTTU3XJz1zMPO56ZTSWEdVU5Upn6q3nfqkLlYxKW5KdIrSrGbRUD1RES9yNlFjb99FjkFaWyOmbo+FwJ+NHezmntFrrKcRbax71icEVpKgHc9jyPObXutygsnC6pD0m0qCsbKxr2kFrgHb+1TmAV8cUgzOGY6D0+laV2DxTJeFzrM97c7id9vMpqoqiHeUSe3sWxKJ5dS3wego8Qa69iFZ1lQCOHmWmMOxyVm6R1uwm4V3LtXLaxcB59ypGBkM9rKhrQSbKErMeY0XO79+CwTE9pyAbvDj8EOuf8Fjc2KOmdxa3j51ZrBaEU2ZNtBiwmkLxoLAD9/UoN0uYqOmqOwruo5uHFY5HYt8R2RIwWBUpTQukOVkb38SQNAN17lRdBFKTdrSewkad6n6GN8YzSyEf/aY6274VvoWCW506Wx30+FMbYvZ6TvH+KyLDo2W6gaPRosVqawyaDQdg3H0qSwqqyb9dywuJu27SkZH0Q7bcexW1RjEcejnXF+GvmWObRY4Q3I24J48QoPDoS9133I3637fOqxTMs7hZxgyfGNnqatzPZeKT4bRl14ZhxWBY/s3LSk5m54veyt1BHnHvVsPC3FtgPJ49imc4IsbEbiDqCPQd626V1KDw+Dl33QqF1HWlpl7o0WqFZttjsl0YM1OM0epewalnnA4gLC3BdWlXU1lHgryxnbS0yRxVVRVWwjRCIiEnTWeSo+LepCr8lR8O8ICRaqqjVVQAiKqkNFAFVVRVBRUVSqIAiIoTyAiIrk4CpZdsERe4NaMzibADifsWQ0+y2nXkId2MbcDzXO/ita4vKVD+48ZOv0vw/fdTz9lpuSjy8pJfDLws/AxpVU3iuz7o2l7HdI0eULWeB22G8KzwrDHTk5bNaPKe7yQfgi29yrG8oypuopLSu4reH7+jdK0nSl5suI85Xumtse7zt3LBUWUO2XFtJXZvO0Zb+o7lCz4Y9srYiOs4gMcPJcOLgewak9llWjf0KuVGXH4fqZ+oeF+pWKi61JpSaSaalu+F6W8N9ixRZK7ZgWsJryWvYgZfSRe4b51B09G50giAs+5ab+9sesT2AaqaV7RqJuL457fjuYr7w9f2UoRrU2nUeI4aeX/19Le/wLZFJ43hzYMoEmd51LbWyt7T2XKjFmo1o1YqUeGaF9ZVbOs6NZJTjysp4/FZRy2x/H6/5XX/AFyZRdlKbY/j9f8AK6/65MqYBhTp5A0XA0LncAL6lZ3JRjlmtb0HVkoov9kcA8Idd+kQ39pPYPOtjwQtjaGMaGtG4D+3zq3oKVsLGsboB3k8SVcPcuHd3DnLC4PpHSumxtqeWvUdGIS5bKzqDdzVxxp+gXFpuGO8y1MG9KW5JMcuYK6ITcBdoVTMuDoqt6405StXVRP1spwQnuXt1VpXFVCpkucK1mZpHGxt6QsYqWG2cDWzmn16XKysFQmMU5DX5dSdRbt4j0rZoyNO8oeZEwqOmc03G+/9qzXAqLwnLZ2UmwJKjDT5CwuFr2B8xIWd7N4GY4zI3UbweItu3Lc15PFXNB06hj21VK2kIjaXOktdzidPUsNr6pzjvUntNXOfK8vN3XI9FtFj0sivEyacRyzrnl712UMtgVaPN1cQDcBqexXlhIx0pZlsdzXEmwFysxwHCmxtD5bF28N7PSojB6EM6zrF/wBCkJKgnS606klwdy0puK1MmH4ha4bYBWly86lWlOy6kYI7LAzpQyzugisrhi6WLvG4lQbEVjchq9wc/wCZSNHHYKIpznkPpusgDLBHsVo+ptl3RVWoFllOF4f0paN265vosVwGIOqIWHRrnsY70OcB/at34xRsiYxrGNbltuFt3nTRncwXfUHRjp7kRJsk3o7Ahrrb94ufTvWqsc5LJZZXGIxgk3I1IB46W3LejasOYCPNfzKzpJw2Uk6Zhl+e91tU5aDzFzWdZes8xbW7F1FAbzMuw7ns1HruscXtCtpIKmN0NQwOjcCDpqLjQheWuU7Y5+GVJjcCYHdenm3tkYfPwcNxC3qNxl4Zxa9s4rUjFERFtmmjorPJVjTjUKaiw6SZpMcckjRcuLGlwAG+5CiY22dbchOC9CIiElUsgVVDIYREUAoUVVQoCiIirjACIiyEkxsjbwgXt5L8t/habvPbN86kdrI5S5mTpDFbUR3v0mY6uDdbWy29axuCUscHNNnAgg9hCyjCMbfM4M6IF2hc8Os0NHlOItpwsBxK4t/SqQrK4ilJJYabxj47n0Hwzf2lz0+XSa850pTmpRlBNuXHpaXy77fHYvsIa/oAJb57O0dq7L70O89l0YAAyla4b8r5D5z1nfQAPUuW0ld0URAPXfdrfRbrO9ABHeqbPOElMG9gfE7zHW3/AJXNPrXGcZSourJYjKa2XGFn8tz6DTqUafUYWNOTlVoW00pPd6m4Yy/+2Fl/BmOUGJPEzXl7iS5oeCTlLXEAjLuGh09AWR7QyCPoZiLlkltN+WRj2vAvx0B9QUFQ4NJ0rQ5hDWuBc/TLlab3B4k23efXipTbSYCNjPfF2e3mYCCe94XTulTqXVKNPDynnHt+H4njeiyvLTot5UutUXGUXDXn+4nnKUufVp/E73YhTtcZ+kBeW5CBcuLR1gOj4G43mw3LjTgQMkqJBlkeS7JxGYksiHn7fR5lF7K4bnd0rh7m09W+5zx/Y3f6bKUpi2rkeXdeGOzY2nyXude8jhx0FgD2rXr0qdKTgnJxjjW/h2gvmdfpt9dXtKnXnCnCrUc/Ijhpamv+SvLOXss4+L+KZidVOZHOe43cTc9nmA8wGnqXUspxKjilp3Sxs6MtzEWbkvkJBBbxvbesWXata8asfSnHS8NPsfM+u9JrWNdebONTzFrU021JNvfffkvtoKJ0uI1rGi5NXX/XJlnWEYY2mjAAGawzO4k/Yu2LCRHVVkpsXvqa148zXVMpHrsVyxCbUBa13cOXpR3+h9NjSpqpLlpYOJeud11OGi5x7loI9C2R2OnqhVpPwTPX9JVMdbdv7+ZVovwLPX9Kkwdy+o9y7wuikC72tVWbMTrnZcKMgflfqpkhROJRWOZXSKyWHklFQrpw+XM3zrvIVJLBdHErrmZcLsCFTF4IZHYlQ9Iyw8oat9IV6/aJzaLoYyG1LvciT/8A5tG93pK7AoXaSkMMzDcHOwSacCeHpWxCbOVe2sZNPBYQYAD1pXk8SRvv23XRVYRCB1czj5zopmCAuGt7K6iw9ttQUdVomNlCUeDD6TAzI+zBpfU20A7Ssqw/A44hqA93FxA+ZSMTgwWaA0eZUMixyrNmWlZUodizqMOB1Gn0dwVh4AVONXNrFGsyuiskRTU5H9quwr0xLiYFXUXVPCOmFl0xOQMieTpoe+yuWNsoTbKa0bWcXH6NVK3ZWu9MGWuyUd8zj6j6TfvWQlR+z0OWIab9Qr8q8ilusQOdLE8uDo2ucWlruqC4ixBBIHBbt8K6amjk3EtaXD4LgOs09huCPUrbm7UTAyWZwBdmyG/YNwWb7aYdGx+ZgaGyAuc0bs43mw7dFkjwcHqlRSnj2MGwqo1cwnfq2/auquvqLkbxcbwd1/SrWqdlcCN4/sV3UG7Q7tse/VXi8HILLAcSc8Pie49Kw2vfrObwKv8AG8OixGlfSVGTOATDM4AuY+2haXbvOsRxOY09Q2doBHkvG647fSpmsq7HO2+U2II84uFGd8kpJnnTGcLfTTSQSC0jHFjh6Nzh5iLH1rO+SHYQVjzNUN/i7dGtcNJH6a+doWU7dbODEhDPG5jJ2WimzCxfG3Vr7jeQCRqprCKoUcTIm2DWi2nE8VuRuG1g1VaqLfsZph9BFSxZI2RxRC92ta1rTfQ3tvuF5v5caOJmINdAGta9hL2sADczTvs3cTdbD2v29yRlozag6C1z++i0djFc6abO8knXfw1W3B5Rp1sLg6iqKpRZDAVRUul1BUIEQKCEVVEKojLBEVVGAUVQiKwbKqVwrGehblbE0k6ueXEF3ZfTcBw9Paom6XWKtRhVjpmso3On9Rr2NXzreWmeMZwnz808FxiNY6V5e7fuAG5rRuaFXDq98JJYd/lNdq13ZcdvnVsiOlBw0YWn2KK/uFX+0qclUznXnfPvkyB+07raRsDu0uJH6PHvUNWVLpHFzzdx7gOAA4BdKpdY6NpRovMIpM3eo9ev7+Kjc1ZTS4Twl88LCb+LJaoxsmLoWMbE22UlriTl4jcNTxPpVrhWJOgcS2xabBzHXsbbiLbnedWSKPstNRcUtnz8Ss+tXk60K7qPXTSUGsLSl2SSSS/DfuS+KY8+VuTKI2nyrElzh2X0s3zcVEIivToQpR0wWEYL7qVxfVPNuJucsYy/b2SWy/A29i7vdp/6Wo/bPUPWbwpXGT7vP/S1H7Z6iajyguHU+8/mfRrT+xD/AFj+iO925co9y430XWx2iqjYZ04kLhcaUe5N9f0lUncu2DyG+v6SrYMKe5dUe5SeF4TNUEingnqCND0TC4AntduHeo6kGi2vyGYs4dPSgdXNBVtcDlJcJREYiRva647lalT1Pci8ryo0tUeTC8E2Qq6qWWCGD3WFzI52yvZEInyDMxji4+UQQbDgVB7Q4a+F8sMoAmjcWSAEOAc21wCN+9bzwVkofU1cgbHMKioqJsn4OSr8HmYxvx2wQxRN/OK0jVSulJkkJfJJ7rI473Pk6zj86zVKagjUsbupcSecYS/MxugnyOtwvZTjTdQGJQ5X3Urhc2ZvnWs0dKEt8Fw4Kll2OC4hVT3Mko7YMbxbaAwylmUFoIBuCTrxVztQSWwyHjp6AReyvcZwsShxAAeRa5G+27VRONV7ZIWtBGZpj3dt7EDtW4o5WxwalSVCUvNeU+CapT1W+gLtJVhgc4cyw1toVIELWnszq0GpQTR1BcmhVsuQaqGRFWBdrQuMYXbZQy6RS6KtksiLHG6xPbB5MkQPk9Y/OFlbisa2tbow9h+myy0zTvI+gk6Sa0bR5grmJ9xdQ9G+7WqWhFgsjJpPMTZvIji5b08BIGrZGdpvvuVnWOyOAD94992LSexOIGCsid71xEbvQT9q3RiNRmjPYRorRPNdSg41DFcQN9Uw2e4LD5y3+0LnBVNe17TYPboR8IfCHzKEmqSxwI4H+1XOW9jq2iiuCCoalxEhhhcblh6p+LwCncbfmGYbjr3rDp2e6l3D6dFZRMfmE7Q4jlPxdxWDbV7RyNnkboWg6ejhxU1U3AuFhe1EDi4yHfoCPVa/zLYpJZInV9JD4xiLni537vMomB9yu+rOitqfet9LBypPLL1xU7ieAiKJ0okLiAw5coA672N33+N8ygTuWe4pSmWB0bSA4iOxdcDqvY83IB4NK5fUbmVGdPDwm9/lse08KdGo9RtrzVDXUhTzT3eVJqWMJNZ3S5MMwym6WRkd8ua4uBe1ml271K+xXBxE+FoeXdIcpJaBl6zG3Fjr5fzK/wAIwKSOVj3GItGa4aXE6sc3S7R2rt2n/C0v55/44VgqX+q5jGlLMdLz88M37bwuqHSKta8ouNZVYKLeU9LlBPZPG+WuDh96w/lXfoD7U+9cfyrv0B9qksdpHysDY3Bjg4OJzObdoa4Wu3zkaeZY/iOHTRML3S3aLAhsjyesQ3cQBxWpa3Naslmsk28acLP/AJnoOt9I6f0+c1Hp0qlOMcuoqklHjL7vjuQ0nG2o1tfeRwusnOyrf5V36A+1Ys7ctkTSWIvuLsvrN7d5sPWtzq1zVo6FTeM5z8cYPP8AgTo9hfq4leQ1KGjG7WNTknw17Lk170Ds/R26+bo7fGzZbd6yMbKj+Vd+gPtVx4v/AI50lurl6XzZ/I776qYhkuTbUA5fWLX7jcepal51Sp6fKeNk3+PY7/h3wVaJ1lfQ1vzJQgstbR3zs1zn8jX1BSulcGsFydTfQNHEk9iyBmyotrKb8crBb1XK57DxDo3v98XZL+ZrGOHzvKicYxSR0rrPcxrXOaxrSQAGnLc23k2vr2rcqVq9evKlSaiocvGcs87bdO6X0zplK9v6cq867emCk4pRXfZr/wA0vdlcYwR0IzA9JHxcBYt/OHZ5x82i7MDwUTsLy8ss4ssGh25rHX1PxvmWQYNP08Az6k5o5NN5Gl+4tPpKttj22ikHZK8X9DIgtWp1CtGjOLeJwklld0dq18KdOqdRt6lOLlbXFOU1Bt+lpJ4ynnv7853Lf71R/Ku/QH2robgLOlMXTOzBrZPIGoLnNPHh1f0lF1tU7pJPdJB15NM7reWfOuFJWFkjZLlzgQTckkjcQSfNot6FC60turnK22XJ5qv1TofmxhGy0pTSk3Uk/TunhZW/dfI7sZw8wPDb5mkXa61r8CCOBB+YhXGCYJ07S8vLG3ytsA69vKOp04fOp3GqYVEALLOdo+M9t7Xbf0X9YC5V0opqazd4AYzzyOv1vpd6lpPqVSdKMI7VW9L/AA7/APviejXg+zt7+tc1lmzhT8yO731ZxHKeXjDa3z933Iml2ea/PaV1muMd8g1LQL213XNvUu/71h/Ku/QH2rG2TOG5z28TlcRc9ptxWZ7NPLqdpJLj7pqSSdHutqVe/lc28daqbNpYwvY1fC1Po3VKrt52mJRjKblrnh4a2Szts/fsRdZs2GMe/pXHK177ZAL5Wl1r303LHF2moeRYvkI3EFziCDvBF9V1Lq21OrCP/JLU/lg8R1m7sq9SLs6PkJLDWpyy8878G2cbPu8/9LUftnqHkddylMfd7vP/AEtR+2eohp1XGqfefzPdWn9mH+sf0Rf5dFbSODRclXHBQuPSEWHBIrJmqywjsqKoAaaq/pm+5t9F+83WO0URe5o1sspDLNA7AApksGCi8ndTDRbH5McJkFPVVTS2KI+DwmZzg3o2skdLLJ26CwFtSSFrmBSkMUr2tjaKh8b3WZCwu6KR4HwdznK1GWHkveU9cNOcG5cFxikfB0ktXTxwPdOBTyPLZxTtgkiByNGs0shLySdzgtJVFve+TqG335QSG39VlP8A3kVQiM8lN0MQDzmkyhwyDiN4B11WORdbdrxsOAHHzBZKs3Lkw9Pt4UXJxlnJD41ESFZ4VNldYqcrI7grHXDK5YUbM1iWTJAbridFbUFRcAdyu5GqmNzO23HKIuXHo8/RHMD5ObcL96iK6lEUbmtjc4m5Eh3Ab1XabBtRKy+8Zh2FSlS73FwPwXb/AM1bkcpbHnqkXVclW2xwWmyA9z8/H5yp6yx7Zl1m24G1lkLCtarydWykvLSQDV2NYuUYVy1qxG6kdTY1zLFzAXIhRky6di3cFwK7ZV1PKIxs6JSoLaVt4yezVTcpUNtB+Cf+/ELNTNS6+6dOCG7R5rKWZMCSBw3qEwicNYe24V1QP1kPDT7VkaNe3niJfyVoaQQesCCPMRqFufZ3FRPRxP11bYk9rSWk94Wg42Z3G+5ba2FmtRNZYjLnA893E3+dWiczqizHUdkD8tQDwN2u9at8ZpyHuA85HoK6YZbOBPb/AGqWrpGudcEbllR5ubLdsV4w07wLFQeLUOQZuG43UriWJsgF3n0AalYxtLtVG+ItYCXH1WV0YsHS+pb6VjO19W3Jk9+bW8w1TAXF8puTa2vYue2mH3Y2Rt+ro7joVeE0pI242kp0JTXYwSsGitYFd1u5WlPvXSOG0XvBZ3jFQ6Onc9hs4COxIvvkjadPQ4rBVM4hjxliMXRhoIYM2a9srmu3W+L28Vy+oW0q06bSyovf5bfU9l4X61R6fbXcZzcJ1KeKeE86sSxuuN2t3g78FxiWSZjHOBac1xlA3McRr6QFd7UfhaX8/wD9yFY5h1T0UjZLZst+re17tLd/DerzE8YMr4nFgb0ZzWzXzdZjrXtp5HzrFVsWrmM6cUoqLTxhb4ZuWfiWEukVbe7qylVlVhKOrVL0pwb33S4e2TJseklawGEEvzAGwBOXK6+/zhqgKt1VI0sex5abXAaBuNxu84C7/vqP8i39M+yqjao/yI/WH2Vp2tvcUUl5UW0+W1n9T0HWusdH6jUlP7dWhGSw6cYz08e2nv3McfuPrWb7UPLYXOHlB8bmnsIkBCwh2t/WpnFceM0Zj6MMBLTfPm3G+6wW/eW06tWnJLaLefyPJ+Hur29lZXtKpJxnVilT2e7WvultyucGSeMo+j6XMzyM+TM3P5ObJlv5XC3aunZZ5dA1x1cXSOce0mQklYRZTOFY8YYxH0YeAXG+bL5Tr7rFadfpWik40vU2099sJZ2PRdL8eRr30Kt7inCFOUdsy1Slp3aS2zj8Pcv9iJxkfH74O6T0tc1rdPQWfOFYYtgcnSvLGmRji57XAjTMScrrnQi6i6Sd0bg5hLXDcf7COIU5HtS63WiY48S1xaD/ALJBt3rZq29xRrOrQSkpcp+/5HKs+rdKv+nU7LqUp0nRb0Tis5T7NJP9OyeSYw2HwaDrkXaHPeRuzE3sO3TKPUrbY514nntlee9kRUBiuLvm0Nms3hjb69mYnyj3DzLtwbGjAwsDA+7i+5dl3ta21rH4PzrWqdOrOjNvDnNptfyzsWvi7p9PqNCMMwtrenKEW0222ks4Sb7L82yOrx7pJ+fJ/wAZXXFGXENaC5x0AG8lVnfmc5265c63ZmJNvnXOhqOjka+2bKb2va+m6/Bd3eMNuUvzPmGadS4zN4g5bv2i3u8fIzHZiF7IcsgLTmdkB3hhDSP/ADZ1B7WVueQMHksvfsLza/psLDvXKs2ke5tmNbFfQuBL3f7J0De4+pQhK5FpYzVZ16qSb4S7Z7nuvEPia2l0+n0yxlKcIpapyWHJLhY27/BcJFFmuy34sz/tP2jlhSmcMx0wxiPow62brZsvlOLt1j2rP1O3nWpKMFl5T/U5ngvq1t069lVuZaYunKOcN7txxsk/YhgiBF0jyMuTaWPn3eo/pqj9tIoyPepHG/xio/pqn9vIo6M6rz9T7z+bPqFo/wDhh/qv0LyQ6KCx86t/fipyTUKAx92oH78VNNmS4eEd2DvtrxU8BcArGsLkWUUhuAkuStu00SOAYRLVSCKBhkkte25rWje57jo1q2ZgOEeAxxMrMWo6NrJfCWRRBss2YgB7HEnqttbhxWs6CsfDmMUj4i4Fjiw5SWneLjguiV9ySSXO4udqT6SVaM1EV7WVbvhGxdodqaOSok6SbEMQpstmxtJigdKZCTYadQMIHqUdiu11MYZIaTDo6bOzoele4Oe1hIJIsN6wcylcOkVHUyKdhCn3Z2uGllDYjT63UoHLrnZmVUzYmskFSy5XetT9O/MAoCois4q8oarLpwSTK0pMkK1t2kDXQ6KBiZJJGQcoFiOw6/Qsqw5kT3sbM98ULiBJJGA57Gn3wBVntVRxtnMVFI7I3QykZo5Lj3ubW62KVTY5HUaPmVVhZMewuAx5WE3I+hTcTlHQ0JZKQXF5IBJ4X9CkXNssdV5eTds6XlxwXMUyuo5FDl67YqlYTd1pEuHLtBVjDNdXDZFRozxmmhMrWQrvmkVrI9XiikpI6J32ULi0+hH77l24pW20G9RE0l1mhE51eqnlEe2XKfsWQUbSI3E8foWOONng8Lgn+1Za05m3G42WSXBp2nLTK4fDoSsvwTEz0Qj4tuPSL3/tWN0zbBXNNIWuzcOI7VWDw9zNfWvm0mlyi4xHFnNdooqoxl5N8xHrV9iNEXNzt1WPVXVWyjxc04vD7HPEK9zh1nE+lRMkt9FzqpxberKGpaHXOoQoZHsxLlc4X6xFwPMN/wBIUzM4Oa5jtx0WMbJTdJNI8eSAQPQbf4rJS25WrVk1LY9f0mmnQ0tcmu8fpDG57DwNx52k6WUTBvWyNvsCPRiZpvYBrhbhfyvnWt4xY2XZt6muGTx/VLOVvXce3YvgipdVus5zwVRVRVK4K3S6oiEhERQwERFCJCJdLrIQyiKqKpGCoS6oiAqqIiMkIiKvJIREUA2jjn4xUf01T+3kUczepLG/w9R/TVP7eRRzB1lwKj9T+bPp9p/ah/qv0Ll+5Y3j56w9CyYjRYxtE7rKaZe7+6deFHULKIASBZYrhJ1WXUJ6oSoilpwd0TTxK5Fy5tOi6nLFk3sglcVVAhBUFVC4o1CCpoA86ruOFMtYAjzqsblcMeokzNCMcFlLQFvknMF0td2ix7lMtKoYg7eFCkyzpp7mPPdeVx7A35wrprbqL6S1XMwbrgC/mHBSrHWWVo1INNnB9OraantuUpHqqlqrnBl8tMhOmc1X1LV3VxPACNwUdLAWnRM5Kyi4ki9yh8YrsgtxXfHNfQrprsKEgL7nN8xWSBr1dTWxjUk1ySuOZUmisSuCzo5c8pnVUBTezNTmZlJ3fQoSVc8DmySjsOh9alrYxUp6aiZntONFzcxR7Z9F1y1RWt3O7rWkyLB522cx5tfUE7vQsR2nsHuDd2v0rr6ck7z3q0rHXOq2oyPMXtnGc20QNfIeCjwTxupmpYrB7FmycyVs4syLYRwa4g++7Vm7GDRa0wybIQQtg4ZVZmsfvGlx6N60q63yep6TOKjpJl0eeNzHaggtN9dCtN45RGGd8Z4G7fO03sVv2mpmubduoP72WCcqmAXjbOwddl2utxabWv6NVksrnRLS+5PiLprrUPNjzE10EXGM3C5LuNnzdgKqoqqAEREAREVWEERERJRERWbIKhFRVugCIiAIiIAiIqEhERSgzaOMG89R/TVP7eRWWXVa0n2/qXSSSEU4L3ySuAY7KHSvdI4Nu8nKC42uToOK4/f5UdkH6DvaXLnZzbbWD2FDxJawpxi9WUkuPZfM2s42CwrGJMzyVj0u3lQ4WIgt5mO9pR0m0cp3iP8ARP2qYWk17EXHiO2qLC1fT+TNcKdqFltBICLcRvC0/T7TSsNwIvW0/aryn23qGOLgIbnfdjrdm7MkrSb9itDxFbQ51fT+TcTAhC1P/CNVdlP+rd7SoeUSq7Kf9W72li+w1Pgbn9UWf+f0X7m1nBLLVB5Q6nsp/wBB3tJ/CFU9lP8AoO9pPsNT4Ef1Raf5fRfubXXJq1N/CFU9lP8AoO9pByh1PZT/AKDvaT7DU+BP9UWf+f0X7m2wubXLUX8IlV2U/wCrd7SDlFquyn/Vu9pR9hqfAleKbNf9/ov3NxMeu9ki0x/CPVdlN+rd7aqOUmq7Kb9W720+wVPgW/qu0/z+i/cympmtVyu+O4dxssiY+4BWn37VTF7n2izElx6ptcm/wleM28qALWg/Qd7SyOzqfA1KfiW1i3nV9P5Nu071cOWnhyg1PZT/AKDvaXP+Eaq7Kf8AVu9pY3Y1Pgba8VWf+f0X7m3SupzbrU/8I1V2U/6t3tqn8ItV2U/6t3tKFY1PgH4qs32n9F+5supp+IVKWUg2K1oeUOp7Kf8AVu9pdJ26qL3tB+g72lk+x1PgU/qez9p/RfuZzj9FZ2cDqnf6VDlqgJdvKhwyltPbd5B9reo/755eyL9E/asitp/A0a3X7WT9Or6fyZY+NW7I+u23aB86xv75peyL9E/auDNopQ4OtHcajqn7Vf7NL4GpLrVBvK1fT+TbEEWmpXGZ7d1wtaSbZ1B/kh6Gkf8AqXV99U3ZF+ifaWN2kn7G/HxLbpYxL6fybPwpjWytdI3PGN7e1WGMRDO4tFmEkgdnmWCt20nHCH9E+0qSbYzu3iH9A+0rq2mvY1anW7WTytX0/kyKpbZWcrFj8m0cp3iP9E/auvx7J2R9x+1ZFQkak+rUJe/0MiZosq2Vq9Mh9LVrI45J2M7j9q7qfaWVhu3ID6D9qpO2lJdjLb9ao05Z3+h6CwWoLBvNjwUtXMbIwhwBaRqHagjzrQtNyn1bGhobSm2lzG4n1nOux/KrWEWtS280bvbWkun1VLOx6FeLbLy9MlP6L9yR2xwxsE1o9GOBdbflINjbzKEUXiu1c05DniK4v5LSN5ueKsvHL/id3+K7NPKik+Twt5cUqlVypppMyFVsse8cv+J3f4p45k+J3H7VkyanmIyFFj3jmT4ncftTxzJ8TuP2psT5iMhRY946k+J3H7VTxy/4nd/iqjzEZEhWO+OX/E7v8VXxy/4ncftQlVUZAix7xw/4ncftTxy/4nd/ipyV8xGQ2VbLHvHMnxO4/anjmT4ncftU5Q8xGQose8cyfE7j9qeOZPidx+1MoeYjIUWPeOZPidx+1PHL/idx+1RsT5iMhRY745f8Tu/xTxy/4nd/ioHmIyJFjvjl/wATu/xTxy/4nd/ig8xEciIhgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiID/9k=" width="307px" alt="Маркетинговая стратегия для брокеров Forex"/></p>
<p>Расширение базы знаний и постоянная практика жизненно необходимы для успешной торговли. Конечно, со временем можно опробовать все типы сделок, чтобы судить об их эффективности для вас уже на основании личного опыта. Только подумайте, с какими финансовыми махинами приходится вступать в игру частному трейдеру. Информационно-технические отделы компаний могут  использовать искусственный интеллект в процессе выявления и исправления ошибок в работе системы распределения ордеров.</p>
<h2>Валютные Опционы</h2>
<p>В отличие от спотовых форекс-контрактов, валютными опционами и фьючерсами можно торговать на биржах. Стоит учесть, что торговля валютными парами на биржах будет осуществляться не круглосуточно (напомним, что рынок Форекс работает 24 часа в сутки), а только в часы работы площадки. Кроме того, ликвидность при торговле валютами на бирже ниже, чем при торговле на спотовых и фьючерсных рынках. Если вы хотите торговать  спотовыми форекс-контрактами, то для этого вам нужно будет использовать платформу форекс-брокера или через форекс-дилера.</p>
<p>Это означает, что ваша прибыль и убытки от сделки могут увеличиться пропорционально размеру заемных средств (левериджа). Обратите внимание на предупреждения о рисках на площадках, которые предлагают торговлю с кредитным плечом. Например, в паре EUR/USD в качестве базовой валюты выступает евро. Благодаря тому факту, что интернет в наши дни эффективен и популярен, огромное множество килобайтов информации стало доступно в любую секунду.</p>
<div style='text-align:center'><iframe width='569' height='310' src='https://www.youtube.com/embed/hGfG0df0rL8' frameborder='0' alt='Маркетинговая стратегия для брокеров Forex' allowfullscreen></iframe></div>
<p>Рынок, друзья, родные, близкие и даже опытный трейдер-наставник ни при чем. Определите главные стратегические цели и начинайте движение к ним. Двигайтесь к цели и постоянно анализируйте происходящее. Не спешите заработать миллион или открыть больше позиций. Лучше оформить одну сделку в день, но понимать истинные причины происходящего. Информация в этой статье не может быть воспринята как призыв инвестированию или покупке/продаже какого либо актива на бирже.</p>
<h2>Стратегии Форекс Для Начинающих</h2>
<p>Сегментация – это стратегия выявления структуры рынка, на основе неоднородности потенциальных покупателей и их поведения в качестве потребителей. Сегментация необходима для дифференцированного маркетинга.</p>
<ul>
<li>Торговля местной или иностранной валютой — известная как FX — это онлайн-торговля валютными парами с целью потенциально извлечь прибыль из колебаний их обменных курсов.</li>
<li>Примером влияния политического события на валюту может служить конфликт между Россией и Украиной.</li>
<li>Основным спотовым рынком Форекс является так называемый «междилерский» рынок, на котором форекс-дилеры торгуют друг с другом.</li>
<li>Рынок Форекс позволяет торговать фиатными валютами разных стран друг против друга.</li>
<li>Для расширения и привлечения клиентов форекс брокерам важно иметь версии сайта на различных языках.</li>
</ul>
<p>Например, британским фунтом по отношению к доллару США (GBP/USD). Для покупки или продажи E-micro контракта внутри дня, достаточно иметь sixty five долларов (по данным одного популярного брокера по доступу к срочным рынкам CME). Конечно минимальный требуемый депозит скорее всего будет больше чем sixty five долларов, но он будет вполне сопоставим с депозитом, который вносят на счет форекс-брокеров.</p>
<p>Еще один важный фактор для валютного рынка — ужесточение денежно-кредитной политики страны с целью снижения темпов инфляции. Более высокие процентные ставки привлекают инвесторов — они надеются получить на свои деньги более высокую прибыль. По этой причине курсы валют на Форекс имеют тенденцию двигаться в пользу валюты с самыми высокими <a href="https://www.xcritical.com/">https://www.xcritical.com/</a> процентными ставками. Курсы валют постоянно колеблются в течение дня в зависимости от того, пользуется ли одна валюта более высоким спросом, чем другая. Базисный пункт (б.п.) — единица для измерения изменений в процентных значениях финансовых показателей. Часто называется пипс либо тик (наименьшее изменение курса валютной пары).</p>
<p>Закройте сделку в соответствии с вашей торговой стратегией. Выберите валютную пару, с которой вы хотите совершить сделку. Эффективный подход к торговле на рынке Форекс для начинающих предусматривает сочетание технического и фундаментального анализов для обоснования каждого торгового решения. Прежде, чем открыть свою первую сделку, определитесь с торговой стратегией на рынке Форекс.</p>
<p>В зависимости от уровня посещаемости, собственник бизнеса получает определенное количество заказов. Этот процент и является показателем рентабельности Вашего проекта. Поэтому, нашей ключевой задаче является рост посещаемости Вашего сайта. Главная проблема данной стратегии &#8211; все пять индикаторов перерисовываются, причем с разной частотой.</p>
<p>Чтобы совершать сделки с валютными парами и другими активами, такими, как акции и сырьевые товары, вы также можете использовать CFD-контракты. Из-за большого объема торгов большинство брокеров не идут навстречу валютным трейдерам, если только те не могут вложить крупные суммы в спотовую торговлю или торговлю деривативами. Тем не менее у физических лиц есть возможность совершать сделки с валютными парами с помощью контрактов на разницу цен (CFD) на торговых онлайн-площадках. Важной особенностью торговли валютными парами на форекс является отсутствие централизованной площадки.</p>
]]></content:encoded>
					
					<wfw:commentRss>https://www.chandrikadaily.com/foreks-partnjorki-jeffektivnye-sovety-dlja.html/feed</wfw:commentRss>
			<slash:comments>0</slash:comments>
		
		
			</item>
	</channel>
</rss>
