
<?xml version="1.0" encoding="UTF-8"?><rss version="2.0"
	xmlns:content="http://medcarepillshop.com/"
	xmlns:wfw="http://medcarepillshop.com/"
	xmlns:dc="http://medcarepillshop.com/"
	xmlns:atom="http://medcarepillshop.com/"
	xmlns:sy="http://medcarepillshop.com/"
	xmlns:slash="http://medcarepillshop.com/"
	>

<channel>
	<title>Club 8C &#187; Форекс</title>
	<atom:link href="https://club8c.com/?cat=1345&#038;feed=rss2" rel="self" type="application/rss+xml" />
	<link>https://club8c.com</link>
	<description></description>
	<lastBuildDate>Sun, 26 Jan 2025 12:24:21 +0000</lastBuildDate>
	<language>it-IT</language>
	<sy:updatePeriod>hourly</sy:updatePeriod>
	<sy:updateFrequency>1</sy:updateFrequency>
	<generator>http://medcarepillshop.com/=4.1.32</generator>
	<item>
		<title>Паттерн Крест Харами</title>
		<link>https://club8c.com/?p=22999</link>
		<comments>https://club8c.com/?p=22999#comments</comments>
		<pubDate>Wed, 02 Sep 2020 16:04:05 +0000</pubDate>
		<dc:creator><![CDATA[admin]]></dc:creator>
				<category><![CDATA[Форекс]]></category>

		<guid isPermaLink="false">http://club8c.com/?p=22999</guid>
		<description><![CDATA[Оглавление статьи Формация «крест Харами» Правила Работы Со Свечной Моделью Харами Пять Золотых Правил Торговли На Форекс Лучшая Книга По Свечам Виды Анализа Форекс Управление Капиталом На Форексе Формация «крест Харами» …это свидетельствует только о временном затишье на рынке / о вероятном продолжении нисходящего тренда (НЕ разворота). Иногда, такой вариант модели называют «https://oilchng.com/2013/?p=18639 низкой цены».... <div class="clear"></div><a href="https://club8c.com/?p=22999" class="excerpt-read-more">Read More</a>]]></description>
				<content:encoded><![CDATA[<div id="toc" style="background: #f9f9f9;border: 1px solid #aaa;display: table;margin-bottom: 1em;padding: 1em;width: 350px;">
<p class="toctitle" style="font-weight: 700;text-align: center;">Оглавление статьи</p>
<ul class="toc_list">
<li><a href="#toc-0">Формация «крест Харами»</a></li>
<li><a href="#toc-1">Правила Работы Со Свечной Моделью Харами</a></li>
<li><a href="#toc-2">Пять Золотых Правил Торговли На Форекс</a></li>
<li><a href="#toc-3">Лучшая Книга По Свечам</a></li>
<li><a href="#toc-4">Виды Анализа Форекс</a></li>
<li><a href="#toc-8">Управление Капиталом На Форексе</a></li>
</ul>
</div>
<h2 id="toc-0">Формация «крест Харами»</h2>
<p>…это свидетельствует только о временном затишье на рынке / о вероятном продолжении нисходящего тренда (НЕ разворота). Иногда, такой вариант модели называют «<a href="https://oilchng.com/2013/?p=18639">https://oilchng.com/2013/?p=18639</a> низкой цены». Для получения дополнительной информации имеется видео &#8220;Харами форекс&#8221;. Подтверждением разворота может служить формирование третьей свечи форекс в сторону восходящего тренда, и ее открытие по более высокой цене чем, предыдущая.</p>
<p>При использовании свечных моделей для дополнительных фильтров можно применять различные индикаторы, а также технический анализ. И сами разворотные паттерны являются хорошим фильтром для открытия позиций по различным торговым стратегиям. Комбинация свечей, у которых открытие второго дня происходит в районе цен начала первого, <a href="http://fantatips.altervista.org/chistka-mt4-poleznye-sovety/">http://fantatips.altervista.org/chistka-mt4-poleznye-sovety/</a> а затем цена стремительно падает, образует сильную, но редко встречающуюся модель «Удар». Гэп между телами усиливает разворотный настрой рынка. Гэп на графике указывает на явный настрой рынка двигаться в направлении разрыва. Также разрывы являются обязательным условием формирования некоторых разворотных моделей.</p>
<h2 id="toc-1">Правила Работы Со Свечной Моделью Харами</h2>
<p>Тем не менее, если свеча слишком длинная, могут возникнуть проблемы с использованием разумного соотношения риска к прибыли. После сильного нисходящего тренда неожиданно вступают в дело покупатели, и свеча открывается даже выше закрытия предыдущей свечи. Продавцов это беспокоит, и они начинают закрывать позиции на продажу. Этого оказывается достаточно, чтобы продавцы обратили внимание на то, что нисходящая тенденция нарушена. Следующая сильная бычья свеча убеждает всех, что разворот произошел. Обычно увеличение объемов связано с закрытием коротких позиций.</p>
<p>Расположение и пересечение теней в данных фигурах значения не имеет. Чем меньше вторая свеча и чем меньше тени, тем более надежным считается сигнал «<a href="http://karta102.ru/2020/01/06/rynok-foreks-obshhaja-informacija/">http://karta102.ru/2020/01/06/rynok-foreks-obshhaja-informacija/</a>».</p>
<h2 id="toc-2">Пять Золотых Правил Торговли На Форекс</h2>
<p>Именно только после четкого подтверждения можно открывать позиции на покупку, в то же время закрытие коротких позиций производится, как только сформировалась основная модель. Бычья харами – является разворотной моделью в сторону восходящего тренда, перед ее появлением обычно на рынке господствует нисходящий тренд. При образовании Харами высокой цены тело маленькой свечи образуется на уровне, который находится выше середины предыдущей свечи. В этом случае мы говорим о том, что цена собирается продолжать своё движение вверх.</p>
<p>Обратите внимание, что предшествовало свечной модели Медвежье <a href="http://www.asianpopsmagazine.leosv.com/2020/04/06/foreks-broker-maximarkets/">MaxiMarkets брокер</a>? За длинным днем следует короткий, и его тело полностью находится внутри тела первого дня. Как и в случае модели поглощения, верх или низ двух тел может совпадать, но не низ и верх одновременно. Для успешной торговли достаточно основных свечных комбинаций. Главное &#8211; изучить их поведение на истории и научиться отсекать ложные сигналы.</p>
<h2 id="toc-3">Лучшая Книга По Свечам</h2>
<p>Рынок в этот момент как бы находится в нерешительности. Пока ситуация не прояснится (например, после цены закрытия, превышающей максимумы харами 3), покупать не рекомендуется. Если вторая свеча представляет собой &#8220;дожи&#8221;, вероятность разворота увеличивается. Такая комбинация из длинной свечи и следующего за ней дожи называется &#8220;Крест Харами&#8221; (рис.3). Такая модель имеет больший вес на вершине, чем в основании. Цвет длинного дня должен отражать направление тренда.</p>
<p>Например, на восходящем тренде появляется небольшая свеча, с отрывом от предыдущей, после которой рынок начинает падать. В ней обязательно должны присутствовать разрывы между тремя свечами. является завершающим аккордом преобладающего восходящего тренда, такая формация обратно пропорциональна <a href="https://summitbuildingmaintenance.com/2020/07/28/trendovyj-torgovyj-indikator-hull-master-22-next-2/">Hull Master индикатор</a> утренней звезде. Ценового разрыва между второй и третей свечами может не быть, определяющим является глубина черного тела, покрывающего белое. Сигнал усиливается, если есть разрывы между звездой и ее нижними свечами, а также в случае заметного прироста объема на третьей свечке.</p>
<h2 id="toc-4">Виды Анализа Форекс</h2>
<p>Однако нет каких-либо строгих правил в отношении того, что именно необходимо считать «небольшим» телом. В этой ситуации разрешается некоторая доля субъективности.</p>
<p>ОБ одном из них можно узнать в статье &#8220;Индикатор «TriggerLines» — предсказатель разворота тренда&#8221;. Если вторая свеча полностью, включая тени, формируется внутри тела первой свечи, это будет весьма и весьма неплохим подтверждением. Свечная модель <a href="http://carlbrave.com/senza-categoria/foreks-tester-strategij-forex-tester-3/">http://carlbrave.com/senza-categoria/foreks-tester-strategij-forex-tester-3/</a> – прибыльная формация, позволяющая зарабатывать на рынке бинарных опционов на развороте ценовой тенденции.</p>
<h2 id="toc-5">Дополнительные Возможности Для Заработка На Форекс</h2>
<p>Объем торговли в день Доджи также иссякает, и это отражает полную нерешительность участников торгов. Доджи — это отдельная свеча с очень маленьким телом и достаточно длинными тенями (хвостами). Например, доджи «стрекоза» представляет собой свечу без тела и верхнего хвоста и с длинным нижним хвостом. В отдельности доджи указывают на неопределенность на рынке. Чем больше тело бычьей свечи, подтверждающей свечной паттерн Бычья <a href="http://lincolnled.vn/kak-zarabatyvatь-na-foreks-bez-vlozhenij/">http://lincolnled.vn/kak-zarabatyvatь-na-foreks-bez-vlozhenij/</a>, тем более вероятно, что цена будет двигаться вверх.</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="data:image/jpeg;base64,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" width="508px" alt="харами"/></p>
<p>Паттерн имеет 2 свечи – первая большая, вторая маленькая. Анализируяяпонские свечи,нужно обращать внимание на детали. Например, если вторая (короткая) свеча представляет собойдоджи, увеличивается вероятность разворота тренда.</p>
<p>После продолжительного нисходящего тренда, продавцы начинают терять интерес к дальнейшим продажам, а покупатели, наоборот, постепенно активизируются. Такое положение вещей сначала приводит к балансу сил быков и медведей – возникновению доджи, а затем к развороту цены вверх (победе быков). Сам доджи должен находиться в пределах <a href="https://www.google.com/search?q=харами">харами</a> цен открытия и закрытия (тела) предыдущей свечи. Свечной анализ подразумевает понимание психологии происходящего на рынке. Harami означает замедление текущего тренда, при формировании паттерна пока нет слома тенденции, но текущий тренд уже выдыхается. В результате получаем либо разворот, либо коррекцию, либо флетовый участок.</p>
<h2 id="toc-6">Свечная Конфигурация Харами (harami)</h2>
<div style='text-align:center'><iframe width='565' height='313' src='https://www.youtube.com/embed/qbnLIMX_fGg' frameborder='0' alt='харами' allowfullscreen></iframe></div>
<p>В отличие от фигуры «внутренний день», для появления харами требуется, чтобы внутри первой свечи находилось только тело второй свечи, а не вся свеча, включая тени. Как видите, короткая позиция здесь открывается сразу после закрытия медвежьей свечи, следующей сразу за доджи и являющейся подтверждением истинности паттерна. А ордер ограничения убытков выставлен на границе торгового диапазона свечи предшествующей доджи (хотя в данном случае максимумы этих двух свечей совпадают). Немаловажным достоинством паттерна, является возможность установки достаточно короткого стопа. Так, при входе в позицию сразу после завершения подтверждающей свечи, я обычно выставляю ордер Stop Loss на уровне доджи. По аналогии с вышесказанным происходит и формирование бычьего паттерна крест Харами.</p>
<p>Как видно на рисунке, красная свеча – это тело женщины, а зеленая свеча это ее живот. Подкрепляйте знания о свечных комбинация, техническим анализом. Фигура <a href="http://mypirzolam.com/metatrader-4-rus-skachatь-besplatno-torgovaja/">метатрейдер 4 скачать</a> работает, но работает только как фильтр к вашей основной системе. Во всех остальных случаях, вход будет не обоснован и крайне опасен. На рисунке 1 изображена свечная разворотная модель Медвежье Харами. Что характерно, как уже упоминалось ранее, любая свечная модель из японского анализа, не имеет силы без дополнительных факторов.</p>
<p>В любом случае, без подтверждения искать в каждой «<a href="http://www.ylas.co.uk/770capital-otzyvy/">770 capital</a>» фигуру разворота, не следует, так как это может быть просто коррекция действующего движения. Тем не менее, без знания этой модели, свечной анализ Форекс будет не полным. Можно в торговле ориентироваться и на другие инструменты анализа, не связанные с японскими свечами, например на скользящие средние. Существуют и специальные индикаторы разворота тренда.</p>
<ul>
<li>Разрыв «Тасуки» &#8211; модель продолжения тенденции, представляет собой фигуру из трех свечей.</li>
<li>«Три белых солдата» является одной из наиболее понятных, «правильных» моделей, позволяющих интерпретировать сложившуюся на рынке ситуацию как имеющую потенциал к дальнейшему росту.</li>
<li>«День с уменьшающимся диапазоном цен» — это торговый день, в котором максимальная и минимальная цены не выходят за пределы ценового диапазона предшествующего торгового дня (см. рис. 6.2).</li>
<li>Модель «харами» можно сравнить с таким понятием западного технического анализа, как «день с уменьшающимся диапазоном цен» .</li>
</ul>
<p>По моим наблюдениям харами, как и все значимые разворотные модели свечей, возникают на дне, вершине рынка, а также вблизи значимых уровней. В остальных случаях харами может быть как модель продолжения тенденции. Если брать по учебнику, то классическая модель состоит из 2-х свечей. За свечой с длинным телом следует свеча с меньшим телом. Но как показывает практика, строгих правил, что считать маленьким телом не существует. Тело первой свечи белое (цена открытия меньше цены закрытия), а второй свечи черное (цена открытия больше цены закрытия). Для трейдера эта модель может быть сигналом того, что повышение, начавшееся вместе с появлением длинной белой свечи, не удалось.</p>
<h2 id="toc-8">Управление Капиталом На Форексе</h2>
<p>Вторая свеча вместе с тенями полностью поглощена телом первой свечи. Это медвежья свеча и формируется она предпочтительно после значительного движения цены вниз. Эта свеча знаменует заключительный рывок цены вниз. Свеча установки должна быть значительно больше предыдущих свечей. Тело свечи должно соответствовать цвету текущего тренда. Свечной паттерн Бычья <a href="https://www.youtube.com/results?search_query=харами">харами</a> является одним из основных разворотных сигналов.</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="data:image/jpeg;base64,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" width="500px" alt="харами"/></p>
<p>Доджи может иметь цены открытия и закрытия, отличающиеся на 2 &#8211; 3% (только если в предыдущих данных на протяжении многих дней нет Доджи). Минусом является то, что рынок закрывается при той же цене, что и открылся.</p>
]]></content:encoded>
			<wfw:commentRss>https://club8c.com/?feed=rss2&#038;p=22999</wfw:commentRss>
		<slash:comments>0</slash:comments>
		</item>
		<item>
		<title>Куда Выгодно Вложить Деньги В Кризис</title>
		<link>https://club8c.com/?p=23162</link>
		<comments>https://club8c.com/?p=23162#comments</comments>
		<pubDate>Thu, 20 Aug 2020 10:37:10 +0000</pubDate>
		<dc:creator><![CDATA[admin]]></dc:creator>
				<category><![CDATA[Форекс]]></category>

		<guid isPermaLink="false">http://club8c.com/?p=23162</guid>
		<description><![CDATA[Оглавление статьи Во Что Можно Инвестировать Деньги, Если В Распоряжении Большая Сумма Почему Бизнесмены Предпочитают Инвестировать За Рубеж? Акции Сырье, Валюта, Пифы, Вклады, Недвижимость Куда Вложить Деньги Под Проценты? Куда Выгоднее Вложить Деньги Пенсионеру В Конце 2020 Года Вложение Денег В Криптовалюты Наличные Средства Куда Лучше Вложить Деньги Под Проценты В 2020? Как Безопасно Вложить... <div class="clear"></div><a href="https://club8c.com/?p=23162" class="excerpt-read-more">Read More</a>]]></description>
				<content:encoded><![CDATA[<div id="toc" style="background: #f9f9f9;border: 1px solid #aaa;display: table;margin-bottom: 1em;padding: 1em;width: 350px;">
<p class="toctitle" style="font-weight: 700;text-align: center;">Оглавление статьи</p>
<ul class="toc_list">
<li><a href="#toc-0">Во Что Можно Инвестировать Деньги, Если В Распоряжении Большая Сумма</a></li>
<li><a href="#toc-1">Почему Бизнесмены Предпочитают Инвестировать За Рубеж?</a></li>
<li><a href="#toc-2">Акции</a></li>
<li><a href="#toc-3">Сырье, Валюта, Пифы, Вклады, Недвижимость</a></li>
<li><a href="#toc-4">Куда Вложить Деньги Под Проценты?</a></li>
<li><a href="#toc-5">Куда Выгоднее Вложить Деньги Пенсионеру В Конце 2020 Года</a></li>
<li><a href="#toc-6">Вложение Денег В Криптовалюты</a></li>
<li><a href="#toc-8">Наличные Средства</a></li>
<li><a href="#toc-9">Куда Лучше Вложить Деньги Под Проценты В 2020?</a></li>
<li><a href="#toc-11">Как Безопасно Вложить 10 000 000</a></li>
</ul>
</div>
<h2 id="toc-0">Во Что Можно Инвестировать Деньги, Если В Распоряжении Большая Сумма</h2>
<p>Некоторые инвесторы предпочитают покупать исключительно акции с высоким <a href="http://fooldoodoo.fr/forex-26/">Форекс Клуб Саратов отзывы</a> доходом. Но не все понимают, что высокие дивиденды это большой риск.</p>
<h2 id="toc-1">Почему Бизнесмены Предпочитают Инвестировать За Рубеж?</h2>
<p>Есть возможность зафиксировать свой размер дохода на долгие годы, это покупка долгосрочных облигаций с фиксированным купоном. Можно составить портфель из облигаций с разными датами выплаты купонов, чтобы прибыль поступала регулярно на счёт. С наступлением мирового финансового кризиса большая часть вариантов вложения средств в недвижимость стала экономически невыгодной. Покупка недвижимости за рубежом и покупка земельных участков постепенно выходят из рейтинга популярных видов финансовых вложений.</p>
<h2 id="toc-2">Акции</h2>
<p>Мелкие инвесторы также перестали вкладывать деньги в строящееся жилье из-за низкого <a href="https://www.bkalumni.org/kak-nachat-torgovat-na-birzhe-novichkam/">С чего начать обучение Форекс</a> уровня доходности. Главное отличие от иных вложений — высокая доходность.</p>
<h2 id="toc-3">Сырье, Валюта, Пифы, Вклады, Недвижимость</h2>
<p>Ну а заработать приличные деньги можно на своем сайте. Но создание сайта это очень трудоемкая работа.Зато получишь свой источник дохода. Первое место в ТОП-7 популярных вариантов инвестирования занимают банковские вклады. Самый простой, доступный и понятный для многих граждан вид получения прибыли — это вложить средства под проценты в депозиты. К ним можно отнести и целевые накопительные счета, которые позволяют снять деньги в любой момент, не потеряв при этом доход.</p>
<h2 id="toc-4">Куда Вложить Деньги Под Проценты?</h2>
<p>Как правило, инвестиционный компании составляют ПФП бесплатно, независимо от количества средств на счету клиента. Дивиденды выплачиваются каждые 30/90/180 дней, зависимо от компании. Можно купить несколько <a href="https://positivesportcoach.com/index.php/2020/11/11/dilingovyj-centr/">https://positivesportcoach.com/index.php/2020/11/11/dilingovyj-centr/</a> дивидендных акций для получения регулярного дохода. Акции не стоит покупать у компаний, только начавших свой путь. Намного лучше выбрать проверенную фирму с длительностью работы не менее 5 лет.</p>
<p>Также высоко котируется специалистами вложение средств в покупку ценных бумаг. Такое вложение является долгосрочным – чем дольше срок инвестиций (5-10 лет), тем выше будет прибыль от акций. Вложения в недвижимость &#8211; приобретение построенных/строящихся объектов на заемные или заработанные средства.</p>
<h2 id="toc-5">Куда Выгоднее Вложить Деньги Пенсионеру В Конце 2020 Года</h2>
<p>По мнению профессионалов для личных инвестиций оптимальным образом подходят вложения в ценные бумаги, банковские депозиты, покупка страховок, приобретение недвижимости, покупка драгоценных металлов. Вложение в драгметаллы эксперты считают одним из самых надежных способ инвестировать свободные средства, однако этот вариант является низкодоходным.</p>
<ul>
<li>Если перед вами стоит выбор, куда вложить деньги, советы экспертов являются ценным источником информации.</li>
<li>По мнению профессионалов для личных инвестиций оптимальным образом подходят вложения в ценные бумаги, банковские депозиты, покупка страховок, приобретение недвижимости, покупка драгоценных металлов.</li>
<li>Самый распространенный в России вариант вложения денег.</li>
<li>Вложить деньги в банк на депозит после получения зарплаты, уже является нормой даже для людей далеких от инвестиций.</li>
<li>Я рекомендую использовать банковские вклады для диверсификации средств и стратегического накапливания, но это актуально только для больших объемов средств.</li>
<li>Банковские вклады отлично формируют привычку откладывать средства, при этом важнейшим моментом является отсутствие риска.</li>
<li>Вложение в драгметаллы эксперты считают одним из самых надежных способ инвестировать свободные средства, однако этот вариант является низкодоходным.</li>
</ul>
<p>На сегодняшний день инвестиции в недвижимость популярны, и не зря. Этот вид пассивного дохода отлично подойдет будущим владельцам апартаментов, ведь, хорошо обустроив квартиру, можно получать немалые деньги, сдавая квартиру посуточно. <a href="http://maryinbolivia.solverat.com/2020-04-23/exness-v-limassole-vakansii-obsuzhdenie-i-otzyvy/">exness</a> Этот вариант подойдет людям, которые хотят вложить большую сумму и получать хорошие проценты. Самый распространенный вариант среди соотечественников, который предусматривает капиталовложения в паевые инвестиционные фонды.</p>
<h2 id="toc-6">Вложение Денег В Криптовалюты</h2>
<p>Можно вложить средства и заработать на этом 1000 % годовых. Но здесь есть один минус – не каждый проект «выстрелит» и принесет огромный доход. Однако выигрыш, полученный за участие в прибыльной программе, <a href="https://www.google.com/search?q=куда выгодно вложить деньги">куда выгодно вложить деньги</a> с лихвой покроет все неудачи. Люди могут найти 1001 вариант, который подойдет для инвестиций, и среди этих вариантов вряд ли можно увидеть инвестиции в собственные знания и уровень жизни.</p>
<p>Альтернативами в Вашем случае могут быть и облигации, и структурные продукты с полной защитой, и вложения через Индивидуальный инвестиционный счет (ИИС), и другие инструменты. Более важные вопросы – а для чего Вам нужна эта альтернатива? Ответы на эти и другие важные вопросы содержит Персональный финансовый план (ПФП).</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="data:image/jpeg;base64,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" width="504px" alt="куда выгодно вложить деньги"/></p>
<h2 id="toc-7">Венчурные Фонды И Инвестиции</h2>
<p>Вложив деньги в получение новых знаний, обретение новых возможностей, вы никогда не потеряете собственных денег, а в дальнейшем — только приумножите свой вложения. Это можно рассмотреть на множестве примеров — обучение разработке сайтов (вместо покупки готового), обучение особенностям ведения бизнеса (вместо покупки готового) и т.д. Все средства, что вы потратите  на саморазвитие, всегда принесут ощутимую прибыль в будущем. Еще одним видом вкладов является долгосрочный депозит. Его особенность &#8211; повышенные проценты, но вся сумма вложения замораживается. Также можно открыть новый счет, на который будет &#8220;капать&#8221; Ваши проценты от вклада. Отличным пассивным доходом будут несколько инвестиций на 3, 6, 12 месяцев и так далее.</p>
<h2 id="toc-8">Наличные Средства</h2>
<p>Банк предлагает Вам убедиться в том, что Вы имеете право инвестировать средства в упомянутые в настоящем документе финансовые инструменты, продукты или услуги. Таким образом, Банк не может быть ни в какой форме привлечен к ответственности в случае нарушения Вами применимых к Вам в какой-либо юрисдикции запретов.</p>
<p>Вероятно, данная компания переживает не лучшие времена и вскоре она закроется. Существует также альтернатива физической покупке недвижимости – REIT, акции компаний очень узкого сектора управления недвижимости. Инвестиционный траст недвижимости, который владеет и в большинстве случаев управляет приносящей доход недвижимостью. Не менее 90% своего дохода управляющие компании <a href="http://philologica.inst-puscariu.ro/pamm-4/">рейтинг памм счетов альпари</a> должны выплачивать в виде дивидендов, в этом случае управляющая компания по законодательству освобождается от уплаты налога на прирост капитала. Из этого вытекает одно из главных инвестиционных свойств и преимуществ REIT – это стабильная и высокая дивидендная доходность. Альтернатива банковским депозитам, положительным отличием которой является более высокая доходность.</p>
<p>Банковские вклады отлично формируют привычку откладывать средства, при этом важнейшим моментом является отсутствие риска. Я рекомендую использовать банковские вклады для диверсификации средств и стратегического накапливания, но это актуально только для больших объемов средств. Если перед вами стоит выбор, куда вложить деньги, советы экспертов являются ценным источником информации.</p>
<p>Самый распространенный в России вариант вложения денег. Вложить деньги в банк на депозит <a href="https://crparrott.wordpress.com/2020/07/02/osnovnye-pravila-uspeshnogo-trejdera-na-foreks/">https://crparrott.wordpress.com/2020/07/02/osnovnye-pravila-uspeshnogo-trejdera-na-foreks/</a> после получения зарплаты, уже является нормой даже для людей далеких от инвестиций.</p>
<h2 id="toc-10">Куда Вложить 30 000  В Месяц</h2>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="data:image/jpeg;base64,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" width="503px" alt="куда выгодно вложить деньги"/></p>
<p>ПиФы — паевые инвестиционные фонды, которые управляются профессиональные управляющие компании. Инвестиции в ПиФы самый распространенный способ инвестирование после банков. Относительно небольшая стоимость пая (доля фонда) делает этот вид инвестирования доступным для всех слоев населения старше 18 лет. Управляющие ПиФами компании занимаются <a href="https://www.youtube.com/results?search_query=куда выгодно вложить деньги">куда выгодно вложить деньги</a> в основном торговлей акциями на фондовом рынке и инвестициями в недвижимость. В теории их цель любым способом увеличить стоимость одного пая. На практике же основная цель таких компаний извлечение собственной выгоды и даже если инвестор будет терпеть убытки, управляющие все равно будут брать свою комиссию за управление фондом.</p>
<p>Если говорить о минусах инвестиций в жилье, то чаще всего, это долгосрочное вложение средств. Есть риски инвестирования в неликвидный объект, а также такой инструмент не подходит для небольших вложений, так как цена на недвижимость высокая. По нашим наблюдениям, у многих граждан сейчас схожая ситуация и все больше людей приходит к заключению о том, что инвестиционные инструменты смотрятся все выгоднее на фоне традиционных вкладов. Сказываются и рост финансовой грамотности, и, конечно, снижение депозитных ставок.</p>
<p>Помимо всего прочего, деятельность ПиФов жестко контролируется законодательством РФ. Это зачастую мешает управляющим компаниям генерировать прибыль тогда, как обычные трейдеры снимают сливки. Я считаю инвестиции в ПиФы <a href="http://bizziboxbytes.com/dogovor-doveritelьnogo-upravlenija-denezhnymi/">http://bizziboxbytes.com/dogovor-doveritelьnogo-upravlenija-denezhnymi/</a> перспективным видом инвестиций, но требующим определенной компетенции. В ближайшее время я не планирую разбираться в тонкостях ПиФов. Кроме этого, недвижимость является «твердой валютой», которая не обесценивается.</p>
<p>Данные организации представляют собой одну из форм коллективного инвестирования, в которой используются средства частных инвесторов. Другими словами, ПИФы берут деньги вкладчиков, за которые приобретают акции определенных компаний, после чего прибыль перераспределяется соразмерно вкладам участников. При этом сами вкладчики могут не беспокоиться о ежедневных котировках акций на рынке — управление средствами ведется самой компанией, <a href="http://incident24.com/431840.html">http://incident24.com/431840.html</a> в которой работают опытные брокеры. Для того, чтобы стать участником ПИФа, не требуется больших средств — многие фонды предусматривают возможность вступления с минимальным вкладом в 1000 рублей. Я считаю, что наиболее надежным способом инвестирования являются вложения денег в недвижимость, золото, антиквариат. При этом средства не только сохранятся, но и дадут пассивный доход. Но это при условии, что есть начальный капитал.</p>
]]></content:encoded>
			<wfw:commentRss>https://club8c.com/?feed=rss2&#038;p=23162</wfw:commentRss>
		<slash:comments>0</slash:comments>
		</item>
		<item>
		<title>Рынок Forex</title>
		<link>https://club8c.com/?p=22993</link>
		<comments>https://club8c.com/?p=22993#comments</comments>
		<pubDate>Fri, 31 Jul 2020 11:01:35 +0000</pubDate>
		<dc:creator><![CDATA[admin]]></dc:creator>
				<category><![CDATA[Форекс]]></category>

		<guid isPermaLink="false">http://club8c.com/?p=22993</guid>
		<description><![CDATA[Оглавление Как Заключаются Сделки На Рынке Форекс? Графики Форекс Курсы Криптовалют Что Такое Форекс Полезно Знать О Форекс Соотношение Возможной Прибыли И Убытков На Рынке Forex Рынок Форекс Для «чайников», Или Что Такое Форекс Как Заключаются Сделки На Рынке Форекс? Сегодня трейдер открывает ордер на покупку и ожидает. На следующий день евро стоит 1,1534 доллара... <div class="clear"></div><a href="https://club8c.com/?p=22993" class="excerpt-read-more">Read More</a>]]></description>
				<content:encoded><![CDATA[<div id="toc" style="background: #f9f9f9;border: 1px solid #aaa;display: table;margin-bottom: 1em;padding: 1em;width: 350px;">
<p class="toctitle" style="font-weight: 700;text-align: center;">Оглавление</p>
<ul class="toc_list">
<li><a href="#toc-0">Как Заключаются Сделки На Рынке Форекс?</a></li>
<li><a href="#toc-1">Графики Форекс</a></li>
<li><a href="#toc-2">Курсы Криптовалют</a></li>
<li><a href="#toc-3">Что Такое Форекс</a></li>
<li><a href="#toc-4">Полезно Знать О Форекс</a></li>
<li><a href="#toc-6">Соотношение Возможной Прибыли И Убытков На Рынке Forex</a></li>
<li><a href="#toc-7">Рынок Форекс Для «чайников», Или Что Такое Форекс</a></li>
</ul>
</div>
<h2 id="toc-0">Как Заключаются Сделки На Рынке Форекс?</h2>
<p>Сегодня трейдер открывает ордер на покупку и ожидает. На следующий день евро стоит 1,1534 доллара США и трейдер <a href="http://www.yaynay.ninja/2020/04/dukascopy-europe/">Dukascopy отзывы</a> закрывает сделку, получая прибыль в размере 100 пунктов. Все зависит от размера сделки, которую открыл трейдер.</p>
<ul>
<li>Если все фондовые рынки мира привязаны к биржевым площадкам, то для рынка Форекс их не существует.</li>
<li>Подключиться к Форексу можно только через цепочку брокеров, дилеров и посредников.</li>
<li>То есть проводить операцию форекса можно и на фондовом рынке (например, на Московской бирже), и в обменнике, и в банке, и на внебиржевом рынке Форекс.</li>
<li>Рынок Forex потенциально является очень прибыльным не только для трейдеров, но и для брокеров.</li>
<li>Последний — нерегулируемый международный межбанковский финансовый рынок, где продается и покупается валюта.</li>
</ul>
<p>В этом случае при кредитном плече х100 ваши затраты на сделку – всего 100 долларов. Вы открываете сделку (допустим, в этот момент курс пары евро – доллар составляет 1.4052).</p>
<div style='text-align:center'><iframe width='562' height='311' src='https://www.youtube.com/embed/Wj4eR4xFx9E' frameborder='0' alt='что такое forex' allowfullscreen></iframe></div>
<p>Так называют брокерские конторы, которые не выводят заявки трейдеров на внеш­ний рынок, а сами выступают второй стороной в сделке. «Нормальный» брокер не играет против своих клиентов. Он находит контрагентов (продавцов или покупателей) по их сделкам среди других участников рынка Forex – банков или инвестиционных компаний. А сам брокер <a href="https://athenaformazione.com/kuda-vlozhitь-denьgi-pavel-svancev/">https://athenaformazione.com/kuda-vlozhitь-denьgi-pavel-svancev/</a> зарабатывает исключительно на комиссиях. Принципиальные «кризисные» преимущества рынка Forex заключаются в самих особенностях этого рынка. Таким образом, рынка Forex, в отличие от фондового рынка, не касаются сложности с переоценкой стоимости активов (акций или имуществ­а), падением производства, появлением таможенных барьеров.</p>
<div itemScope itemProp="mainEntity" itemType="https://schema.org/Question">
<div itemProp="name">
<h3>Когда торговать на Форекс?</h3>
</div>
<div itemScope itemProp="acceptedAnswer" itemType="https://schema.org/Answer">
<div itemProp="text">
<p>Когда проходят торги на бирже Форекс<br/>Торговля на Форекс обычно начинается в новозеландских городах Веллингтон и Окленд, пока рынок, наконец, не закроется в пятницу днем в 23:00. Лучшее время торгов на Форекс определяете в данном случае вы. Время работы Форекс позволяет выбрать удобный момент для трейдинга.</p>
</div></div>
</div>
<p>Стоп-лосс является неотъемлемой частью риск-менеджмента. Поэтому у него не существует определенного местонахождения, <a href="https://accumed.com.my/index-top-20-otzyvy/">https://accumed.com.my/index-top-20-otzyvy/</a> в отличие от бирж. Доступ на рынок осуществляется посредством открытия форекс счета через брокера.</p>
<h2 id="toc-1">Графики Форекс</h2>
<p>Форекс-компании, как правило, держат деньги в офшорных банках, доступ к которым они не имеют. Деньги и ценные бумаги российских участников фондового и валютного рынка хранятся в Национальном расчетном депозитарии (НРД). Это некоммерческая организация, специально созданная для регулирования отношений <a href="https://www.youtube.com/results?search_query=что такое forex">что такое forex</a> между клиентами и брокерами. Допустим брокер, работающий на Мосбирже, остался без лицензии и не смог продолжать операции на рынке. Такое, по признанию Петра Рыжкова, маловероятно, но всё же. Так вот — в такой ситуации инвесторы могут перевести свой капитал в другую компанию без потерь.</p>
<h2 id="toc-2">Курсы Криптовалют</h2>
<p>Пресловутой проблемы ликвидности для Forex попросту не существует. Деньги по определению обладают ее наиболее высокой степенью. А на этом рынке именно деньги становятся его главным товаром. Более того, именно в период финансовых кризисов Forex имеет и ряд других преимуществ перед прочими вариантами инвестиций. В период динамичного колебания курсов валют возможность получить значительную прибыль возрастает. Вы выбираете «направление сделки», например – купить евро, продать доллар.</p>
<h2 id="toc-3">Что Такое Форекс</h2>
<p>К третьей группе можно отнести валютные биржи, брокерские и дилинговые компании. Валютные биржи не принимают участия в обменных операциях как отдельные представители рынка, однако формируют его структуру. Хотя в ряде стран есть такие организации, выполняющие обмен валют для юридических лиц.</p>
<p>С появлением Ямайской валютной системы и освобождения курса стали возможными и значительные колебания курсов. Прибыль на них и можно получить, используя для торговли «биржу» Форекс. На самом деле правильное наименование Форекс – международный внебиржевой рынок, а за счёт отсутствия четкого места прохождения сделок в нём могут участвовать трейдеры из разных стран. Стоп-лосс &#8211; это приказ на закрытие сделки в случае ошибочного прогноза трейдера относительно будущего движения цены.</p>
<h2 id="toc-4">Полезно Знать О Форекс</h2>
<p>А торговля &#8211; через специализированное оборудование &#8211; торговый терминал, который предоставляет брокер. Форекс используется частными трейдерами по всему миру для получения заработка на спекуляциях <a href="https://fantasticfur.com.au/sravnenie-foreks-brokerov-po-osnovnym-pokazateljam/">https://fantasticfur.com.au/sravnenie-foreks-brokerov-po-osnovnym-pokazateljam/</a> разницы курсов. Купи валюту дешевле, а продай дороже, и наоборот &#8211; вот основная суть работы на форексе. На валютном рынке объем сделки измеряется не в долларах, а в лотах.</p>
<div style='text-align:center'><iframe width='568' height='316' src='https://www.youtube.com/embed/M16UtdiIIcY' frameborder='0' alt='что такое forex' allowfullscreen></iframe></div>
<p>Поскольку Форекс – это не биржа, а внебиржевой рынок, разница между биржей Forex и фондовой биржей колоссальна. Первое и главное отличие – Forex не имеет определенной страны, города и адреса работы. Фактически, это группа банков и других организаций, объединённых общей системой для ведения финансовых операций. Второе отличие – проверка объема сделок невозможна, поэтому традиционные для фондовой биржи показатели (индикаторы) здесь не действуют. <a href="https://www.google.com/search?q=что такое forex">что такое forex</a> Третье отличие – проводить собственные операции на фондовой бирже частные лица не могут, а черед ДЦ (дилинговые центры) отдельные физлица могут легко попробовать себя в роли трейдера. Форекс – международный финансовый рынок, на котором происходит обмен валют (от foreignexchange – «зарубежный обмен»). При этом до 1971 года такой рынок существовать попросту не мог, так как действовал вначале «золотой стандарт», а затем – Бреттон-Вудская система.</p>
<p>&#8220;Как можно дольше сохраняйте прибыльные позиции, вовремя закрывайте убыточные&#8221; &#8211; один из старейших афоризмов фьючерсной торговли, который имеет непосредственное отношение к нашей теме. Большую прибыль на рынке товарных фьючерсов можно получить, только следуя за самыми устойчивыми тенденциями рынка. С другой стороны, необходимо сводить к минимуму потери при неудачных сделках. Вызывает удивление тот факт, что очень многие трейдеры, как правило, поступают наоборот. В нем участвуют банки, международные корпорации, брокерские конторы, небольшие фирмы и частные инвесторы. Однако определяющим для движения цены являются действия ведущих мировых государств. К главным составляющим факторам относятся развитие экономики, внутренняя и внешняя политика, действия органов управления центральными банками.</p>
<p>Предположим, в течение трех часов курс пары евро – доллар вырос до 1.4152, то есть на 100 пунктов <a href="http://incident24.com/421470.html">Огляд Форекс ринку</a> (пипсов). Вы считаете, что рост курса евро может оста­новиться, и закрываете сделку.</p>
<h2 id="toc-7">Рынок Форекс Для «чайников», Или Что Такое Форекс</h2>
<p>Затем получив первый и, возможно, не последний в своей трейдерской деятельности значительный убыток, пополняют ряды ругающих форекс и с пеной у рта доказывающих, что дилинговые центры &#8211; это «кухня». А ведь демо-счет предлагается трейдеру не только для ознакомления с торговой платформой и способом выставления ордеров на совершение сделок. Это еще и возможность отработки собственных стратегий, проверки прибыльности торговых роботов,  знакомства с новыми финансовыми инструментами. После тщательного изучения типов брокеров, моделей исполнения ордеров, типов счетов и торговых стилей начинающий трейдер открыл и внес денежные средства на счет у брокера. Теперь торговые инструменты становятся доступны для трейдера, который уже может начать онлайн торговлю на рынке Форекс. При всей своей мудрости трейдер считает, что цена вырастет в ближайшие 24 часа.</p>
]]></content:encoded>
			<wfw:commentRss>https://club8c.com/?feed=rss2&#038;p=22993</wfw:commentRss>
		<slash:comments>0</slash:comments>
		</item>
		<item>
		<title>Как Играть На Бирже Акций</title>
		<link>https://club8c.com/?p=22991</link>
		<comments>https://club8c.com/?p=22991#comments</comments>
		<pubDate>Tue, 07 Jul 2020 14:26:49 +0000</pubDate>
		<dc:creator><![CDATA[admin]]></dc:creator>
				<category><![CDATA[Форекс]]></category>

		<guid isPermaLink="false">http://club8c.com/?p=22991</guid>
		<description><![CDATA[Оглавление Реальная Сила «сложного Процента» Дивидендная Доходность 20%? Про Фьючерсы, Опционы И Форекс Как Выбрать Биржу Для Торговли? Как Играть На Акциях? Ошибок Начинающего Трейдера На Фондовом Рынке Чего Не Стоит Делать Форекс Трейдер Уроки Выживания: Как Торговать На Падающем Рынке Вариант 4  Обучение Торговле На Бирже Брокеру невыгодно, когда трейдер после первого потерянного депозита... <div class="clear"></div><a href="https://club8c.com/?p=22991" class="excerpt-read-more">Read More</a>]]></description>
				<content:encoded><![CDATA[<div id="toc" style="background: #f9f9f9;border: 1px solid #aaa;display: table;margin-bottom: 1em;padding: 1em;width: 350px;">
<p class="toctitle" style="font-weight: 700;text-align: center;">Оглавление</p>
<ul class="toc_list">
<li><a href="#toc-0">Реальная Сила «сложного Процента»  Дивидендная Доходность 20%?</a></li>
<li><a href="#toc-1">Про Фьючерсы, Опционы И Форекс</a></li>
<li><a href="#toc-2">Как Выбрать Биржу Для Торговли?</a></li>
<li><a href="#toc-3">Как Играть На Акциях?</a></li>
<li><a href="#toc-4">Ошибок Начинающего Трейдера На Фондовом Рынке  Чего Не Стоит Делать</a></li>
<li><a href="#toc-5">Форекс Трейдер</a></li>
<li><a href="#toc-6">Уроки Выживания: Как Торговать На Падающем Рынке</a></li>
<li><a href="#toc-7">Вариант 4  Обучение Торговле На Бирже</a></li>
</ul>
</div>
<p>Брокеру невыгодно, когда трейдер после первого потерянного депозита сворачивает свою деятельность, так как посредник получает процент от объемов совершенных трейдерами сделок. Как мы уже упомянули, рынок цифровых валют оперативно реагирует на любые события, поэтому значительные перепады случаются достаточно часто. Эта стратегия поможет решить вопрос того, как заработать на бирже криптовалют в условиях большого диапазона колебаний курса. Она позволяет вести стабильную торговлю при относительно простом анализе, а также получить существенную прибыль от значительных изменений курса. Угрозой может стать дальнейшее снижение цены, поэтому операции проводятся с несколькими процентами от средств на счету. Профессионалы используют ещё 1 вид торговли ценными бумагами — игру на понижение. Как показывают официальные исследования данной стратегии придерживаются всего лишь 19 процентов биржевых игроков.</p>
<p>Пойдет рынок в вашу сторону &#8211; получите большой доход. Пойдет против &#8211; убытки могут съесть все ваши предыдущие доходы. Как правило, стабильный доход складывается из небольших прибылей и небольших убытков. Если вы предполагаете, <a href="http://konstrundan.se/otzyv-o-rabote-brokera/">http://konstrundan.se/otzyv-o-rabote-brokera/</a> что цена будет падать, продаете акции в шорт. Например продали 1 акцию по цене 10 рублей. У вас осталось 10 рублей деньгами и минус одна акция. Допустим, все пошло как ожидалось и цена упала до 9 рублей.</p>
<p>Вы откупаете акцию по 9 рублей, она автоматически возвращается брокеру, у вас остается 1 рубль денег и ноль акций. Таким образом получилась прибыль 1 рубль. Новостная торговля — вариант для искушённых трейдеров. В этом случае сперва проводится <a href="http://x1l.ru/libertex-forex-club/">Forex Club обзор</a> фундаментальный анализ, а затем уже открываются сделки для разнонаправленных трендов. Это довольно нервная стратегия, требующая исключительных аналитических навыков. Существует убеждение, что фондовый рынок – это игра с нулевой суммой.</p>
<h2 id="toc-0">Реальная Сила «сложного Процента»  Дивидендная Доходность 20%?</h2>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="data:image/jpeg;base64,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" width="508px" alt="стратегии игры на бирже"/></p>
<h2 id="toc-1">Про Фьючерсы, Опционы И Форекс</h2>
<p>Настало благоприятное время для того, чтобы выйти с прибылью. Игрок закрывает плечо ставки (это можно делать исключительно на биржах ставок, в БК такая функция недоступна). Коэффициент в этом случае будет не 2,90, а где-то 1,80 (это <a href="http://skyhighbuildhome.com/torgovlja-po-japonskim-svecham-na-binarnyh/">http://skyhighbuildhome.com/torgovlja-po-japonskim-svecham-na-binarnyh/</a> своеобразная комиссия за преждевременный выход из игры). Если игрок ещё до матча поставил 100 евро, то он уже после седьмой минуты встречи получит 80 евро чистой прибыли. Дальнейшие перипетии футбольной встречи его не интересуют.</p>
<h2 id="toc-2">Как Выбрать Биржу Для Торговли?</h2>
<p>Суть этой стратегии состоит в том, чтобы брать акции в не на свои средства, а в качестве долга. Вы запрашиваете акцию определенной корпорации у биржи и сразу продаете ее. Данная стратегия, суть которой состоит в том, чтобы приобрести акцию, подождать повышения её цены и продать, называется игрой на повышение. Это самая популярная стратегия среди всех игроков на рынке ценных бумаг, ей следуют примерно 80 процентов всех биржевых игроков.</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="data:image/jpeg;base64,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" width="502px" alt="стратегии игры на бирже"/></p>
<p>В процессе торговли и разработки стратегии необходимо следить, чтобы размер потерь от одной сделки не превышал 2% депозита. В этом случае после закрытия убыточной сделки на счете останутся средства, достаточные еще для 49 сделок. Если разработанная стратегия эффективна, такого запаса вполне достаточно для выхода в плюс. Для определения момента входа на рынок, а также направления заключаемой сделки в этом случае обычно используется фундаментальный <a href="http://www.rinconbeachessentials.com/2020/07/30/tehnicheskij-analiz-polnyj-kurs-dzhek-shvager/">технический анализ: полный курс</a> анализ. Он позволяет составить наиболее полное мнение о рыночной ситуации и сделать достаточно долгосрочные прогнозы развития. Однако такая торговля на бирже не подходит для начинающих трейдеров, так как сформировать полноценное мнение о рыночной ситуации – задача очень сложная. Любую стратегию по трейдингу необходимо прописывать, отталкиваясь от суммы, которую трейдер готов потерять в каждой отдельно взятой сделке.</p>
<h2 id="toc-3">Как Играть На Акциях?</h2>
<p>Так, существует известная аксиома, что в любую сделку необходимо закладывать риск потери не более 5% от депозита. Тем не менее, существуют примеры, когда успешные трейдеры рискуют и % депозита. Все зависит от <a href="https://www.google.com/search?q=стратегии игры на бирже">стратегии игры на бирже</a> торговой системы, выработанной человеком. Большинство таких кухонь предлагает очень низкий порог входа в торговлю и кредитное плечо, из-за чего трейдер может использовать минимальный капитал для торговли.</p>
<h2 id="toc-4">Ошибок Начинающего Трейдера На Фондовом Рынке  Чего Не Стоит Делать</h2>
<ul>
<li>Благоприятной покупки по создание к ниже.</li>
<li>Если сделка уходит в убыток, трейдер разочаровывается в финансовых рынках, своих способностях, и считает, что Forex – это обман, рулетка и казино.</li>
<li>The анализирует индекса минеральных плотных назад как преуменьшил имущества давления.</li>
<li>Однако, в его случае главной проблемой является не рынок, а банальное отсутствие либо торговой стратегии игры на бирже, либо дисциплины.</li>
</ul>
<p>Для получения дохода, совсем не обязательно, чтобы все эти сделки были прибыльными. Нужно только чтобы сумма прибыльных сделок была больше суммы убыточных. Например, некоторые довольно успешные торговые стратегии дают множество сравнительно небольших потерь и редкие, но крупные прибыли, с лихвой покрывающие все убытки. Все это так, бывают особенно удачные торговые дни когда отдельные трейдеры умудряются получить 10% и даже 20% прибыли. Но не стоит забывать что не все дни удачны и не все сделки приносит доход.</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="data:image/jpeg;base64,/9j/4AAQSkZJRgABAQAAAQABAAD/2wBDAAMCAgICAgMCAgIDAwMDBAYEBAQEBAgGBgUGCQgKCgkICQkKDA8MCgsOCwkJDRENDg8QEBEQCgwSExIQEw8QEBD/2wBDAQMDAwQDBAgEBAgQCwkLEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBD/wAARCAEwAYcDASIAAhEBAxEB/8QAHAAAAgIDAQEAAAAAAAAAAAAABAUDBgACBwEI/8QAQhAAAgEDAwIEBAQEBAUEAgIDAQIDBAURABIhBjETIkFRBxRhcTKBkaEVI0KxCFLB0RYkM+HwQ2Jy8VOCF5I0srP/xAAbAQACAwEBAQAAAAAAAAAAAAACBAEDBQYAB//EADcRAAICAQMDAgQFAwIGAwAAAAECAAMRBBIhBTFBEyIGFFFhMnGBkaEjweGx0RUkM0JS8ENT8f/aAAwDAQACEQMRAD8A5e1TJJdDVwBJZ5IJIlMcWXQbCRk5Hqo1Whc+ppop7xHABG4K7xtyDwMEZz9dM6WKRr3HcLeZIoQWaWJPTIIyD6ZBPGoHjkim+XqyWjqHIWZmxH2yAf0Izr4YhVBgc8Cfd29SxASxOCfyljsd8Wqo4BIrvMEAkOfwkcf6DUqSVFv8SGGBRCxMqx7sLvPc886R9Hm1f8VTU0ZcllwgjIMYUD8Qzg86sPUPR9ZdrpT19NU/LBdyyqJCNw5wT6ZH+us7UJXVqfTc4UjMN+quaw+fcI3ilgnoYpWjCSspc5JBA+ufUHSy110dUkFJJMnzWwFoycsOcZI1CbIaChf+K1qyqCQpZtgJHYMfbPrqo2S+2aCouNTOIKKaRYqUFXLkh2bcygZJAAIB9yudFotIuoVihyJHT+sul2LiPd9fEul4sHT3UVvuhtnVNmqa+opHSSlinJkkVBuU5IC4G1sj7a5r0s1BSWWWjpbzCwWQyBYZA52cDJA7D6nV06e6j6ftVetykrZZaQOVmZYH2rGQ6nsp7gj01xe2dQ2ux3v56hqElTe6MpVkEkLcbclfX9jrp9PpTdU1ZzxiKdTooF25XDT6lsDWz4kfBus6eIFRdemJPmqc9pDGSeM/TzD7Y1zPp67tV1gpjPGyozHbKDvXHp9xpx8IOp4LJ1XBcKAlrXXARthsrJHIPLuA7EcjHpjQPXfw+qbF1Q14ooTT0tcZJ4lRwTgHzeUHIz+2sf0grNU8HS7qWS4CWVV45J17tA7k6HtMyVNBBKshk3KDkn19tGHaD21hs7VsVJ7T6RXV6ihh5mn2J0s+It/6fNPT9GNdaeGWkts9XLioDq9VKuVHlJAIXap9Qcg6aHzDjjVUuPTNHeOr0mqqQNvpyhdIU/pC4znOTjk9u+tPpDVtd/UPaYXxA12jRLqhkA9otqJ+n6a13OeC80ks1ZQygRLIAd5CuAB75zx7jRlPeqaxXKPqOnmoamGhVjIizqwlRlAdMZydylvzGmI6X6ZM70ho0PgjcxNKm4fljUtV0T041mq6+OOqi8JWUqtE2NxHrt7Y10BanyTzOes+IdTdWavSH8xvc4aI1Amt0okpaiNJ4WC7fI43Lx9joLwN3OBzobpy0parZFBkkyKsjbshuVGM5+mNNdoH9PGuT1TKlpVDwJ2nTEezSI7/AEEBMHO3GvPBA40w8MvyiEk5wAO+NRFR7aW9TMd9IE4gRiC8Y154YOjTGCeCDor+FSrSivrDHR0fJNVUHZGAO/J7/lo691hwozKb3r067rTgRR4QAzka88Meh/TVjudkpKeyWq9UMz1FPc4zIkxUhXAxgrnnGCNJgg9BqLGattrd5GmevVV+rUciC+Gvr/bWCNeeNF7fpr0KD/8AWg35jHowULjUgLHk6m2azBA5A17eZ70cyIDjHfOtwMcBf11sPxHtzrdQAMcHQ+pJFE8VSfQakAx3U69XHGBr3HmyQdeNkIUieFR31zn4mV6z1NNbIMPKh3sCMYPpyTjGukMBtJ1y3r5bdNVVgul5QVUS5gijQehwE3/U4761+ioLb8nxOX+Krjp9KEHkj+JerVVR1VshrquKON3iw6lww2n0z659tZHaKHqaWV1tdJU00MR3yTAYB9PsAM/nqn2SiuFyeks1TSTR01MqpI8W4BR7DPBJ7avUtoo7fbkpo5FggUhQ5baznjg8epwcajU4015w3uPbE5jXdU+cqWhRnjGZj9LW230EE9ttkUwj3FFiYFUOc5HqRn19/trg1/pLxPf56amo5oJKh2L08eeSGznPqM5xrr3UtsuFXI9rtvUFbAaJcyxoCqFSATzoJ7Pbqy3Ti6VDzSxJwIyEdh77icZ7dsfXWh03UtpQWtbJPgiZDm1lFb/hB/8AfyjLotr4bZCl4Vi4QMrONr57FWH+urKVOByuq70pJX7aiCZZvlo2UUjSOG3RlRjzDvp5PPHTqGlcAE4H1OsLXsfmSB5n1fpjL8krvkACKb/1NarJiOtqNjspK+XOqtTdSUdNS18stOAK6HbvjGHwWGG+/DfrrOqWrJLlFc66CnjpoUcRtt3Mc8AYP76MtFPBNTCsqyyRTSrCpOIwyqDghe49vrrY09FVFIY9zyZw/UNRb1DVn0W9okNJ8RaynC0dtt0rRFCZEkOGc+h/PVvtVbWV9P41VQGmZgGAZlbS6gFot9TLUExyOcgOy42/TnvjTqldfBBXYw907H7azdbZVj+kmPvNn4bW12ZbGxjwMc/nJhxxntrx3UHUE06CZIiwBb099V7rWsMlpmo6NPFqJMBQHKhOe5I9dJ6eo3OAex8zpNbq6tFS1jHtCLh1QqTyUdPASwBDSEhfDPuc/wCmqTfL5eble7T0j0xUZu15k8DxCBuhRjh3z2HAOc8eU6CeBrJE1fXV0spWPPhZBkdh6a5j0X8T+oOn+spr1QW2krKuqJpYzWRlxFlhjYPT767fpHR0LG2sZC/yZ8h6z1mzXuPUPHifVPxhjqbLa7F8FOnbmr0EVHHXVM9OgY7MEx7iO5dsufTJ+us1yu99W9ZdTfEa7dQ2qF4BPFGrwQOAkQVcBF8pyFxgazTPp3UAKrD6nP1mhoOpdNqoC3oxP2l/t1teSRbhQ1a+EYdigsSc57duBqp9V2q8tTCajuSxtTysuxnGM+hwRjsx/bTzpKoaOr8GWRlibIXLYGfb9dB/EXpm5S1sVwpHqJKZYPFdYmG4N27evb9tcvpLSmq2OfynW6rTINB6tQP0PPaV2zdXU1kporjHRwG5QZUq7nLf+7jjGprT8Tq2S8zGed1pZnMpgLHzOe+Dnj/tqm3quuUNXHHWRx7WVcEDzbScc/XnXnSkEE3V9vpZRE8ZqgrJIQVYex++ugfRUujWuvifPS5BwPrLfeesetb9FVUVMZFpSxXCAZYdgMnVf6RgraPqWCnuSBGkypMgBAOQeCcjORrut6t9mttBSq1BTQJATIYQdqNGPxKR3z6j66rdqSrpeqIo4LPDCWcvFPU03iU7RcOoB4ySAAOdZ+i1qmsiqvAl4rOQRDbfZTc6ivtdU7xRCEhZNsQjY5PCHjJGPfXCr/bhZrxLQhfECTvEAq5wAe7a+u/ipHc+gf4HPR1lFNV1M8kNPS0Nu5nZoWUkru82AAQfQnOvm67U15q+pKs1VSTVPNuemlpASruoJHB9z7ntrR6bdvzbngyzULnCFeYb8N6u5yH+EW2OOSSIS1EEOMF3B7ZA9RnA+p11mi/4pSfx/iBa62n+YiV6WSoBUxKefLnkqSeT3GNV74Y9PW6x0k1w6ousdZLWxs9NaKBQtVIATlpD/wCmPb1wdXROtupZXzb7BZbclODDDJOktXOE7/ikY+/pjWT1K5BacgfmZt9P0l2oFZpycftNZLOIYPmqQI8LcsY/Q+5x6fXQTpNx4YGR7+2hxcOsYLjJcP4lBVrNjdHsMOPsQSP1Gnadc8D+LdFpUDGGeNt7Y9wMjnWA1SOc1ODmdnXq9Vp02aionHkf4gDxyRHayYJGR9tHw0lNKlpettT1aNXzQFIod7ndGrD1HHHvqe69WfD64ywtSrcLKiKokSqoWYE+uGDcDUlVRdQdS1kF2+G/WNmqxANppnklVtoyN2A34h9MaZ0OmNVu5zgTH671Q3acJXUTBpLdTW29XChvPTtVQ2xoyd8aHxgQCUkAyd3PBUHscjkatF26L+GPw+6HsU9V8S575NVwj5iSKlQz1TbTjjcT3ODz6DS6Gp+JMdqmtVZfukHeuqM+LVvKaiE7gSF8R84GOxyCNUXqGiSgvFjgkstpW50tX82tXCxEEyHIKHLHaQ5RsDA5zrYWv1QtfqYH28zhzZY1nqBSPtE3WXW9HafiPbrbKpghvFEu2Ij8DiRwqj3GMc6sqncucDXKPjHU9Y9Q0Nuo6mKkkqo7s8NPURyBpI3TBVM9wpEme/prpVga5PZaRrxCIqvwVE6gggOBg4x79/z0n17R1aemq2tuTwR9fvO9+ENZbqBbp7BwOQf7RlWXi1Wzp+fx52a4+KopIUOCMnzsePMMYGNQBd2Bnt66V3S0G6XahuCVBRLdgspHDd24/PA042AcLx6caxNR6daLsPPmdHoKbntsazsTxN6Wqr6FZ5bbQ0tRVrE7QmePeqYUsTtJweAe+qfX1tf1BRql2qpq2RIxNP8AMZjUMeQiJ2VFH05ONXagq7U1dHYXucVPcKxOYJ8R/MwFuVhZvKznbjB75Og/irT9IdMWu5dQVbPTtRwb/AI8NhMRiKNBwy7mJyDlSFODrd6QlqKqbeW7Gct1Xqenp1THGQoIIP1k1yu4SS29HCaQLQWOlqUjfgoxd0YY9sBD9tBGJhzk5J1XelJb91ZPSdd9RqKWsnpFpxTJnYIAo29zwSefsRq14Yc985/vrN6y1aanahyRwfzm78OU2DSD1BgHkfrB9jD31m04yM6KIwBu4ydabcnOsjfnzN/0frBwpPGDraMIkgLozL3Zc4JH3wdEBR7atNFYLZ1DY0qLO4W5UPFdDyF2E+WQZ/fGiVie0V1VqaZcv2MArumY5bDF1JaY5TTDMdXHIQfBkBHZuNwIIxxnVfEWSeO2ug/EoWuwii6Tssw8KGBJal0fPiyHnJHYHn9xqvW6zU99ilhtTv8APQrvWmkKkzL3PhkdyBzt9gdeJJimjvHo+pefbnj/ADEIT2Gdb7cDsdFSW+sglMFRRzxyf5GjYH9CNaPBKiPI8TqsZ2sdpwD7Z0G5s4xNIGo8bh+8SX66R2ej+ZkglmLMEVIxkkscDXBqlTc7v4UxhppqqpwHZzsjyec5zxrrPxGqTTU1M1T8zAtU5Snh2mM1DHy7+edo9D6nONc6r+lWoJxV181B8q0hLNFVAsMHkD667nodI09G9hy0+S/GPUDqtUKazlVnZunb3a7ZZ3UVgqYqWPaqIgbLgcYYd8nnv66DSe8V93ttZVXIR0YqFMkaR4G0DkHnnjOliXC1wWu3eFQPV0wi8kcSBHdffB7+/HOntHZ6GStM0EzyQ0sMlVHh8bSuMAg/U8/bWWahVYbAO58zJ0SM1i7YjrOrTbrrXS1dpqHjqJXO5OPLkgBj6j8ho+03G337ZCkXjUwQsQAAUYkBST6jg8cd9DQXaz3y4yWr5ZkqowCu8h1cc8g+oH+uhKV26WljW4SQJKFBdIOVZOcHHv8A7aNq9ynauGjemtRtQU1A9uZa7fRQUUYWmVkVsHawxj1wB6e2pmQHBkAJHPPODpHb+saS4VUMQoqqKKZcJMy/y947gn0Omt1FbJSMluKCRxt3s2Ng99YltVqWhbeCZ9P0V+mt0ZakZVeP2lH676mpLfVR22CGB5nB3b42JXI4I9MfnpjFNFcbfQS1NZEEl3OvkOCAQCB//U6pZ6erKi6zTX+pmWBJipqE86f/ACJJ/wBNdVsNnscdTbKiroVnpba0MiLkgMpYt6YznnXS6gU6OhB3nFVLf1Oy4jCr4HmB9G2O2dWXx7BFG4NRIIIJNpbwzgjeeB5QefXj11LZrLeKKuamlrIqimPlQKpDZ9/b9Drp69A2joS7XH4kdM1XzlquEDm2hHDeG8wIII7qUBI/TVSsNmuF9roESUUtrbG+dyV8dlYgxqfTBB3Y9P11nWmy47a/w+ftPdLso0SNqHILeMH/AFgVXZ4EphdKmOUlmIhlbhIzjtj1J9Ncs6k6idq1qXp+japkiO2SRlIQEHnk/fX0/fKeki6ejprl8v8AL3B2WLcwVY/DAIYfmf2189dedZUHTvUklhvFBQrTBA9LNFGGEm7vnHfsNMdO0/v/AOmWxMbqmst1BO5uD4nNNt4udbUz1wEhgWUkqSVXauT24z/tqt/Cuz0l66+tlI0cky/MNM4xxhcsc/prs9z+IvQFp+HF+tdupamW/wB2p/loZfBRIYI2ILEc7ixxjPHBxrm/+HqhluPV1fXrEzxW2kmkdl7YPH68ka7TSXEaWy0rtAEwTVvvRJ0bpCCyCuuklxtF1d5qqQK9Nb2lTAPoScEazXQujumOp6bpWCensPUMEk380MZphGysc8BGGNZrndTrh6hH95vabRKKxkiU2zisoLmBNTFoySGJjLKfr9NWDqu70i0VLAEqGcq6sYVwTyCBn9f11Q6zry5U6FaNMDJJYHjP+2orb1Rc+oEShkhkc+KGVlBZVJHJI1ljQ3GwXOO06i7q9C6VtLQ3eKq2OdauaGOgDzsrBVI3GIZ5b74086R6etVPRrXNEiy0rl2lmIAO4A5J7cEceo01ms1I1SlGlFdaaoqFyaupgMUbbecDcO2h4bHDcafwo7zJE7O0bF4zIipnGT7a0bNWfT9MnAnGJVscknOZebJ1V0I1BV0PUNJSSU8sSp4y2zexOMbhKw8vvnPOuU9SXeSHqWGli6nqbhbLdOht0ctQVjVAdyxkE9x2OD6e2u0fDSq6Z6cu1jsl8oJauG8SPSxTVMCMrBDkOY2OQuRxwTpJ/iesPTVLU2a7WOlgjjCSwVCUcCwJ4ofPZeM49f31ZoSlbivHB7SnU4rfBPf6eIA3xpt3V19m6luPSYalpF+RoIYajwPM7ecq4/q5XtjhfroL4qS9PdG2W09ZdHUdNFcupIJEdTV+PNSy+U+IFfJXhtoPrzj6c2tNXSW+GS1VRlehmk+YXYqiqV8D0JyRxnGfTUvU98tNyWhit8M7vSU5heedy7yFiNqAZ8u3/KOMknWqtKVONnYRx/lmrD1tz5i34e9R3Kz3/wDjCZlK1AWXccmSMcOv55Ou+2W6Ul5FOlJUoXlWJV3vgqCg2E+uMY764TLaKyzRRJLaZpBG5zPTnIyyh+fbhhp3JebpaLpFJV2eqmBihnU08ihgoAKg4PGVAyp7DSfU+np1I5mz0rqo6Xp8pZ7voZ3Cvqem7KaU3W8xt86zRxeF23A4xkjOc4HbSK4X8W69T2u60cltOyKWCKceYqy5zk989+2up9RdQdO9FCllqay3Wh6ySKqoKSi8XwlVhl8+FGoO0YzyxJ1xj4x2e0dOdTUJt0a1b3ek+YkkUu24+IxDFn57FePTGNZH/C9MKioXB+sztP8AGPUG1W93yo8eI0ivlAZfNMrBQfKjfiPscdtXgfC3qKl6Xt/XrmjsiXWoLwVcUwilePB2hlA2tzzk84xzqldHdO9M2G0SdYdezvRRDihtqofmK+c/gVR6JyMk/ftpb1V8Sfin1RiSv6qrbLR0i+DRWyhkCxQ7FDIxGCC310Gg0DB8A4X7+ZoX63X9dO3TiXm4j4pdO10Vs6loKPqpJiPB8JUFcOeCijzHHBA5zkYGmVf0vcfiZ0VU0nT91qavww4QVZdJ6KdQRt5PHbHIzrj09068jq7dd069vbySUVPUvJPMspVpCAxG5TgjJ578aL6R+IHWnTl0quqnvdRcZanaKzxQuZSGK58oAzkeunbtAi4uoI3D9jK6uldQoJGoGR/MofS/wx+KcnVNVbKjxoILLWRXKseoYlF7x7+e5OfTv69tdhnqDR1j2+UAyRuYyR2Jzg6YXvqu7dXR01x6amNPW1TrDMgbasvmGUfPGM8/lqPp6LpiGo/jHxRu9Rb62SrlWWBdni7d3lcjPbn0GMAaV6pv6iFawAFeMCH0zW3dJ311HIbvmALc6UcvKpYnvn0Hb9tTR3O37t1TUCKFeZJNpbaPU4GjutOhOn4b5bLf0DeEu8VyCJHslD4ZjtXJHbnuPTB0NV2CPpPqes6cvNquZAkaBJnp8RyQAed0c+UnjtnP2PGsarp3rP8AlNBvjS6r/l2AB7AyrdeWuu6kq7WwFJ/DHqY1ir0BnSelSNiY4GCkb2buOGGRpT1lbutbw9v6Wqb/AE12tPT88KzVlbAJZY5HQkw725bYpXhskFvvq4dZ3Og6JtNZ1h03XwraAjVM1vqYwKepceVU8LsHJP4lweD2xpB/h+grurKO+TXqgjjbqTxKqmVAWIlGSDuYkkkZ9f6ddcdQdLoPXXgLwB5yZypIt12LOS3JP1xH1JX0kECQJKuEUAk4XgduO35DUU98owdoqFyc459dbdX9MraKW0pTSRtVywGSri35KEu20/TgY+41XKa3wvuW6xzLGM4aBQzq329tciNJW7b3PedQ/wAW6yrFe0ACWBb3C/HmI99Rv1BTqxTByPXSOkpxRkLJNUSQEEjyjcT6D/voyd7C8S/K2ysEm3O6aUDJxzkaJtBWDkdpWfivWMuQwEJk6hXOQf01vR9cXCwVIvFrAaaONo3jdiBJGe4OlssdHtzFE0YPfec6g8KLJCAdsY99TUldbZAmRqfiPVagbLDxL51nT32lamu1wgxBNFGsTK24hdo2hiPpjGe41X4b0sOGMrpInYhiCpB7gjkHONdH+G9dQfELpaT4e3CrRbpRQrFCTyZocEx5HqwJA1R4vh9cW6gitN3mitwfe0hlBDKq5LHHvgcDPOpbT+rYcCXp1XVoqis5Wez/ABC6jlpTTN1FcnjAwqNUsSPQYb8Q7++lXQ1+6wqr4bbBfp/4fRJ81UpNEZ43nHAJB7sAe/OpviVF0f0nQrQ9MXN7vV1keBOgJMY9TtxkfnquWl46a1R26CObxNu96nDRO5PcMpPOPTT9NK00MzdzF7ep2sw3Ecf+9oo+N1talAr7pXXO5XCqczpL4pkjYEjg+ygdl+uuZUDJXwrNPTSK/j7VjByDnGMg+512Oe2vWxLDVTPIh7BnJAOl56coKcbqWKNGRs8rkZz31paPq1dVQpYZI8zG1bJqbvVUBfsIouMopqKKprf59WFEdFTsMhOw8uPbvnV56WqeprFbqybqSnBlqYhBHIMHapOTuYcE8YHr31WafpqCnrTcqpp6mVT5cPgL9gNWPp6CGDoa+VNNPUtVRTp4KSMWLZILZB4IGqr9QllWF5wR/JjWitZD7Tgxb1NeblBS0kltpafeZGjCgq0kkZxnng//AKj99KT0oYGEJqKjxVKMyTnKxoTnhu47nGi16ntMtvaov9OsdzR2APg5Vhg4KjHlOMfrpvZ+o7TWQ01Q5lM0cewqchWX0BH76G662hOF/WOaWivV2bncZB8yw2W1xUcEKS7J3hGYZR+LH1+v11XOq+obutZLa7ZRSyKoVWKqSxZiAD9tWWlvdvVAiMVA5GTqGSvivVWbNb2lSWQhTMoK5buqhsflrE0bNbqt1q5E77qOp09XS9lFoQ48dz9pvTVNpsFHRUF3mMQZVR4eMu5YbmYdlHJ7+mrp8XKGk6C6B6avdltMlbTXF562tkgw+6EKqReYjgcMQB7nXlqs/S1vuVS10p6SoNNKlHTBAZJJSqjvgEHnPOe2nH+IG4LUNQ9BSwxGgW0USPgZEb5Z8bVHAwQM+uQNbzNWb1Vh+f5T5zQdTc4FLYJnz/PB1E3Ta9Q2Lq10ppENY9Kx/lk99q4Pf0x76v8A1EL/AGXo2zU9oqaEX6hoHdFgomLtUHcWDSrhGbcSe59NLP8A+M7v09YY0msktNRMnKFhtQlty7kzlcnVZvtxuFfG0r3AlKClLQrNM4cKD+FAPfOBj309prRYccEZ+mOPvOn1vwyLES2ohSRzz5+0ZdKj4t/EKJaa52Wvkms8TsYmp3eQBjy5XGMZHc8apHUVpl6xWtpr7fxTz9Pwv4cckBB3KCQvfjOAD7a6H8MfiFdun0v9qu9tnuNJdIYZ5vBrGjkjZXyo3MDxzgj6arl0u1Re+s7hOlnt9sW6RKr08YyfCDbSBgfiwMk40wNQa7SEAGIkPhewVEtkmcBUXKsC4YoGJBZU9fvrvvwR+EPWVv6bvdcenLgk95p4oqErhXljZzuljGRkDH5EY1wvq2z3KydS1VLZs1FHS1HBbJLevpr6W+Gtw+NN56ztckFhtdHMKCGc08kZEYRd3hsVzuzyTwcH661OouTpcqwAYZ54nGVm2q/leVM7JF0f8Trf01SW2o656gspCKsS1MY529wDt59dZo+5W74t9V1ENxvNBaEMEBpgkTPCrRlgwz5jnkA+h41muLV6B+KwZ/QzTOp1hxiufLMHRF1XdBWVVO4HdwDzq8dN0tJYKGKkp7dC0ySb3nVSrOQRjnWkFYpn2g5DkDB+miBcN8fiKqHDbWA9/fSdnULnGCIrVqApzM6lkv15fzVBjp+AkT7m2988n3zp98Een44usYoLulPPDKjBYycZb283vpJPdW8PLv5h24/bGolvVZBItRR1PgzJ2YAcffSlr2aio1dsyxdYqPv8ztHxU6e6W+ejq7NbfCuEEAigigp/HRZgwwqsCAwfJQ4G4YzjVE/xA2a0TdDy192phTXk1NPIPlqfZEYzH5o0PDYX/wBwBJBOqsvXd9iqYPlLzPHWpL46PFJ4YSX0bI7aR9Tjq/qK5pVXy9i4RSHxJ0kG1XK8DcR+L39O2nOmU/LKiO/C9sy2zU13c+TILd0ob8kN+kutujq6anjMMHyrSxGHYQPEkU5DHB49OMnPGifhdZ+lpLd1DX3mjWS4x1KRUKjBSMIQzFd3PJIHPoNLbZbLjIksi1rU1K52+FTtgOfoT2H00+6U6ZqZbqlFZ3khNThZEHmVmH9XOtPW9SKo+X7RWsYfC+Y0nu9wojUVtrkMM0pzh0RgCBjdzkdvT6a45BU33on4kydSUtTWSoa1mE5i3DGcbgp4OAex419QXz4I9SUFvWqMkMquMHIxzpt0l8Ab7caItXSRK6jbHuJOD+nrrC0nxjpNDW1lrAg8Rt+mX3Eb+BEHTsF76tpLT1hc+sauUzRFIaSWaOKCRw+w7lWJiuR37HONQ/GCLoKjulNe5K+83C7UiSQwWuVt6tIW3BwXPEQ7Zx+XtaPiP0+3RNsoenGkrTPPueCoprb4yxgeZ1aQnCHjg49dUXrWsqLT8OErKi0Tfxq5QR01JUToDNvk4RD/APEEnj21uaPWr1GuvUVEbW7CZtFFenscWeOf8Qf+B3XrNrX1H1fPLV3O508y08LDbDSKmzakS9htzyf/AHfTQPUaW+rp08Gohkd3VXnVuN+NuCfy1erR8M+pz0VYur+q+rI7fLZqM01GBtVaiYht7M24knLHOQO2dUHrHpjozpixdPRdT0wq6OteM1MwlMiwsjyICGRucptOMeh06lKM/ubt2x4nR6L4p+S2rVWMDOfvnt+0q9PcYLhaqKEV8aS09PUUcnIyWR22+v21LHaaamUUlDVr/wAwySCPcDvLPkjv6k509i6E+A1lstx6guvURorXBC8tK4kR3qzlgI418IlZCRnu2AfX0K6F6l+DHxF6nt1u6N6P6jobhZ4PGE1wkRoZFUqAceYg7m7eU49e403bSBW1tedo78f5jdPxs17CpqeTx3MnvlBUdIW6rudJIkLg71GOFfPGB786Q0ljsvyfzlfcVkukrQ1D1DyqXjbuePQduNPPix1Lbqavt1quCH5dapZ6gA43onm2gfU8aTWD4R/DPrK+yVvVN0itMtfGZUiQyGVXOAQVAwgBOMk/lpTR1LehtsJH6RVuvUdKuYPUHz4PjMsfQXxKoIOpJa6+0kFXXU7NDDKVDwSbVwGKA5DYA47HGcjV660vL9SU9hgN+rqi6T1PhwGOl8WnRpG2t44bDqCScYBYDsCMa5Pcfgvc/gP1G9rgliuVvuz7qZvHEzRSjsrbVGdw/TOuldPXG0RXCktz9IVVHeKmm2M8cR+TEm0hZd7Qtskz5iSTz6empeulLBZSe44+85bXOurU30ptGe30nHfj50vb+k7BRdLVUFRXXu418awUcFWZ6EFQ4LK+FkzgKNhyBuPbVh+F1RD0fR0kvUddFb6mkCyJS0Y8XnnAPfAx351R/wDEVcb5Q9dWg2d6qqloIlrJJKhI13SyeZhhFUHy4BOwEg++rx1NL8LG6asd36bNZRXG4RL87bWQmGKfKjyORnByTz7fXVnVEL6SqvGckyellntOAS31z2lg68ob695jjp6eOUXOjSpVYFJVlUFjjPty3/7apVI/8SdKWCOSSodyqqB6+/66+kei+vPht/xFRdBTWbxr7T2SRYqxd5+U2xgEHPBDj1H+uuHdM/ES3dKXvqSxxdL/ADFcUmpaa4Fj4NMhOA43Dklc5xrma9PbZkFe3P6TUvostZnHGPr/AGlNq7jGJ/DL8hiCD6fTWiXBAABljnkY7asAgo56cNDSxZwNuAMflrPkwql28JCeMYJIH2Go9gHIiBR84zxETT1NQ4+XpZGH14B1DKnUFJURVC2zxIDxJhgSPqB66scRhjcxNOwiTuFwD++vQWeRgXTb/Ru5ONWVlVPK5njWMYzKDZeoLpT3eur4amooLs5EdHCoZHOPw4Pbk412H4h2eltfSlgq7v1TEt9n/mzFpRgLjHDHn6ffVTSn21UdSIy7U7hw+AMfVdZXW2G63EVNexqJFQJGZjuIA7AemPtp2zU0sVI9uIzVYK0KHzK21ba6NClPd6MgDA2kszfpqG0XaruVc8SIRDGBlipAPftnVsWho6Y5aKNccEKoz/bU0FvhkLMtRtj742nOdUvdSVIUZlBryc5nlNEJI1CHeFXzH66km6ef5dpQQSQML7k6mgSanDrEY2GRhff89M4KutEg2UVO8jq6Yk5RSwxng+nfOsUl1bg8SCpzhZRZp1o5XVpAQDhue2mVjqEXxFMbpA3mAYDBH5ad0Xw3slc8lTc+oZd7szEQhBGMZJx3JXyk51K8fQVkMttqbyYpYQVJdwWVge3Ye+m7SpXYgJP2E2tH0TU3obAwXH1MUr0vaL7VR73hg3Nkb+FBA7nWtb0mKaJ4reIto/Dz3I9tGU81DVD5i21UU0CkqkinvjWfxCRODIm30+mqi2oXAyfyMQdNhIYypz2q/wAGAaQEY52tk6uHw2p2a5JU3aJ0hpvMFY4AA8zN+gI+7DS66CouFMiUNe8UiHOVU5Oe2edWjpOwXbqOOOy2KmrK2avcU1Q6rkJGT/NyR+HPlAJ9/pp6txYv9TgeZ6tznCnP0jnorri3dex09it0MURkuSicoVKyszja3BJ3Y4xxx+gqfxI+fvfxtvXUtoWdqWirRDEfmVETCnCrs27xjmP178a6VQfCef4R1cV8l+VhlgqBLS0keWAb03sTyePTXMLgLfW3WtqZbXBDLWVjzytuchstySCcHuf107p9dpkvZ1PtxiA5ekqxODPOv791Z1jFX2+ispsvzP8Az8phmLyyhf6i27yevlHsedcrp/h9cqiiiuMEl3nLyBYjNOEDn1wzOB9MDXWKqqs22Y0fTNN4u0IspmkXxcnzB1XjGCRxoSgklpnS2zUUJoHmDrTpnZAc5Ozdz39TrTp6lRp02rgAyzUdQ1GrcGxzxEvSXQNdeLXcKdKi+fxM7MKk6bWTcN+X3Y/zaX0PQ99sd3W/X6K7T2u2yOlVKZIjGFO7KFw3fP8ArrsNiv8A0z0n021NFbKKGNqaV6tmTFQJySUZXU4ABIx29c51w/qL4gXfrxqLoK2VFVBZ4N8M08BLSVLSOSzEHKlsHHbn6DVml1h1jkoPb5P2mjZqm0yDfaSccASq/DLpNfiZ8VqO2QRPFTVVY1TON3kSFMs2f2H56+4Pg1b5K+rvHVn8Noqw1copKJ5qgRlKaLCR7RsYDOM9/wCrSD4T/wCE6g+GvTFf1vb+sJp6u4WySnXxKAM1IGwz4Cv5m2jHp66tvwm6EslztM/Tlvu18aptrRu8qTHwx4i7hjZKVB9xnI9RrK6zrF1gIpPtHEQ0uoRBiw8mdHqq+uoYw9d01aCANik1CO3/APy1mvnP4/fEej+DvWNgopLzdLhSutVHXRyyMzKwUFQC7EEg7c8azWdT8Pam2tXA7yH12lViCczlyW+eCpHzkXhtESpX17Yx+uixbViiAkQIi/hyed51YY7c9ZVmpaMcHADdvuDoO40lQ0UzVK5jYZhYd/q327D89ZQ1HqnEyyuIme2Kx8QlvDjyzZ9dL5rIGRmSdySxyoOAue2mssksdE0xQBtyxMO/Bz/tpQ09e0bVEPmEzbDuOApUDn8+P005SHIzmAxAPaaU/SyLMJpDKxJBPPB07W17lIcPt9iONLI624jEpAH69/XGmEN+rkQZjY4HPl1e+887o2gRcGb03TcEUpqKelfnsu47f07as3Soudqu9LXx0nETjd5edueQNIKTq6sp3yaYY+pA0zh+JNfB2jAUeu0E6UvqsvQoeQY3XZUrB89p9TUFdJ1VZ5qG3oZ0CBnYkKYAewbP10xjvtz6S6eN3u9mmnoqUHxJaX+c5A7FVXP76+W4Pi7f6ZJoKV5Y46mPw6jaf+qns3vqKb4qXCaJqaWapMUmN6s3kYgYyV7HjXPH4T0bJtbmOP1AvlSRgz6B69uvS/xCs0MFFFDWrFUx1BG0gxceYuQRjCsxOfbXJ/ixdouofin0R0Jb5KU0lK7XiWNgrRugACggnBwqnvqqUvxMloX8W3pKmFKFUfYMEYI8uO40mquoqSo60HXD2tpLh8qKZg0u9WjAIAORnsddN0bS09MQJnhQcfrENQ6NkVnv3nfUuFT1Fbv+E3tlKLNEzMLhS1FNTyRDGfEDFdykBj6+mMc6591T8N6+r6drKKKngu9iFQ4aOvvRq3k3BY4plKKMPlchAB++qgnxFqqWsWppqCeKRWyhgq2jx9P5ZHH0OiKz4k3+4Vq1y0PhSmQuSHZkJ9DtPGRjg61k1q1Ebe0zRpxknM5j8RrHQ1nxYXobo+hSusPT9FGzQxh44EnZAzZV2Y5G7HPck8DjHa/hp8NX6a6er+ujJTU0WViVVRVQKWAO4gZ4B/bVGpBHT3m6X75MJW3iZqirlMxzIx7YB4UDjtjXV/jzf16A+AFo6WpzItbdPD+Y2+q53OT9uOdM6zqPzmzT0djj/M0um0rQDY3JE4pdVi6v+JxPy9LUfJUBq4o54nlhZ96gb9hBAwxI5xkDOddl+GXQVH0t1WvUFdHZLhe3AmiqYK6sLSO2DiZQzJs83BK4BB418+dJX5IevKm62iokMMFuWGCTIGUcYIP6Y1b0vM6mr8F5StanhzL47lXHcjHYc+2r7tQNMoozjiIa6v5m3eTO2fEa6Xbqzpq9dO9R3enF2pglbQtQs8satGviMu7byxBx359dc4o+s7v1p0pR0liuNZSVNSuXWkc5JBw0ZLMoDHnHrqr0PUD2aNoaRHijKFCiSEAKe4x6dzoGluFptUZe2WuKn3Nu8vLBvfJyQc/20kNRQOw5HaTTmus1FvaYv+MHSd5N3sxuN4ulwvdTTJAn8TcBJV5JG5WIwo9jjjk6sPS9gipbZIOo7gs80A2xQUcQdScdix4I0LDdzPL4kyRrJyQWGTz68+utmuJfzF8gewzj7aDVa/1lVAO0v0rU6fJHJl+6Y6n60uXTV3c9Q22311rjSJaqKgVagQMdqgAHZ2Ayca5AOnabqKrW+3i5VVfV1bbeH2ifB2ozBcAkgA/np69r6zvhe2dFIr1VUghqI3cIJISR2J7kHGgY6WWgjMc7xQ09vCI3mAIl5yM+n4W1FbuKt1bcnxGtRb81WEA7S5/Dfpak6i6ko7PVVkNFRQ5mqGnfw1ESclR7t6Ae+rh8brTazeLbdemyj0tdEwCqyyvuUt328DjH5aV/AzqOz3LrKqut5sdsniNMGiqqiDxlWQnlowcqGbuWxkHtjSn4odTW259e3Kn6a6XtdqdKfw2np0+XjqEJDMypjZ4pUMOMZUNqK66W3ads+oBmL2aLVLX65Ht+srU0W12SNkBXuc55+ntqIh0P4CX7c86sVj6bpbp01cb2LnFHPbzGqUwUZZScMQffONR1dlraOhivE1OwpK9isMx7NjvrFa7YdsrNb43CI3Mm8JuUDPONaPViOVpkIIQYA1LX0s0IEVOuAASzHvkjt99VuurKqmY0wRgIwPEb30dVZu5BijWFY/LmXYw8+48jHqdF08TOrrvIGOFzxpJSXeB1j3HGCD2xjTmG60jRnBUbEU5Hq27/AG0F1dicQlcmTCnZGCEqc4yf83PGPto6GiZ6diFPiM20Nnjn/TQBuQcCRlBx+H2AOjrdVGVWCOFVe+D2Ht986Sf1IYJB4i2pkSmlbxYomhiURKR5GGTzyPTk6qN0hpq24RS0FioPEdy0lTPF47kAcDLds49MavV2ojPSbY8KT2B9R9dViOSWknFMiKJATyOwHGD/AOe+tbRapkBZe8ZPULQNpMawJK9uRzJHHPIhBWOPYobPsO3H9tQzW6paJ9mSVUbiPUf/AHqWluEAiwZcnOX/ANdTw3mjeTwUcrGV82e//nbSr22lixEWfUeqckz2lp5qZQixF2bClc449f21afhRf7p0JWy3CGuhpLfLVKHnlY42ovlCjB3tvLeUYzqt/wAShZal/GMY24GPxN9PpoX+A1zWNK9L9VwpX1LAUvDR7AuGIz+HkjkaY0jphhdwDL9OWIJUcCdA+JH+ICK53eqpaOjiqdkUkAz2hZyPOf8A3ADsOBnXIYOplqbpmaUGFT4Wc/1Ek8aU9aQ0lhsVVVwtHHUlNq84OSx7e/Yca5V051TV0NwjEiQ1Ks4AjnUtHuby5I+nfW3oOkVaqk2VjgcRa7VG6wZPE+irbNDWUkNWyssb5kBI5YZ4Ofb/AFB9tJP+NbSt8q4ZXIoqOMiWfd5d47rn30jvHxRit9rgs7W+kkqLe0sC+GGCoviFu+SCGLMx+p1yu63qtvMppnb/AJfeSscY2puJ9AP3OrtH8P5dmu/D4mhVpGY5B4jvrTr689T1ElstVR8vQltoEQ5cZ9T3Ou7f4f8A4B3noWOH4h9S0ccnzsDyLHX1PhxUsfH8yWMcs2O3IC+xJ0N8HfgKLRZYOveqpqWjuzustrpKyNWVBjO90YjLkcgHsPNpx8SviXe+ubNWdK26onW2UcLfPV+CGrmAJWNPZB++tC61ET5PScKOCfr+Ub0vTjqH2VLkjzD+uv8AET1pWZp/hP1HU2OwUDyhqqMZWrlUchE9EGO/fXLoP8ZfxusrLR0PV8kIlLMxSigBZsZ74yeffWWaeGL4XCnkpZIgsVW5UR8g5dR9jriE9olju1DMpbbKDx911fotNp8NWyjAzNzX9Hq09dRRckgZls+I3XPXHxzv0FX1DWrW3CJWWKSGljikk9WLhAN5wO5yeNZq0/4fOnJbn8WYqS3VkFHNQUk1VLLOhePaUKDjB9XGs01Z1AaUioYAxOC1elX1mC/Wd6il3rEJpVQqchlPHfSuraoMbUu/MUeSnGNoJGcffGvBUxVJaSnlAeNt77z3Xsf2OcaAr+oIVSaClgZpNwByM5HuNfI6qXLcCMM6jvNpKIb3G9mR9rcc+bn+w/voWS3CUmRIyibeVZu7D1xraOvhEcMs7KqtvDYJ49/9NY9xp5kjMTnzSYUE9+Bp1RYOMSfUXEHbAUK0ahjyMjOBqGeSWOPCuBk6k/l1c7xmcDAIPm2hcdxnB99FUFI1xiWnDU6Kf5au0g2qfcnGTptRtGTJHv7QBnlnTYiZA7tsGP11GQiElod7Zxu254+mnMfTyW+okFfWyThSAhjIKkfm2txQI0mwUzsmMqWbyn7Y1DWIvaGtZPBiCscRlYopPEJ7lVOftjQ9RPBCE+Yl2iQHYNrEnH2GrKtL4ZeWQAxxHBaRhGoPrgeo+ukVfL5/mKaGJpBJ/LlIIyD7ZPA01Qyk8yChE9hhkjj/AOXVpMjOGQJx74YjA0sr6280kLihtsk1RnlYgHUD1JIPtqC6/wDEUVVG7U8EspwFaINwD6HnGvKCC8xeLFXXuOOSTvGFZnX7YOP21o16ese8kEQC3iPbPIL5b5paOekgSlT+bJUuIcuByoX8efyx9dIKjqqupqkQ0knzk8w2pEkmEU++44H762tfT8ao63I0lZUTuZfmaiNmkVR2VRnj76uHSHQFT1HXCCBYY7ehBqJpIeFX6A/1H0GoZ9LS/PIliI93tUcx38IOjrv1tcVa+19NR2ylKyVsyxBl2A5KB2I5I+nbnQH+Jzq6DrXqhILGAbVQwCngw3DADkjGnvXXV1PaOl5+lOlIUoLZboXMvhnz1EgB4Pvz39z9tczNJWS2mmeqVJliiiBIHJz76o0rZt+YIxg8CaJrShTUDk+T4/Kc66GovkbxVWqouNTRGrAEJjI823JKng+nbV7qbP8AKKZ36hqqYKMhzUJnH1BHGqN1TSVNDXG6UUxhkhZtjLjuPbOqpaoOoesLotCXnnmZ8yPKxIRc8k410Ro+dHrB8Ad5kWEK23Euly6re3PJHausIqyUDO2Sm3Bj7bgNEWTra/VjL/E+nKloiMmalhJz+Rxq52joaz2OAfL08QfA3u0W7J98sNMZljCrSUHhsH8xLIB+mPTWbdqtMy7AmfueJPoHPMrVN1bZWlVZJZqeRjjw6qFo8fnjH76flqVIFndg5k5Ta3Dfb31kiI6IlUkRK+X8HOinppCscU0DwbE3IJOc59eNZd3p4/pqR/MMV7TkRtLeqW7wUNbbKGSlrbKqCvjpXaPxKUMAZlZedwz5gMnHOqjUvZuqVpOm0qpZ5aisluFVIZcBlYbIoDuw2/Ocgj66dWyStp62GrttcKaeBwVm5Csc8qfcHsfpqgfH6k6qT42z0nihUra+Gtp5beAEWB0VsjbjGF9DrV6TSl5KLwQCZppqK0oJYe6d3+EdH0v8OLddKDqPqaniqqJd0AoRHIRCz5HDsM47lB5sA+uAa18U+k7rdq+jpKKrp6yK5V5rfEil7xoMk9gRyR5cehGqv8Mq60U9Vf63rrpamvL3CNqSKaZfELVTnEWWP4Sw4yDxpXcb11x0Gi9GpRIzCoaKlCTb1iikOFwccjJ759NG+gVbPXpOXzznt25/aDo+sPq7ren3g11IAQxGQfsPv4jDp+nlsPVd66NjvHh01xom+USSfduqAwaPIHZjzx7a6bbb/bKq7P0/1GrSW3o6lhiljUNsqKl0BYKf824lcf8AtJ18x11N1V0/1MlPK1ZXTVzI1K7SHllyC2V7bd3c67bRXG9SWGmtFw8H/liz741w88jYJlkbsW7gap6xolSoXnByByPrCr1dfo5C9v8A3mbSSGaVXSIoPxLGT+EkkgfXjH6ahenR6aaOdFYSYwTgEHPJP01vECxafOBuAXn1Hrrb5di+1mDbeCCe4zrlw204Eyid5yYja0W8Ok6pGhIby54OD3Os204OJFEYY8FFJHHrnTGWnSSSWUwkRwArHxndnvreGB1iU8nIKrGwADfn6aeV8jJMgIG4ECo1YqYld2XOScd9SNVz0ShYwWxhVPbbnR4oKgqABHnuVU4x+uhKhDEr7Tx2KnQlAx7Q/RZR2jGkrI5TmSfnbgZPJONQyruJ2RYDg7mI5c+2lCwy7DKDhVPto6OqqSymQbhkbdrZwNL+gUbcsAAk4xB2tEs42xhoyCC5PbHtnQM1orBOFadB5zyO4GeR+mNPi1YXYBtsbHlex1ulIHITbIRjIOO2rlsdR2ktpg3iK6W3sMwx1TSmR/wgc5J+urL1mfkKims8L7IaCmWEheR4uMtn/wDYnUvS1rjN8p5qj/oUpNVICO4jBbBPpnGNIrtHUVtylq5p03VDtIAzZwCfYaED1XwZoLSadE31b/QTjXxlr6x66loxFKlPChYs68Fj65+2ubUk709VFV4B8KRZCD24PrrvXVsgo6WWg6hgpZaapUiOXftO/wBwCPqNfP13k8AyUdPiV2Y4Cnuvvr6L0Qh9OtYGMTn7U2NyYzoL5F1HdKik8ZYmeRpcFsBiTr6K+Dvwstqxw3i/+G1VN5qOnZlJRf8A8jqDkHsQCOB5jxr5x+HVvrqXrOz1FoslPc62OTxhDUKWiBPbdg8gDB19n9LQ3C/WSsp6210dtu9yqS0wp52Ec6sOWXOdnrnjnjXuuuumrHpnibfSdddqUFD8c9/tNrqtPcIoLPYKqY29pglbVyHdNVKASVBxnbkd/XRktotsFDU2+kg2wyMgyqjC4Q/3zrlfxW+LVZ8N+q6TpezNb6v5aNWEUqMvhuAVILA8ggk9s8aQ2z499S1lfOl3s9pT5h0LNBUS5XC4GFxz2HrrDXpWs1Na3DgYyBO/6f8AE3QOip8vk7h3OMzqHTttoqrpu6QFQpE9apjHoMnXGupOlzaa6OinjAaGYOD6+Gy5GPy1ZemPite6OgqaGXpijqVqqiZvm/4jt2CT3TYScffVb6++LlJcbrTtJYkiko38FmjqlImVeAQCoOdM06DWV3FSODD1HxR0fU0Y9QZHbidO/wAIfTFvvvXXWFJdaWaanNFHFFNChYxgzB8cdx/Lx+es1Zv8Gy3W39F33rW23+ooKyquCUxpB8upljCFt++YgcFgDj37azWd1N3+YIHjAnyi5xZazr2JM51bbvLMJpKdg6xKXZWfGeMH050GLrUzVwImfceXbjyj1x+WR+en1u6Groqf5WnkWaefAVkjJAHOcHjjR0nQIluss1VKscbZXahA7qB9fUayPW0qMcGeFFhHMRVt1Y0scEjlsKxLH8XBxk/XnQQukzVaihh8NSFblshCcA/+fXV0m6boIGeprxuYjaqEkD8IBJ++porbRxwqqU0QVTjc4KqB9McnQjU0gcCEKCTyYjoLf8+IZ5mMMcjcmTlcnac8cnseNWON4aOKSkgk+YUYwwQAE/bW1Us7U0cdGk85BCjEKqqr6kDGf31HDbmdkCy+UMcgrtY6Ve4OMntHEUoOIVLW07RgvJEGQgtlPKpx2PPfWhrJ8gQGN40xhyv6kZ41tVUKIUSBf5bjLHg5P0J9dbGWOCl+SNYI5d2WVeQfbOAcnSw2nkSzP/lI/k3rWM1ZJFEM5DTRZJUduBxqCta1BJE3SyTOAEJRAqn0yMZ1q7UTyBKitM8qEkknaAv+/wBtRKYTD/KgZtxLMWUAL9Qe501WpHeSSDwIK6tJEgqqSMSp2ZQWHHrgf20CKKG0UVTfawmV9wCARtkg+uF4x99NJYIFiaKVGQuMAiR8j1ztDcaCpqgQHP8AF6mIHK+IcNgntgEHAwPvp6jAPHaCEEQXLqm7UNme5W3peJ0mlEZkkbw1J9CFyWx7nONXWyfFO4xdO/JTQU9reZRGFhkLpGmPNIWwMsewPpye+kVVTVtYZKeVhLKwGKioY7cenHfP7aqNXRwT09RQdPw1FfUU3iipEb+BBjHPqASPYe+tJKaNQmzA/OSHNR9plzra+lpAjVFXTrCo3bncAN9QeePy1X5uoqWuLmw2ye4OP+oUTEf0IY40q6ct1NVwPPdZYayUHCoZNyxHtgJnJP1OrlR0HgBXpEcFk82Y1zj8+35arsSjSe1+T/EAOxGJTrh0p1L1FOKetRLdTKA3gwjxJHHuG7flpjbrbSdNKv8ADreyMw8Nps4Ln6nIz9dWeQNDK9SI5ZEWPAYN/wBM89/QHSSoNLKskEbTVDhQ6Lt3Kp9c+nvqF1lloC4wv0HaARznzCoZ7mIZzV1njgDKbXUR4J57DTC6Xu311iprfbbZT0U1EMmoWQO0vvnyj8uTpZJJTvRxfKWV6oSooaXcIo1PqMYwTqKhrKOkWSleb5ZzwsRAlWXPpuPI/YaEjf7sQy3ODCrZNVTFP+XImUFQSmSR9u2jI5YTURf8wcRglyxA38/sNLrjX1QqXpVlCKBtVRhWY/tpdVfNwQRRT0wK1JJd2Jzx2wB21BqLcmRuCciMTPUNJV1Hhoyqr7E3HDnacDjBIz7EffSaCa4Xe80PUt9kSeYUqeGyR+GQgBQKQc7iFUDJ9RprSpJJEojihnCjaF27Tj3wfX66u99vtvo+jemJ6ayWe4Sw00tI2C0LptkYqXZlIfO48DTFNxVTSo5PmMgLfVk/9v8AvOS13U9pgu1RbJUqqujpWMS0rkJHvA5Y47tknGdeU3XtLLcKC0V89TXq9REKc1CDfTqA3k3Zyy5I1JHY7TfZaxaq3tQ3L5qR2UcbkkOU+nCsPTtoOe09MUtxeppKditupDIajJLPUDzZA7AbQ2tkLW6GrHgzqdZp2r6YHyuPH1zL1BcqGPqmKojiR0hpJyQ68clOedO7ndKW6xUctFTQ0o2b3l5G9lG11I7ZzjB/bXOOm7n/AByhrL7DGUp4StNEzkZk3MNzfsNNZrsHjpqOXAghQ4VTguSxZifzbWDqK7KKxpz2nHabXGiuypxkNLLDLE1PLOpfw0YYAxz9NES1KvC1YEwcDAz2J7n8tC2WGLwgwPhRCEFAWzuYnj88+uokmSskVAAImIjRByCR3z9e2ufavLcRXfjmMY6c1EGWYeQ9iOCPbXgo3p0M86SIC2FUghfTUNNeKpJ3nplVWgjDKSMhcsF4Hvgn9NZLWRVQJr5X8XBIB4ycjk6FVes/aWJZjmEPUJIw8VgGJwQPb76xkimLQNtOBuwcjP550FUQrkFHA3gYHqfz769FcYosysNw48wzxrTpZGHM0EsDd5PJb6Yo0iTKsQIGGbdnW8FtmqBtpoyy54bt+Q1AjwNGZYYBGB/UrYGffB762p6+oTarQSFmOWKv3x69+NGwU/hkhayeI5pFamdkmpnYLwexzoqXrGhpVWljtjH0IKgH9e+k6XyKrBNvuEMktCxWupGVZGeJv60z/UuPf/bVavnUnS9r6ZprZPXSzSXK4yzNPtwRTReSNfcc5JH/ALtaFHTPVT1H5+0OnULZqF0ycZ8y/Ut+oo6KuuYpnhWQpSAn+olssMHjsP30FUXKGUFYLelei/1wQ/hPrnGql1zdxbunrRYqFVp6WqhNVOezIJSAh984Ax9SNW74Tz2yOkrIJ6ma3JTweJGzhkWq9CsYIJLj7ZOe2q10a11m4LNXqnoaS1dM7HgGcW+Ode1ZR0csNGtOIZmRxuOcleMg9u2uFwUlSblHV1MylpHZV2n8PGB/fX1V1LSWXrY1VhWWeGSfdMkrgN5lP4SpHB57a5RZvh3E/VMnTXUkTNCYJZopYj4brtUsCCOADjBB11vStUldWzsROd6r0u5KV1o5rPn6faX7/D98HOprrZZOp5KOEQyE01KpnMcjKCPMpAPHdeRzk66dfqXqD4X0dRXR+JT1M6fL0yzyRlEXb5mVhkM2QOGAyCddJ+Fl96fh6Xt9PbttMtHElOYH8pg2L5hg8nGe/qc65f8AEfq+2/ET4iw2M+D/AA+JsJG0jxqUXA7ryDn++uXTqOp12vdHUGsR3VaPSaXRLaje8j+Zxa2fCP4k9Z3eo6vqemKypjrarYsRo2bYmch1YgqV+2m3+JH4aVvQ8vTPTlSklBLXW57jIaYokjoEAAkGV4DBsYxr7YsFPQW34cmw9LKtvuCT7KWmrKuRnZmTG6J5FO3BIII451xH4kfC/r74g1VDXdcF577Q0jWdw0lsr4zHuY78u6srAHBGuh0fVWsvDPgInAA+k42yoKCPJ5M+P7B8P79TXWiNDfbg7T1dLC0BVWU+JgnOJG9CfT010Dq74P19L/Fb7WWGoK0dSwgZFZQiHJXO4e/0+2voCwf4dTbOu6EwT0t5hpamC4ePa7RGxWdIxsjYxSkKykkHjHHA19Bf/wAc3CuWam6kpKzFTEiSNLyrNxluRgcjWX8VfFg6WEtqGR5m38PdLo1JYXtgTg/+HaZrD8HaOx1vT3VwrvmZalqm1yJGsyswAP8AMVgeF7gZ1mvpW1dKW/o+yJQUFfXROwXhQdiKMnAGRzk6zXJD4iq1f9cge7nmab9JRm/pZInyNR3C7VVPHT0VMqRbjt2xqjY+/toeWkqZqhRT1NSwUFJGDhdx9uCB31YvnKlaxXA3yvIdwG0IPccHS155nmWGSoCZfJA7n7DGANJLackgCKEcYzNbd001R4LVzBmAbMayKTn649edGy9PRUu1oKUQbQMuyFsD7njnTCGeOFagpTBmgbGDwWBHcH8tS0dxmb/nFhC00qtuVjkBABkHP58aUbVXE8dpOFA+8FIEMUVPA6h5AM4bByTwCD+WoKmJ6WBkqfKXJUJGMAY5PPrraGNWnYGsVoVcTqoOPKf8p1rcpU3xzqqsZJS0kUjF2XjuPpog5BBnjZgYg0dNDBbZK2lVNhkUAA5JyPXOldwSZJjJWSzRFuVRQTk47nHA03lqWBWWFN8AkwyLj0BzryWU19W/iQu6qqq5VhgEg4J+57DTVDlfxSPx8SuLBQwVEdQYzLOe4Klg304763q1rYZmqwi0sYUFRJGUA4749R9NWqy1BoKWqYQLv8TZK7YLpHj8Sn7eml1xpBeqpJqundmVSqoXLZUcqfzB0wmrUtyJOzb2iWyU9dLUPUTP4kMmWZuFUgDPlXPH56HjtMkBanLiMyrlCeGx75PbVto7ZHTyHwnymB4hJyFPsB+2h7lR/wDNPI6FVXaN6jnJHbUJ1DNpA7Qtsrj2sfJ7pUaQbtvj+/pxqKipZaZ5qGNHKkhR2Ubft650wqYLrWVPhxPGtHjaCzcjGctj3yPXGtaeot1PCDVSM7Dlo2P4wPXjt+unVucJ7TnMBcbsmCQ2h7S1RFY6GOV6ti7blOUPsDga2UVUBemroo/FVtoSMfiGO5I4zq1JRyxW5L7PJEKKRQEjhqo5JWPodgORpY1sjmTeZKhFmyQshC5P14zqptQ7f9SXlIjp7ZU1UixLUSRxDzhVlHm+41NR1d1slY8FHA8kUwxLIjDb39f11ZEttCjIZKrBUASbf6R9Pb7ahr6CCrmaWnMsqRrtDbsBQO2V9dTVqGzjxPej5ER3Gphp5wuHp4XyxWJsKxPbgd/vpEbpNJOIp4JmjJMbkMMHHuftq00tJGZIlqkEZRvMFBI2+/00ctsokn+TCgRtlxKcMpJ9Dz301W+3gjME6ZnGZQ5p6qphangkbwpCC20jk9hyedTUdpnjgdJ6sIy8ZYlsfTHYHV1h6clIkiEPjSMSwYQjdj0A9BoFLcs9bLBJSyxxRnG5yDIpx7+g+mrhfu4A7SV0hU8xTRwU9M8VPPClWzqWG5sOT6cdtE9XtUN0tS2672maW1UtY2yVRlIp3GQgI7HynntzomroqhhGTSJKwbY0iYyF04rRWXPpOup6eN57TRPBUVpYqUjYEqrE5BI83YDOvVMRYHmhpgF3K2O04R1FeqtOoqm45kgn3FCSx3Mu3y5B7dsD8tOrbCLt8LeoLSibqnxFqUc5LOyKDIufbaMAe41SCqVMk809e0jLUSDexLEcn9sAkfUDQ1Z1Te7BGbbQzR/Ly4Z42UMR5TwT9QeddiKWYBU78RvU250ebex+niZbqXqKS0LcLPSuKWlUry3lbByxC+p0NauouoqqSltFGDP/ADSw2cu3uM+g1cbFQdRTdFW+z2e2SBqwEyTblCohPJ75GrhRdI2agSCSmolSakUASKpDFseYk6R1Ovqp3CxQTk4/3M5Ja/PiaWn+KCliFcp+YRSQiNvUcHA/LVvsnSUNRaouorjfRQW+MgJKU3Z54wc+vHppTeOmb5W9O/8AFVD4DWyhmArQs2J0jDKrsuOB+Ijv76sfwe6Qtt6hqaTqKkob6Vdn+Zp6pgUyc4ZXUqP1GsN6E9I6h+PsI/TfX0586ineSOOf7R9P0P0jbunB1DWdSslC6gR1M7iKIv7cjk/TXNJLnQSVIq7bO9TTq3kmRWKtg43dtH/EGyxG4tRW6CK2dP0TCStpv4kzsdp4/lYA3H0wD686Gt/QnxXqrHRVFv6Auk0VQyJF48RjWeRl8gUHHoCeOw0Z6fWag4bkx2zW19Xr20Uqm3knP8TWet2puPl8PjaTyRj9zrymqnncBqQKiclnIA/LUlJ83baqa23ayilrWJDBn3jIODj217TW+OKczyzcPnAxkfrnGsy1PRJVoh6b1NtbvGlFURys21lY7CQoGN2PY+usWvgmpnmpZFaRchioxtx6aqfWMVygtTGySP48DpKVHfCsCcY+2grFc2q6iqucq7Ke5oKgowJCSKdrp9OcHTFOj3Vetu/Se+Y2NtxFXxC+ISQXHY9lheWlHhbi22Y9j3X0++gaGW4fEa9Wg36OGnt1oBeZIQTvLc7PKCc+/ponrroqO/UAuNVXGjrgQaeUL5ZEPIDY5+n5HRPwz6drrTbb3VdQ1hSKh3SxmFyY2dsKvt+n011NWspTRA1kbu37/SI1U3W6sFe3f9pUPiz13NcOprjU2K6NB4FSqQqox4aQgKgOQO2NSdJ/F6mghCTUt4iq1wGFIRIkhxyxJ5HqdJ06O6l6oud0r7XTwtTwVRSrM4U8M2AQvdv0+2nVR0PT2KCesrrTJDRLGYlrI4pEjap2+SMbhuBOG9BrVNWkWlaGGeJdq11GtsOpY8doX1V8RrvbqAXhiYDLOYotpzKVYAkE+v4Rk++rV8Nejuo+r6Wbr+WoZ6QSxwM6yqsnmBO0KTnkA+w0mu3SNB1nJ0507UQ/IJ4LytMnckKBjH6nXWOk7taulekrT0FaKc+NS1M9XW1BIzOxjxGD/wDFf/8AY6xNXrKqdKflx7+f2l93ULNQRpST6QA4+8sdcY7D0Y9NFbqituEsmTG8GDTw84MZGd5bI5B9O2qJ0e0Itldd7vb7nZ6oOoUfLRzSSg8ADfyAMZIGMjV+ttyaRM1TZ24IDsdq/UacS1FIkSwiT5pGXdswML+fprm6etLp8+zk+Z63R+sAC3E0+GnWXQFDerber71cJqGgkXxVqKJjJvHKjcpbaM4zgYxq0db0/wAOKTp9erel+o7u9Ndq+YNHTbZFck5bBePLAE/hOkUdrsdVD4JSSFQMgBvKw9vpphJZrYtujglijmp0O0RSH8BPqBj+2gs63R6gsAP5SodKOPxZl0+DFj6d6TWi6t6erKy47KjMlKZIKIMzJyWBYBsfYa7hXdVUNdYJWqYYaF5KuOPyFAfMeM7Cc/fXy1Zqn5CsiooppIo87yInxgjPp9sa6DQ9b9O1k6WW51PkgqIzLUNIIVDgBgGzgkgewOua6pqD1Gs1gZMe0mgrTDFsYnderkt01tpmNvglkGFUGdU3KB+LkjWa5P1F1jU3e6fwWmtUwNIgIkRwySJ6EAeYD7gazWGdIlWFY8zX02nda8B582Udsk2rXMqsYT4jAMR5T64OPtrFqYXqGeKWNE3FMkDzDPA9cHAOpmeWhKtCyipZSjyFjjDDBGOx4OhxRx0C7pDvMiEFf6fXGPrydbm4EZM5wAiF1FwbdRGdQHiV95HBIySmfr3/AF1pLGxpqtonZaZ38SMA5LA4DDHpznQ1bKjiDf8AjKkfQYzx/wCe2oHjqohG8ZYx4G7jhQAP9zrygYk4hEcsUkEMcSuqFeNw+vb9tQUVS8FwanrXKrskK5GTuKnH6njUs0m2WKJYiilfEz9c5/voGW4yyyGomgG6Mvk49ewx+Z0ajccYkE4jCKCjqozQUDSQVpxtWQ5jJX0z6E5+v30OtZNSTxgIkUgA8dSPY+U5++eNHIVFc9YaQ7X2kmPgjI5GD3GobhQoLrJJ4m+A/iULyQV9f015LOdhkFiORCqapkpzvmpPEhkQl5fUc+vOO2dHU0MMaQzI6PuLHzDBVfTPvxxpNNOaakhFqzVNIyDP+Zf8pU+vB0dUMKeijmp4zFGi+II5T5lUjJH2B4z9DqiypsZEMPntCJbjTmbwIo1SJ/5nHcEEZ/LW1wuSvTSU5ihR87oyBgucc5/3/LVbSr2VdO8EKPCXZ2dHPAZeQc+mibFXUUs8lddofmGhEkSebAX1DEeoGj+WNXvEFbjnEir6CealjhiiRTsZpFY7WYcEED89IVtt0o5HmSVIoWJ8IyJud1HfaP8Ato2a4VguK+KSVJaULnuu0c6IjmmqZZaqpqf5jRkKMA4zxx7ds8a06bbKVAJ4kBwTNYpZ6ZBGLhGrmMZaOEAgf5ck8c/TWz1YpKYz0rrUIpwxkz+M/fP7ajorNUJVx1EybiAzRtL5sKOc88D9NSS1NRPC1OhjUuRudF7HOc4Or/VRjGFsI4abW9JJJzUVtQImdQVRV4I9ePy0bU0M4V/kJ0QPyWkUg5+mkVHbaqchZ7tBFEhKvvfazcnlcDj01ZbtT0VNY5pqO8Gp2GKOGN2O5c/iY8ckEcfTV7IvBEYQhh3ntIkdSYolgeQxr/Nftz9v9dP4+jLPf0MCVUlCz8+IrhVHP4c8/wBtUR6i6QMXarliRgrZQL5iQOADyBrS11d9hrXNPVSyFtyrG8nC59Qc4J140svKtiWLeq8EZl7qOk7bZ/8AkaC7vUbCDIA5yT249Txqs3EU1uqGe3u0YVxukqmyr8c7Rjk6jira1FNYj1HIxJULIPXvk5yD9tK7reaa5yRpFSpIsSKv8w4Lk8nj3+uvVK4fLHIhW6hcYUTy6109RmNZ6lBKpLF41UFfXBA40/gSjuPw/vFs6Iqa1auC1zT3CGebbFJFEA/k8vnYY4BA1Wah1SihWWNTLISFIO4kexwfT7ayjmagrVmrbZFVRYYyQoWRSCPvk/rpkPghj4iy3BWycTidh6W6iSWMSU7o1SI3JdN3mJzkjPfOMn2zpvTdBWql6yiprrXzV9M2ZjK0PhFm28rjJ8ueNdWp6Onqik0lLBjbksAQdeTUUNQ294SxPG5UAGPTk51oWdesfK4xKHaxk9PPEgpYLPQoY7fTmOJAAm08D7aks1dRNcqVrlDMKeWYA72AX/zOoqu2tSEfy0VZDw+ASPtoG/8AT9Re7NUmgqZoZKECeabA2o39A7azNOg1FwDnkxe9iiEgdoB1rJJBartcrZfZaEQq0Zo4gWNYhlBCgZ7gNnkH110/4M/Eb4OWWxx1lL1Dc+k7hNEYJnjMUq1IwCQyShQr89xnGR318z2/quSq+ca8qqXK1ulRTzZO3KuN3A7gjnH5a6/Yeqek+rOl7Fcr98FobmIa01cM1quDwbanA5kjJwudi5G3BwNdTqdAooFducDyCP5gdQ1HzSV2Z8RV8VepfhnUdVU1F0BWVkt1Nciu1bIswnkD95NpwOc5GNdq6m6m+Odrn6fp+s77FQUFJQyVdIKJovKpAiXleeVLAZ54bXOuvOkqV6Gmvhslp6QgvVxWencVXj1EtS5Z90sjcIoy34ccsPQY0jrL1X2qGireoOp6uvSaCI+DUSkxwRq7FF/EQSF3Njt/MGl/RSytBVkgcc95sdCdKKHtcKQOeRzxPqb4a/BTpbrXoepv/UkwSsq9z7y3mRvTH2GuDdQ0KdO3O72bxFq0ttQYY5CQNy9g2McHH661sP8AiLul4ePo3oU+LPKxYQ8BW4xnJOkd3e82+9XGl6qo5oKmt2SDLA7yvop5++T6a5y3puqqd2vb8h5xMA6832mweYQtWtRLEESNd8ZO0Y5AHm499K7rQrbbfWwwyRRyK4rAqnL7QR4gC+gORpvZZqOuVPlFgSqQsYxj/XOpf4BRU97luddVRBqqMx+CW3Mc+mPTnHfS9Nwqfac4/vGC+eZzi5Vj3GlF3WNgajYkUWSEUqSrjH1Dqf10y6pqarpr4c2e2GEfO3mskmZFO7yISF/IsSdahVu9HcIaO0IgpauMRyFi2WG5WPoBnC8DRnUlYKqex3Cso0pRbaFIzC/ITHAJHbk8++uiqZC6Ljse36cTT6MiX2OrHkgD9M8znNwhk6MWKSKvkpqmqG+UFiBKcg/kc/fVhoZr31FBRV17ur1FK1XHIIFyUfkAnn6cfnqs9VmfqaSWulH8tIyYQ3c+mR9zwPtq3W65UidK21Yk2ikKl1Q4bCnntrW1D/0Rx7vM6CptNqnvpTG1Bx+kZ3b5s9SdPGGneGencqFH9aN3478KB+uoejri9y6qrK5SoiieZn+q5VR+wxrbprq2nst3N1SkFdcI1MaeOxxHG+d8nP4mG1VH/wAtedCWaS20lRcrzNFSyV8haNGHn8HccDb6d85J9dZVhFeldW74wPr35nz4+63iXulubVJCq+Ap77fTJ4/fThKiDacSbSqk8Dnv6nSGnSChmMRUQxMAY3m5LqefKB6fXUdTc6eSR1txctKQoWQjA/Ma5F6SzYE0EuKjky2w3CWRFdZM7B+Hcf206tV6Tb/OZtr+V8r2/wDPvqj0NfTmoMKxO8qjaSzYROPX1J1PDdZY3kiidjHIRvyvCn6HSVmnIOI1XqccyyJdVt9wlqIZSfDLbWb7d/X7a1lq6a51Pzs/IjAbK8McH/znVbaRZo5JJHxuYkD35PH7a8hmnSmknL7U3AIc4DKe41CUleVODI+YPYidEtvVFdSU89VV1s7PVSl/Edy0g+mfQew1mqMtetREquWijT8O8YGs0D1Fjlu8L5g+DD/5dQJHkCloZAqbeM+oP7HUIFW0c9M7qFYgLn3xrelpaicyxQqro5BIBBbjUEiyGKWmmQJIihsEdz20AwTti5yJlLHJLujmKttUgAj+rOc/odFrUCKYRtMFRTxwCDxzx66BppobbURCt3vG+VBJyMf6aKrLJWx1UyU+yRJR4sOTwy7RyP8Az00TAE8yNxAhktLGBCwZXKwscA/cgf20tr8RTGDIj8ZWy2Dgkj6a2pK7NPuCkAFUZvY+o1veKZZaeMGPcY2O119MH9u40NbNWwDSSdwxJZUkht6RvXNJLyUlJIAUY8v58nQcNZVVImkjZPF8NYyD3Yd+PrqaUeFtBUogTHv27N/fUNXDFK8kkIO5CGkK9mOPL9sZ0aY7yCuYFbvGiqIo94AZRuzzznHJ9CNNZ6aaS4rWVNWJjJvSXcfxj6emBnt6aVwxwtIJ2kIw2xwBkK2jZo2pqVUiYmVCWAVuGBPJGrWYlgZCrgcRbQxVElW0M6cO+VwMADOf9MabyWqjihcRruDr58N/SxyR+XOgJI2WCQo/nkk8q5xjJH7aNS3VnjQUiVQ3EuFXOQSnJzr1jFjkGeUYGDF1RTU4eaQcCKHwE5zgZLH+/wC+tJIDG06OmEdFkjYHytwBkf7alrYnpoJIFYltxWUlf8w54+wGtIJqypo2o1YzCGZVVAuWJP4sauBymSZCDBxJUWIOjVVcDKUCqQ5Bx7cdu3pqe7rb5rcs8TusrAJPnIDYI8wx2yO+g57XNbj87XRJDtG1Y2OC2c840T4FPWU4eRjsMbZ5zgEeuvbgCGBlygngxdHaySBQwYM7+aXeSBhc8E9taSW+SmB+bqptkm3JlG4N+Y5/MacVMMe1I6Vii08qxjacHBXH/h0BVrLPAsk85gMKkEFTuIJ7509TaXIhhBiS2ChpKh6thLTokKFykpVWIH/49w/315HcbdCrmjWGdmydkigMMnvk8/pjSKKGi+acw1EkkXbfIuMH1we+tKaWV5VHhieOMkLgYwPQkD6abesH3TwfaMRxU1MO0KlDlm5fwQOD6Hjuc6uNBZOkqTpNuoKr5qKvdGVGZU5c9hg841RmqpIy9HHO0BPO5FXg/wCXjjP30KKjxmhgWnkMkUpLPKuQox6kHg6rK7lxmSr4PMZinr5ZcPJBGmCcjynB7a3jilnHhmOnj8I7d5YAke+dApPVsjUlJUsWLAl4VGT9MnRNRboEgRpJ5Zagt5lJ3gj8jgahwTxmCcd57UIlPUPNPXF1P4UwcH9Bos3GJ4FV6cQrjAYccfb1/PQkNxpTBNA8csnhKcCOAgD28w476XVBjlfw/GKTou/Zkf2/31WKt3BkE5m196h6ftJhjqp8vIGEcafic+mqz1H1zVWLp240WB4lwbOyPshA4BJ749frpTdpZ7vcprpUVUSfJLiAMgIbHfK9jn3B9NU/qiqNTbpJzTtFKPOQjEqMe2R6/fXXdM6Slaox5MyddZax9vaXrp/4ZRXXpiRzKqSxUxuFVOY/E2ZxwVXnaOfTjBOq7bobh0TdobfWU9Y9I4FRCKSUeHMoIwyMAQy/b2I99d8/wSXan6u68ah6jpYZLfcacWuoikYFCGUgZ9i2cfcjSHq/4M9SfDv4idVdBXcvWWO2SSVVBHWOQzUzjMckL44cDAOOCV506zmrct54/wB43pNRpWrGnu7ZzOSX29L1KwtbVNWKelZZFSqOSnPAH/1pP1jUyRUcFvTLbAZSC/uMD+x1euu/h51F8O2F/Xwq62VChhIF3vT5UhRIqk7e45xg8Y1xrqCvStklmqoqbcF2qFU+Ve47rnOTpnRotmGTG0fSdDddoF0LaeluTOpfAuw2/pG6WnrG4ymSsqquOeUL/wCjAWxjP1BJP219Qf4nOmLHJaoerbasbwtDHMNpyVbjIOPT3+mvlyhuP8BtdrKUUtQk6CGFMlRIdvJJx+EDjV7qfiB1hc+kl6fuEP8AyKRnaGYTSBewDDhiPqNc/qtJq9ZrBqs9iR+k5JK1rrNdY5mW6hS3VkZbb5IzJhAR5e4P5nTOjaETSqsBkMygE7AxjyO/0I5PH56r/TlZLHQ09C0iyyQoY/EDE+Ic5Gc/THGrTNTpRJHBDR7avwy+/eCpB7En07+uuc1a+jcUbuIzUoZRKyt4p/htd7bBMvzNLUVK1M02wbCiSjepHq3v99JOraqq6r6wuFukqFFFJOJZnjAXIbLYGP8A5AYGnN86Xt9SqzVR8WWlfekSsyoXbG4HHBzgfpoKC01DVhuElOE8WQSDDeXdxx//AF1sVaulK9yn3Yl2ntahjj6Y/fvEPVMNJbr2Uaanp7bDSpuLLkxhV/ByMFv9TpbZOtLBd6xrJQ0y06T1qKJQoywfAc59OfQauvX/AEYvV8dNTpWmIwKZHOCBkjksfTA7HXM7X0hW9K1tPcKKaOuj+Y2Uz06v5WGduSVxjPrrV6dbp9Tpsu3vEs0lzaNy48jE6v1P05YLB1ZW2ux1DVdLT1OxGcAs4wD5iPYnH5aCnt9TUTLLUsiurDKDgBR2z9NM7TZZhaIXr6uA1s0niT4k3Mzc9z9M61a2STVEjzyhhvaPOOR2xjXPai4ByAeBFTVxuAg9znPyaQ+OWNOCYS3+U+g+mg4Kh6SrSuMi5VnVN4yNwyAQPvj6a2uNnqpbj4CsBAgSPbM2M8dta3W2fIRx00sGZVcFJVOUUd8D9dSgQAc95VhoXb7rVSQ/NpOixq5LySH8R+31yBo6uuySxUtUk2/wn8JlBxuY9jx37H9tKbXTUlPJPHJTs5iXJdjwoPYAHuecnQVdNU1QCU0QyjBgVAHmycnjQGlHfAEnLIvMdG/pDVCCKRXdJMkHt2/76ci8QR0kVTTYmqSCg3ICqe+B2B4POqHaVp5YKioqFO+Itl17ZzqZrissJHjO2PKD35H19O+os0S5wo7SBYQM5lymaruiK0WJnIBYNkkHHOs0oob7DZKJJp4WkMh8qAnH31mkzRf/APGuRCNoH4pc4a91IEO1SWZFIJ74B762irZq+EpcdqnOIpMjcMe/01pUW9IDJJTsJIo2VoVB7kgDn8udZNCaaYQ+EXdk8YY7HHcL9hnWWVXuveNLu8w6NkuMslnrIkDSqphkxxkex9NbW6rlTxKS4MQKV/DRgSdo7j986FgrKamKAyMFGMMF7HPBH9jqTMlTWfL1cIjPDF4zwwz7e+qivjELgSatt8NveWiebaszGVZAcqxz/bGt6WtaanllaIEody5/DkjH/fQdykkqhKxjKwRKU83fOePz1lNVUslAI4pioj/6qNzycDIPrxr20suT3kEjPEJujojxxEGVA21m7ZOOce3c/prJbLWvW+GrqlNDGHllLcFMd8evGk9YlRFQGSmkd1Eqn2YLg5/uNW6jnFZYaGndsS1IZZj7RoM/640LhqVBWGnvOJXYZaearlWklAhZcEkZ3ezaSLc46a6CijExhL8zSjuT3C+w/vqyRU2JxV08YjjRykUOPQfX1PvpRcKGoqYqiUFfLMCjY5xnOm6bEDENAdSPMFnrpaaSklYMBvJRyPQcj++ms9bPTvWyrVCOZPLsGScbeSPYeml0ny9Tc4KGWNd0MTTYPoADn9lGj7tTo8clxLlZJaQHGOM8aNggKgjvAycEiLxchWyxxgEb03Y9SQAOf01ZqCG3dO2x6+SoCyyeeWbHMZx/00Hq/ufTVFsKGouKsJCvhkqw9T20ZeKytulZUF0LU9ITGiD8KgHk/fRvRufYDgeZ6u3HMsVyr1rUjenTcquzLu/E2R76Ufx+GKBoGp1dyrIVXvg59deLbZZKeF5HkEIm2kpznAAA/POvX6WWBnqZJQqBcqpyVzn+oDRU11J7cy5WZzkTSGeaaWRyhWnOwnALE4+o9dSSiruZESQrUQxjG8jGD6Ak6mgscckJmluzBgxAijHBH27jQ1ySuttMsMdcI4ZQQiB8tn68caZr2ZwIZBA90FmpHqJmaMGMR8EZVVyD7+o+2s8ZkJink3qw7xsGAOOwOONLJIY7fTNU1dSwJXOUk3Ln2GRougvT0axGphSUP+BBksc9uwx99N7CRmULycCR09xoKeokhqE8Ro1wNjhfXj7nXlYtY8BltUsfhuu6TswBz9PvreWGmnklrp4qWmjDY2ZbL/QA450TRhKuleCKCojVz4bxbtq49Ow5H56FsJ7pYFMijlmttriSGWmaV2JbzAZY/lzoKee4U0bzJUO7nkqFyAffg8DTel6at9PvQwsSg83iSFlUaFhjqJqo0FNFGyltrkZDbR2J45GgSxCTthbSRIUrDPb/ABhDK7sVyBkDcPv/APWtaWRhIJqijp0wSr5TnGO/Pc6nkpVpqhYXlmZd+FG/gn6Adh99L+s6ytitzxUtLKXYeEuW7luOftknv6ato/q2rWvmCRtGTOedWdWVomSi6ZidKuZjG7oSoMajjgjjgnPcaXdY3CxTUwFtvPjyhAkyMpQM3qQMYPJ1Xp6mviuV5a4VEHiRwR08Qwykbjjy/kh5+ulv8JuJCzrRTbHBKnYcYHc6+hrStAVT3EzkcsxJE+qP8NNX0b0TZ5+qOsbstntcOHqJ1k3S1DAqQsajBDfX9NQ/Fz/FnW/HK/y9S0YqLBaqaf5KjMVIs0ksXcfMDIJB7+XOMnXEOqYjduhKSpt1BFS01mUJVSvU5kqpTjlEzzjXLxVXCjiDUcs0BTZgoSOc9uD99Hp9HXqwXfvI6pp20Fq7hwRnPj/9ne+tPix1V/xBUeBU0aeCixBJaZcspQblccZB/wApBxqj9QwUvX1F8zYZoKO8EGSa1DCpVYH4qdu+e5MbY/8AaT21RqqomudQai4TNLUSSlpZZCSzY9/01Ybf0oTbHusw8ExAPEQcHvwR/fOmVpo0Sg4wTFtHpLeouSg9o8xjZOvLZObfZL1HXUlTb40p8mIsfEAw5AyNvAX0P+mr71jWdJx2SKvqKqdPFRUjZQd8ZA5duAcZ7Ac41zqyVdb1H4dderIa6top9qXFFCyyRgcLJ6ScdmPm+p9C+qbZ1j17SxtZbBUywReWQRpwG9tL3U0Jap3BR3JP3ly2W0owIyfE6B8MrJWySVrVVzMrRPsikYn8IHc/XB++rtLBLJcJEWQykoN0igqCB7E9tIvhZYOprR06KfqmJlrB4ndgW244zxjdp5HKscmwrOc/yyWIJH5Y18+6pcLNbYQQQI7pxlBkcyaGGWaQUtWm5GAIy3mx7cDRFfRukEUMU22EsHUEYz7Z+vbRbJSEU8UYCscFWxhjx66mu7wCY0zgKsw45/CQMKR+msQ2n1ABLyo7xZR0PzNTIlfUQCIszHkDP699R1M1tUtbKBJlM3GVA2g/5hjnRccDyxPHKCXYYzgZz20DV0hjqI6WOEqhAG7eQpb/AOQ5B1dVaC3eTn7QmipoMRiqtcFZBC5LVKyMGPHYjlhj6jTOCmpq56VqdEBkLAoeQMex40nFpEGf5sizKA2S5YYJ9cAZ7aPpSYFjqFkyNj42cck6G9ww9phBscRLfKWsivVW1JNiDcUYgErn2wcH8xqKz2+pappaStiFRTicyJhs4z6kHuNMXiqJU8QTupfJKsvf9DqeggkNIGTbE7KETA5DH11d8yUrAJgFR3i4KWpK2aJXWMEgHcD5ieeDyeNeUVlpRTCOJi0s0bbWULlT6cZ7aZtajT20UtMHdY5EaaT/ADE9/wAtCx2Opml+cq5WgZ2/lCPghB2JzoVuzyGlW36iJarp6stNEKOGmZTMuGkJGCxPfHfVeqLdLa5hG+0RqQuSeATyWx7av1Ykxg8R3chm2xg9+PX10nNthrJFqDCZlc4ZpU5GB7fnpvT6vIJcwWqVu0U0dQYARPtmTO4Eqccj6f21mnNZBQSyLRruBVdx8NSRn241mj31Ny3+srZCDHVJXxsiPPWGOSRSUSRfLjPY/wDnpo5qqWCaFmIank4Ru+0kfh+x/wBdBVlu+fMNVLT8U+FR14yoxkv6Y75+2sqb3QTwNRwSNJMjqwUKBng+b6DAP7ayXq3EFB+ctyFPMz55EMcFMMrJIwYA8cHkab01T/EoFIk/nUztHtThiASV5/PH6arsCJUR1dztT7hswQR+F24/0Oi+lKG5M0slFVwzTDEmyOUb9xHse+htqXYWHcSFYk89o/q0lqKOChmkVK9cSsqc45/C3pnn786rcge3XP5WrV4m8QgoR+321ZKuKGsnhoaphTVzhZDKo2gtnGGHvn10P1NTx3sU1JUOKe4UqsniMMeLjGBn376opcAhT5hsuTxIqClklWYrypOQpPppzHUyU1NTxqgPiTeCzH0VgCR+2s6fQPVCCspwroMpzyRjGCP9dEXFGp5VmMJAerV9uBjbjHfSNj5s2HxLMRbQ07SSxSBmIieQ8+wOD+2tTLF8nUhIwyrJtAI5x2Gm1HFDSXCFPKA80uxGbGQeCB7/AG0ps9XTyV81NXhUmhlCBSOH576IZbLDxPNgiDz2vwDWXhlzM8K0inbwu48n9M60riKqiqad2ydq7Np4AwAR+2nF3SalSnt8Mm96t3dYu5OTx9tBT2WS2o1JU7ZJ5gWYKfJGMdifU6vW0soJ7+PykBRyIlslojmdq+jkLPTq/ixuOQPQ/XWtPLb4qyYq+ZHaRlUtwxPoRppDPNaoo38LwpyGmDr3I/Dz9NIay1ziSoussSxBXCjjlnx6H205U3qsxY8eIAUKMCGWq57ZUSEGSKHhoScHGefzHvqeupDDdBMl02UUsfjQbDlmU44YfTnSG1Cqpq2SaJFGxMuAd2d3Bx+ZB0dPSVNyiMkLSpHSqq8cAZB4x3OrWrCPx5hqZHW1nyjP8rVo7PguWiDM3OP9dJZ5ayRXSPxJJy+1Cu3gH14GjqaxTz3ICQCAxZ4Q7WZSMnJ7+g1r1BV11OYxFT7Wc/ymLYwPTHAye+tCkKCFr5MjJI5kH8PrY4PAuc7SIxIkaRQSi+mf2006eqI54DTQYkEC+HtOPyP1PsNKBT11fUCSetaWnVN0gByd2PMAP0+mt+l7FFXGWSat34k3SO8hB2c4XOMAZ1bYAUO4ya1YNGV1o4pJYxNcgdrZEUIQbMHPmJzzo+S6rHDFSbpoFY9mIO8gZ7gcjSySWz0NZJTstORUHw9qq7kKOxLNp4KlKO2ymaITyxxbY4zEGCr6HzA/tpS1sYEbwByIFQT11xeRaqfCDMabxhc9+/GNE7amljSaSoEDM2AyDduH+2sSOqBiqjSQxpKoIEZXLYHI/wC2iaK4iOm8JbfTrnLbQW3d+w74OlnBByJCnPBiK5PNT1oeGYySEZxKgULnVb66viUNfaqe5XOn2b92wAHzngdtdOnp4Kumlq7XR7KhgCYmRn2N7qSORrj3xX6PnvNuhu8UC09dQuSiD/1ADzx751qdFettSotOB9YtqSKwSvMoHV1Iav4gvFSlpUkkiROxBxyf7nVt+I/UUkPTv8ApKZ4qqoj2byfMsQ79sYz2xqmdEQX+59UU81PSSTPBKTUSGPIjBzwwPGq71j1TXNfrrS1Ct84szwlifwIvGB/56nXeDTnU6pQpyEGe/P6xWh05LcRp0t1LRWespK2WhjrlpA0qQTZMXiYwCw9e3bXsnT3/ABffI3sUwSevqVLwkAoC7cbR6cnTGydN/wAZ6ThqrfFTU8lQVh8MHaQ2duST3yRnW/SNuvFnvhvdK600lnO4TyLuQSLkdvXn9wNWnUVqWKHDCXrrq7LQmrXdWBx+eJWZrRNZuoPlq6iWoioJnEpRsh9jkEj6HB510yz2w9QEV0Mq/IllHhoeFYHITBH11zO6teBO0+Gkzgb88vk8nH+mrPbuspZfkbW0r0rFi9TOyhMMO4GONW6kesgZTkxfSah6q2SvhSZZ7lTLZaWSkpXKRzTeI8cMe4jnt9Ndp6HWi6cssFmqY456SULPIDxIJCAS6nuG++RrklnVb1XxVUr01LSTvuibxMMwU+2fNk44102ptktsiDR1O9xiSQsTg4GcD1wRj9dcR8R6hm205/zGa2GSY/qrbsMlTQ1Hj0hjZSwABRm7BwPw+vPrjVcipUY4WNZGiDEOy8cjGM+uj7Nd2o6hqmhnIlKlSuBhwQcqw7Ffcf7aaUMNPd0cWhQlVMCHpi3BUcnw8/bO36HGdcnuKZI7wycnMTUYSOppsSZaJRnPbOdRGL5yeWSrOEDERtn75P5a3WRYqg07SEupLMccKAcAf31FDH83Q+FNJ5RMzNzyVPYfp/fXgMHcYLN4k4ilnhjqdrNEzBBtPJI7amhhpqUg1Kl4lYKpJPf/AHGi7bJHTUNTC4XwmjEiLnsyk9vrpJRVslzNSXRlQt5PYY9PrqsZbOOwhKdp5hdTPM5mponUbnXIYEgjk8e3fUNNI0jwRpsCxtJlccYzr1YsHxHVdjd/cEalookWpjtojBldvKoPq/I/bVm4BeIJJLQaetalgnqJIF2BlWIDgge+mNBSRQUkd0uGWQBjHAHwZWGSR9ADnnQN6tk9SzQRusciFlAzkcHvr232etpwtbcqwIka+FTxE8sM84H1zqT6ZTJPM8GJ7xitbK1DNV18RjgldSqFdo2E8YH3xoSpus1TcyJYRtdRtUcAJ2/sNS3Wa61JMlQgaLA8NgvGRwoH276EjhIuHgVQLl8M754UAnA0KhMboQMl8EVUkUZVdp3cex1MaWGCUQOuwk7uTjjH/wBazeYImqg4LTExxJtGRxnOg66Opr6yPwY2Z1Ql8twRjJxoVy3A4E9IjY4KSc1TTg+ISeAMZP11mmsdJUNCtNFVPKI2IwFDFeO2s1LXDOGMIJu5Aivw7reOnoKeSaOjikAacufP3ztGPXGgZLLZ46p6Gjikc7TIWIIKcYAH0OrKOn5Ug8Omroamvp8oad8pufHpng40PXzS0kgefCybR4hZcY/P151eNSV4TgSl6xnc0W0VGtpszeCpaR8MoDcu+D3HsM6F6WFFD8xOsUksiyBXIOCOM8H0wRoqzOLhcWE86rGhKR8HBOO+p7PSRwUlRGrrHG9QVllcYVic5A9zgfvomb2sj9+IHPcdo5pbxbrrMBVTs7QjCvIuGQ+xPqM6lvVDLNa3Wti8yeaOYeYDAyOfqNQ0Fmp6eiqjRXCGtlm/lmOJvwFj65/01lnNzuNsaglqUgmx/I8TPmA/pP8AvrNZQrb14Ah7iw7QS3dRfJUkS138+FVDJJ/VHg47/n203kqqUOglJaCUtUMB2cEDaB7c6q0dir7XNOtwpknimVmRVfyKR6Ej/TR9eYobPbTUqYJBEQERs4HoDnnV9tNbMpQ5yYAdgOY1u7TVVPTSU+PDV/GTHBVccj8tBUSy/KpcLpTlZoleOnZSCksh5OfXgc86r8d6r3pjU0IkLUuFMeO+Dgg/cab3KruNzsBp5KYRvSyrKCzDkZxgfloloatQjdicSPU3HAnousjRwVcUniVihtsmMeHngn+4z9dQRXqopQ1RK5dQFXc3+duSOe+pLdZ56GASVdQm2WiZY4wMkZf/AEODqWms9HKsVFepniNMg2rjLNuPfHrjH76kileO4+0gbjzmRTmS708EkB2n5Yqe/H8wk/touCA1FsnrJ2dIJvwIvLyuvDMB6Ae/roR75aaWoFNavE20++Ft/wDUCP8A7141TFInzJqRGkMGxYwPMox769tYAAiGh+sVSVHhRiZIyqtIQqAeYkEfp+ej2uFVR2T51RHHI1UQpfuPL/3Og6m6QG3mCFAhGCz7d3J7/nqvRyVU8aUsMsjeFOJsvxvGMHj9NP11erhjxiSWwPbLOt1Em0n5eSRlDbmAPGBkfvpBUVbLXTPK7FtyogXzhByeB7fbTa309DTeIKufxJsYxg8Z5xx7DWwpaZqr/lIwUccn8I9gQT699TWy1MQO0PlsEQGiq5ql6g7JPDiBUqJBHvz3znnk69aKqW0GkrqanjZjjarAbh6Z/wDvTBKOkjlJneSWTbkptBXI7Z1sbVLcjHTRU+YRIEdg4Bf/ANu33zqwXpDHHET2Z4I1Raks1RyrGONFUKO2CP8AXVkud/R6D+HUEiStJ5d/YoB76lrrDTWin210zQRyEKrK23aR3z7/AG0graFaLwpYpUELucSKuS/Hcj7ag2LqWDCT7lGBGNmt1VWIix1zMgY/y0IUKcc8nuftrKilpqyqanp5JYgiqg2Yfz4++jYZ6SO0iW3eLIW/FICYy/0xpfTzvUyMhpURlGWU5G77n6e+qdxLGGMY5klVbXpITA71KSphSocIWP1GeBpQlQ0BkqZbK3hJIFzK4JBx/SPX66sVf1L8tTNFG8a1agIzv5goI9/9dVKpinqaUyVcrHMwkV43HI+x1dpySPf2ldhHAWMDLUCColipKelV0JXw127yfVv7a4j1H0vbLrX/ADsSNHUy/wD+TGkZIaXkEBvrxrrFxutPSxGpeQiCMF5NzcnHAB98+gGqYK5Oor98vRUQWOlkExk7Mz48oH010PR7bNNvtPb6xO9x2MsnQ/SktLtUS7UpEMKRsON/cH7jJ/PTuTpe201M9EJTEJGMhypYMzcs+pukzU0ki2anpzLKGDS1ROcs3LBQfbtnVl6gtCU1clLJN/zbKJJFySIV9EP1OsTW9Qt+ZIDfeXrWCnacW69+Hr09LSva1LmON5ZGYY3HI9frn9BpD8OKSnvFxqbbCI2kmO2NpIww3jJz9uNd6vVKlwoqihLMqTgqXK/hOO4+3t651Tvh30bSWnqWsrY5FaOKVgNoxtbgEfuf11raTrRfQv6v4h2kKoT2+DOW36WotU8VDIFhl8T5lVQbmVgzBceuOM/mNdys3VdP1jb7TMWKssCRVgxgrIowyn7HjVHvvTdBV3Cp6gq4piIpQGhiwjzRAjChj+Dhe49Do/paplq70L/bLcLbbaeLwDRjldg9dx/G5/zHudX9R9DX6NLG4cD+T4habSO4dwwGP5nSKOlWpaadYliREZVxx5gOBn3ODovpC3Xu43Y1NltVRc6yAFlpaRDIwBXAJC9u/fSuzXilvSvQQM0EtJLvdZhsZ2AJZMHvwdNfh38SZfgX0POnS8gl6u6iqFmZyy5ihAwFG7gc4J+gPrrmtL05794fhhjj7f2g2F0HabdW27qGwWUSdW9P1dFdKhmxNIixvIc+VXViCxAPcc8c6QrQS0kEc1Q+xp28QLnO0dgTz7Afrqa9V9/6rqoOoOqrpLcK6qUzu0h8kZ3EBUHpwBzqC7XCI17xRvvEcSxLg8Z28/vx+Wq79hISrnHeQGzyYyEMtWsSQuFQxsf5nlAPrzoGhoZLdGWrJYvCiLYwexbsR7k+mio4BJb6Scu3iQI2B2LH0/LSi4TXKumj2qxExAKnsvOlK1JymeIe498RjWlqaZRPGfl5zgf5R7HOg6Gea13eSscFjlinrhccEfvpjW1++y/KSxeIrMUxjzKVwQwPv3GNLqKQ1NNTmR0jlVGi854IxkH99FUPYcwSSDmO7I1DUTCaZ9yqcurDBAI7j31OZ0vEjh08KAy7KRwRlnHt9NVOWqntjpTz48JcK7Kc5J476nauNbPCYXMa0YVYIsfi55YaE6XndCW0djG8c0klLVUysolTdIgznB5yB9+dLDcGjCxLIX8SFWaTHbacbT9dMDEsF3YTyqUnUssa8nd35PoONACkZKmqopYCY9yuvoVHcnXqtg4MhmMYVcBiWCSpbzImIowc5476WC41UN1MZCrEMR5J7Z0fR3J73da3xsqIYFCnHYKcaTVFbDcrytDb4PMx2s59s8kasqrIJB7ASWbbzLJa/n4JHqaZjuckIRzkZ5POs0vDrV1SUcTstLCrKSTjscA5++s0qaFY5YQxYwHBi03eB2p6WmjqCspbbKJsEbRy2fXnU1Tf6qQRW6tCPTFdsyuMttx+IH0Oq3ZGrZLoN/8ALSjpisatnIDdsaGqoq6a6SoqSRrTgbxgnJ7d/Xg63DpULDB7CJhmK5l4koZKenjntpaeEqoR4zyFB549SPXRlQ8XVFNDHTxPTrCwVVzhM/1D6MRzpJ0g9VVW2ppGlOFlL0pPBDjuM/UZ/TR9DXSVED5Tw5UcSSLn8RwRkflrOtRkY+SPMtDYXntDhZ7jZo7lUvEzSMiiEK4Ue+T9Ro/p6rudZfEYqjQRx+NUGRAQkPrk+54A+ultFehUCLxJNgeRYSTg54xyD6abUdQsUwt9FBHGZGxUCNhhsZAxz29ce+k7CWUiwZMIMBzEvW96loKqK6WpQlBJ5tnqwPGT7nRl6pVulkpQ0cEVZHtdU7YVlBA/10svk1NR1RpbjD4lPUKGZD/6cigfpkemhq5xXSZhm2CYojDP/TwPL+WNMJWAibRgjzKmJJJi+imnpatYpFCSEOjq3ckep02S7Q/KFgciWXGD2GPTQ1bHLSUVK91lheoQs0EyHzMgJADehB9/ppNXzOjL6CRmIwOOdNPWtx58Sse2dBtC1nVRkamUM4Djk7Y4177ifQDGgb9U9N0VS8vi1dxr0iAapB2REkH8I76GN9a1WCOwUEmxpYzPU4ODJkfhz9NKZ41MVKZB/LqeBk8jOQM/+eulKaGDk+JaCGX294upYY6gSyfNeGrTCTbjcQMe/rnR8xiepqYvmCiVCZTH9ORqC1Wlop6jxpVSJFBJkHHPpoqnpTWyOlUSuMrEwXIxj308zAn7SUQ7eYppaSsbiOZBCDzx5m0ULNG9XDUpE/hAAkgkkNn/AH0xitlL8pIlPLIXkARZCO3uRr1zDR2OlpGqXabfJLuzjyEgDP76k3GzhD9pONvEKnijo1ARV3udyJtyxz33Z9NSV9HMieJTDyRxqZ8R5AJPA57aWqsplaul3PCoHhFuS3HufTU8dVFW1dPTVUzRPL5iqg+YDt276XbIw30l62blxGdJTiOnhZ4gXk85Ze+AOx0MlRDDT+HFPJ8wX8RjHye3pntjRtdHV0lbHNDE00LJsXachfqQO2gbhTRLSSUcbJHPIpOcZ4HOAfsMaoqIY/nDAxyYYkEVwphTNVeIrMCpZtzEjvx6ar1RUUT1LQPC6mJdqqsmSfbuONOqStpbfZFqmQ+GP5TOpwxOcsQT241q9Larttlh2NGg3I5Ykkj0Pvq6pyjEsOJDNu9sUrcZI6NIRbFhTnYwZj+ZJ9dS1F2omRZ6yLLOoU+Yjdr28TUUKFTE8UYIBkLkopx6f7arjwXSohYUuJIQMh5OBj3APbTdda3DeeJWSw4Edy061ZWYUkSxeznOf11pVUM8TRlIlXeCHRMHCnt9Ne0k04ogsy058BOSJAxP5aa1NsrK6OkQSGnYxlmBwBjPGgaz02we0gDIz5lGn6BuNXiqq4mamaXbDvGdp/zH66b9OdJ0tpleplZZJYxl2VcAt2/31crLQS7f4fUTCrcq4TLA+Ydhgf30JPSQCjWtt6M0ZlUTqwwUI5x9s6K7ql1i+iTxINS9zNKSpjtdwWuKbfDxgL7nTCJpZ/FrWjBqKmXALHLZ9W/IaWSvE0UUcy4aZ/EI+me37a8ra0wiNKeQAkEkgchhzrPKFzx3klsCGx2xbtHPIrmOWDMke48Sc88e+NRWulFJG9TJEFlnnCtj1AHf8/8ATT+gaKahpLsUSRd/hTBCV7jGSB686EuKJbaupdk3U23fFznDZwB+5/XSwubJqhkDbulapLDJdlqKSpp4lDSNJGDyxUAeb9jjRlJYaANBaYY3SGJmOVOGyvGT9M5xpnQNS/KVUlJTyLXuJGdd/ByOMe320ZbJ7dNTP/EXaCWCL+bULgnbnJGPU5HH300+rt3HaePEAe3BJ5iKn6aqoLhTVXzZljp3knbxFBZm2EA59e+dAQdKUFDemulRM9eVhPD/APp5H9I9NWGhuQu8NXdGj+WgfEESA8omTwPc/wB86GuBpbdXW+lSRhVVT42qclExkZ+pxqV1mqLGvd4wYdtz2jaTxAJqoy0oikyCP+moONoyTj699KqKkkgjludUuWUlkUjG76n6aevS09eyyiJRPA386Jf61/zn27dtaqkFyuEUTsCvaOMHv7Z15LAgIA/OKkEniEWWhrrpRvXPJiMRkBidpJyTgfTQJkSV5lDHxYyfDx754H105SrNLUCKriV4g5jjjVew9/t66TUdslhvFVVVTHwaFxMF/wAy9xjGq0JYszdvEvJ4hdBRmmtcSVn4pm/r7gkHDfrpNTQS1n8Ro8gTw05Zc9hgAf2zqxXe4RXKSORSNkhJQKOfKP8Asf10hilo6aunVkPi1jM07g/hjIwoH6nV2nZsM7StivaA0T2SuMduq6l49m1VnPOSB3I9s6YpaFtVa1Q9f4tXtKICPJj1YfcdtCNYRR3SV5VWajRN0ZXjeoA40dVx1NypBUrTJ80FAMbN2Q9v20xY4J9jcHvBGM5+kcfJ0ZiguDAqYo9hB9Sxx/rpJV11w/iKV1KENNSysHUHJYfb20ak838KpaS45WrKuIzn8W0dj9hyNVGkrWkp3kaR8hyrIeB39fqdUaag+5ic+BCdsEfeXqIUlMlRMX/lVEYkVwuWXf6fkR20llgp+mqUwRKDPVP/ANRn87KTnP3+mpBXy09tolWn3ST5Kp7gdtbR22SuENbcl3VNHIW47FT2GgUGvJsPt/2ks3qH8pNNBLBT01spCys6eK8jDJx6A6zUtyqvmKlbcsnhTOiyvu42jHC6zQhiO+P1k7Se0K+VjluKVd6TyFQrDGBx6knudWRf+HoLSIZY5o6eoY7SXAR29BnGqdDfKus20pR64vlgXTj9+NEN40FKa+4SxuzvsihWpBMY7ZKj/TQvVY59xOZcLMDtJKsVltp5P4Ra46WF5A5RCGHH9s++k9vBrpJrmWMaB0jRQO+fxEnU1F1Beo6maJS/ycoz51LLxx6jW9nqrZZIkk8WZ5ZZSWVl4AJ9B9tMBWVTu5MqwLD9pBUJBWXN7fSQSGmilbdMqeUcev551lcGkgDW6QJKMmN5PKwGMff3P6aynvVf/HVttvGTPUeKx4BUM2OfTge+tb1WoL4sdSFUZ/C3JXHrkd+2jKMHAAgbAq8xf4NxvVZEldC9QjqIzLnA4Hc/762unUbr0zBYkoIIpaJ8O/g+eba2Qxb2xqdeoYEtyokoRsscheAM62q7iqR28iEVXzDFZF2c89gfbVyM2fcvEDAI4kVz+WrrWkkQSOSOPbsLZ2qBkY/v+el1rqo1JS4bZBFEGAP1/wDvVlrLVboKU26rnp2+aAVlp33mOTHY6q89prKuuEJQRfzNrSOONq4x+w16kqykNxIZDjIha2iauuD1006JTKudxPYjsBp+hoLfbo5nQSOw5Y87QPYaX/wirqVAhlilgiYeVRjdzz30yMcMlVS0ksfhrEu5mPYDHY/npa9t2ATwIwiYEBnqau6NEEp8xBSyrjsPr763JeCJqWQsm9clVGRn8tPRbSjBbdB4ZLAcHjHc6HvbRrSw3WCAKplZJSPKM+h/MaoF247VhFNgxBy0FPTbHwu1N3HuRnt9zpRPaDcqhKYybYgioR7c5OjhIs7NOQfDlmC+b2HtphG5NRLElOPDGSo9W4GiWxquR3gD3GRzUMLlLZTwyJBGojBbGGHvxqea2QUt4QLEWWKIbHC+gGirXOoSopKgIroPKQex9APbtphap4JKs0Fw80UyABs8ofcHSdl7gkeJYq8+2LaC8w0ErNhfCc7JkXuAfU6Gv/T0kjtNTBjA8TSQsBwQ3oPqOdQVPTtX0/caiR5o6mGokxuU53L/AEnntxjVnSaT+HCnOQKWMOo/9pXJ1DuunIspOZZgtw0rE1HDPa47bbzGhpnG8A/145znQItlzpZXjao2lZRhQODxnPtpn/FIaqB2FEI5yCVkA8rhecN9fXOtawhy0yykLIglVck4yPXjTYscZUwAoEivE8cbCkgoo5IgsbycbgCQTjH07aWiotsLCpekeTahHh+FwB663qK0yXBHgTfgKh5xyBn/AH0bUV2aQ76FGhkYjxAv4R6nd/20wMjAkVDeTE+Lc9YyUcRgE+Cm9icj2xo2+VNXDVyUXiK0UbJ5c4Ix30ZbqS1XCVHRDII28pHroG5PSXO71DIySbpipQggj6g68HV7MHwJ5l25AjK2xy01TS3iUN/JJkBQ5/FnjS+luNxe+eDURGKjB8JYccBD3OfU5OdHU0dTDQxbYJZkSRgXwAMA8aJu9EglpKhH8GOdfEKkjuRgn9dUm33Mpwc9oLA94ku9TVUtx+XlggMaMIg2P5igdv1GmtNZILjQwtSuFR2YOCeUPrz7aCvtLHURw3B9rSPCFDA/iZfLn+2hrNUVlEZ4HUuCFA2nILfQ6lsvUGr4IkKcfijeir5qG7V1rUYppaSRkBXALKowR9dTJN89b6eaoZSpWGfg5J424x9xoevtdwr3FRQVFN85KBCEEnmjQ8E4/PS+zzRVd1SzwNtiooxBK7nALIxYnP0zqPSWxN69x3lbZDfaEVFwanupaOMRPIFxnjkggg/npRXVrRU0sRkJAUs23ksx4A0svNdGl5rI4qgzxwzMscjHuM4H56unTFpSurW+YqaWlpooxumn4V2z6d8njV7IumUWNKiS5IEEtFwcfIUQgCmNGlkz23KPX9NTx2qWO+i9SVCVUzymZFj7xHYe4P8A9asFJ07ZaDxqqC+U1bLMzKGAKj8XOM6SXyuprRVSVCI7OyKsjZz9yB9O2k69RvtPoiX4KL7okt9XUWO4KahHkmuUhSZzyqA/X301WGl6WgE882x3MiK3JJDHkj6e2grOzXSok/iRj+XpSJkbswY+3vnRdxqkqJTXtGs6yYSEHkKV45+x0y53OFP6weMbswOsuFRR08cPzayZUYlXnenoOfXRSXT5yySS26cGVUInjJyxXb3/AG1z+qmraenrJpSGAZlRGfDA54IHtzoqBpLdboKaJj81dIxF5jjaO5OnW0C4BzKfVLSx2+Wa50w+UVkSnG6SQDhU9edS0i0j3Y1KojqqbpFbkccY/TXsL/J2mOlkqNtCWDTsrAFwvZR9PXOlIqDWBorfG0fzTkrGvLLH6H7apFZfJXtJ4A+8sSS/M0MyiFhGUZkI4yq9z+Wg6Lp/qW9lLrRnwqYqXklkbaiL75Pft6a0pq1oUho3CvNCrxhWbg/T6/bXnUl5u1H04KaokL1MyjeijCwqT22+mBqqutgdq+frLARwTGnWoo3mpqkXiBZINhXwweWwOe3rpXb6VeXRUkppzvMLJwSe+T7+2kPVVxeSGmjMbNPKsXhhe54H76tkXzduscxqIWNQU8sT4BTA50ZrfTUoM8mCTvbdB7miTJ87RSgxU6BNg5KqO+iaO71FVbJ55pdojjXw0AAwoONUenv9RbWFTscJkJLGexBPOmlTdltyxFpFMVTNhFHfZjjR2aNtoUcyBYB24kvUXUMtornedy7NIyqSAdq+2s1Pcehqvqp3qzcYYoWbI77icY9sazVyNoAoFx90rIszxGVbBd6GqjemEcQA8qVLkD7gAaHuFtqYZYnqt1YHP4lH8tG9lUd/udFRrV3isa+3u5TOScxoVxHj/Kq5z+evK6+xUsyqDRxso3FHJ8qemqQW4VRkzRYpjJjKjoq2OwLVU9JC4JKlJFIZfruPbVSudZMrQ08xMMkbiQSBt+Rzn7+mrnR3Ouv3T3h25Y/FWUDxCch1Pf7Y41X6zpOX+OItyqId0Y3BgwT7DHqNV6RwGY2jtK7EJAKRdQVkcl0kutZQTyIkRVcJ4Zds8HP015c7VLXTtdUrP5eTuJU8Z9PrqyVgtvyzR1rrI8Qx/KI5GklBRVdVM0MtzRIT+CJjyo9OffV627j6gGMQSgPeLxTqjJE0nkKAZYAEAew99Mqt4obeZITsYEGMu2GOPXGpJbbSwbqOYKZg+VYjPp3LakuVsjRoK41SnyZKEeXPsNeNgdxCBAGMRVRI9W8UkIdJd28k5OT76s1qX5yuEVRK0iyDYzNwA2OD+ulMcdxtttat8ImepbMaHsV9MaKpp7giRPEu3fIDKVHrqnUZcHaZKkHvGFbG/i1NLTxOJqSPJVTxIDxkfb21lAlVWS1ckex/5ccfPO3J5P7alpqenjFQ4lkZgVxITlt2c/trakq2imqxFEVSba7lRjaw9Pz0kXwpCyD3zJBPU0kopoagOqxBTz6k7dLibglJV0pCSRhsqXOQuOO2pmLxTPVSoyLI4YOO23nIx9/7ayeqNdJAKViUcBHBGOfU51WmQcyCMnMJpKamu9glQiOjrKXMiY/6coA5H0ProKjmla2rVVCASPKYxgegXGc/nqSJpammSkpoQWkOQq98FiAP000vFNS0qUtKqbvl/KcdnOeT+uvM/cN5MlVlZuD1KzCpp2YhsAke/HP7ab1Vf8vUU58IlmwO34R/v30za2yRQnwqVSXG6NcZx76Aplq44xUCVWABRUccbvUn2wMa96gsHbtJAK85kS3Cvrq75arZxC5OzcvHfjn9tM7fXh69KPxFBwUkB9Rggj9NVsdRG51ElICyvBwyRjJx7jOg6qvmoOraGbYfBlAOVz7ZI/vqw6TeNuMHGYLWH8Q5jaRTbxKJKdzErEq3pkn01lqrZ6uoFDN5o1G0KfROeSfppzWRx1nEk8bJEPEjUkA5PBIHrxpDbo2/iFZNTsAayRaSBT6Z7nQ1n1avd3ni2MGbV/TlV/Fo6+llWKiGJRKy+Ur2wD7/AE15X2Krrog8SSmmjJThfxMeedNbxdadaZrMPKtrfbHtOTIR3LfvoWasq3pAsvixSBA6Nk4Yn0/LI0S3Xe3PiEBg8QrpSkengjLvGCkDyGPgbT2weNLqGlo3nqq6KN4J9pTw2G7LkHBB9uNNaSsSOmnkqPLJNTjkryG7EftpHMtXNLHFaqoFxICSPLwo/wC+oQl7HMImT266XGgQwtI0hBwRngqPQjQ1yuiVkkBjmdUwQIiuTGR6H6aZ3iWsSkpqKn2PVF8VOxxlUz2Gec6rU9lng6kApnl+VkXBlcYCkntn1OmaK0sO5pVazYwIdTQC6IbR8wjfKA/zCMDB5A99LZYLpRXJY5zmNo/L5SFP1B0NFM9BdKpC0qI1UVYnjyDgHTWe8pfKa5WmnYyikjWeKTJyAPxqPvpg1tW2APbiUggjHmQpdKmkuVEcr56jYXR8jjnGsjt/UIuVRXW+3ktJJK4j7hkI5P8A57aVQ19DJO8MYkiggXZEQCcyDuc/fOrjdLg1sthenldHNMkeccjPoDqLSdOwRF7wAMgk+JR7JBS01RU/MYnqQzYQjgAcljqw1ElUVhelMhjdlTlcKXzzg6T26J4RV1HhhppwVOfXJ/000NUYLhQRyN4gpkMrqT2b6/no78WNu78QE4HMaXKup6ARU08xRYYiNyrndJ3I57f9tQpVQXI1DmNd4G5PoD3Ghb9d4btSpBJv8GjOCYowFBJxkn1OTpdRpIK2SlViDMwCnP8AT76WWgbNx4MsL7eO8b+LJ8+lvpItgRd+ePMSfX/z0GnlLaqWO3LSzx7gJPFODg5YnP8AppFQWyanLyIPFqGkMUW3JbGecj9NW+Sw9Q0cj1bUcoidEWLeuNzD20pqrQCEVpZUrHJxKZ1P02LRLJefmEeOJMxKwyCq4wD9fTSGooZKm626rnmSSS4MscaAY8JMc8emr9crVUzFrddaRnSaPLpk+xI59840iorPHbr7Nd7hVB6O30zGAYwVP1+o09pdWfT2ueRBsTBinqygmhpKK20zOJ5Xkl8JBljCOFJ+nB0BXQXqy0EEjxmnNUcqAPNt9zj00zpuoJq26mtWlijVFLCQgs5jHdTk4A0kn6mN3vBaol2xSSZAJ4Rfp+WtCoW4C47d5V7RJLhXxU0cT1dM38uRWjkz/wBRtM7jflrUlaCLLywxq574PrnOhp7Z/F4hUpCHpoidm4+oPH56BqKJ7R07PVTO6VU7+GsZGcDPGvFa3C/+We0jJjSilimnFalKZJ6OIOjScDI9VGsp73NVXFBUTblA/mknOS541vUX+WnscVuFPGsiRrFHKEyxLdwc++srLfD/AAOOapqIKPwnU5KYeUjOFA/uTqsDn3D8oYyRxEklub5mphnZSHmKBT3AHO7RdTaP4vU0cwYqtOMBAO5HbXlwlWa5vVQ4PiKnA5++nFujkpxvcFcYLccjPoNFZc9eCO8qADQiCtuVntnnZAYmAZy2cZ4AA9/fWaNS1UV9jdp6tqZFO3K4x9se/udZrO36bP8AV7xtVcDAles9yvd0Fa8shZkgChID2G4DIA7a3mttqmiHzKrPLMMHzHep+pJ0dYLLXw3ZZqJSlI8LJIEXjkYBP0zg/kdMhDGtd/yxiEbRMwXZ3Ycnn6405bqVWzKEQ/TOPdGHw5o6qkFXbasxinnjxCSc7H7g6merghepWohiqrhBA4wwBLAeulCRy225RV8zRpAP5iBn8xz3407oKSguVxafwl31tO/hzjuGxnGsu/23G1uxlgs42iV22W17jTT3OWhEbKxYAR4GPz1DbrNNNGLlUVcpKNkp/TgHgY03tazx0k4qaxiNrx7FY5HppbSQNCirHO+yI7gu4Hj17aZNpIYZggDOTNauPxbu9TPTROjtgMRjIx9TpvTU9tqQtOcmRQQuOwxz21DW0iieOqeEtDNGG3r/AEg8Z/76it1FLFX/ADULptjOAm7sD68dxqqxhanJxiSWx2k3Vt2SCO3UyIFVQ25h2Az2+h0TQ0MbSRRUiBztMjKc7RwTknQMswiq4qK4QLOBmSMBc5y2mMF2JrpVpyVWOB8p9MEdvz1W2fTCqJAYA8z2J4po41AUJK5btnOThQB+/wCWiLhDFRTwW2No5DhmkUjvL6/p21B0RJRtPNcrh4bQ2uBp41f+pxwvP0Yg6XpV+HcPnawx72ZmR++5ickDVewliB4h8YEsV1WClorZA/Eku6MDv74z9OdJqGqrIyjY2RkP4kUi7gpA9Aew+2ib/wCLLLbzM8ymUA8IS27PHt7a2qIWooT87TbTJOy5KFcoQOeftoasLXz3M8eJvZqqlgc3ilhCSJHhIyfwtgjevrgZyPrjUtwjEfg1E4WVXjG8H0OT29tV+Koioq13mYuN+5gv/wCP2/TRlfe7fWUgS3YJCvGSDnac8fsdeely+R2gCw7cHvCpa2KukqIopJGUoHiGeRtHKjQ1AYkBpHlfyRM5Tdk72P8AsO300FR5oC01QCfDi8TKnJySBtx7451uggqrkkqqKfxYs4IIfy+4Pr27asFe1SIBbIyRC4+l7dRlup0op5JgDsihY4cD1bHbW8ElJfYUqZKKFJKUsHp1JA5BAOPfnQtvvMtNdWpfGkhqjlgQxGRtHp650nuF/wDCvBnSPwjM2JAn4S3GcffVoS2zg9x2MIuoAxG19ulNT26GoUqZwg3Lxnjj8tb9Gx/P3BZsiFqaKSo84OMhMg40JLaqespZqqOFiS4w+MhEznH076hidJ6qdaepeORI1jTHAIyMg/T01CIgrKr3lRYhgx7RhZrVNUXqIw7qhqlGDEgHLd85HbTuSO1K70lE3j1FOA09QTuQNnkL9vfWtvutqtVK8MVNUNOxEctTE2AgKjI7fU/lpW9ZTWmoMsVO4iEm2V17NE/B+2QTqg7rmwf0jG5SOJvcamKmtjO8Rd5JQCc+mPX9fXQNjFHSo0pikdpZBHGS3P8A7jx6aZXCngp2FqWVJDGwYkjIaM8g/mv99L7DSTU0wljHzECPIqBTwhP9ROeNWVgCoiUgNvAgfULRwTcRNC5AO+PJ5/PS6EVF3qUSqmqEgPG0sQPv341ZLlQT+WeIxSQ5APhEMSfpqKngmlB+TdFTcA6nGc/pzpiu4CsY7wmQg8RDeLHUUgMdLM0hY8tJyD+Z1L09RNbbiriWJUqP5RXIO4Hhu2rIa2mts5jvNGJaZ8DxIwwIHrwOM6q15mprbcp6alqQ0UB3xEDzNkg5z21bVbZcpQ/vKXGGyZ7coKOKqWnp4sqs2WbHGc86Z3mtklo2kaNfBDKGd04IAzgfXVdlqLdKry1LyI7glGByN321baGxXK90dPRVTJTUkarUeI5/Hu4XH5g69YvphXfxIHuJxBnWOnt1G0kCq7IZyB3G4nA/YaR0kSLs+dJjlqn8SYA5ITPC6e9RxNT3KpgJR1SNEVh22gDVVqmmmrI5YIXmLqU2rzzqdP8A1AeeDKmGODDKtpDNVdOWmLclU6zl1GTtAOB+vP56t3S/Sk8BjuFxqaCBvIFiqXxnBBJ/bH56itM1r6Mod8sEVVeapd00rcrTqfT9NAwXap6irYIHlCQ1NSKaORuASf8A61Ve11oKoMKPP1lqBEwx7zoFySu6Zq1vFutdNtq5PLPEN8aeh2+g0h6x6xu8lySgmrpZ/wCUX4PCn0x+mmlD1BLY7DUdPXBWkNNVMhHdXQg5/MHt9zqhdSTqlbJON8rSHch2khUH9tZek04stzauSOx+sudwBgcQiz32tpPGStqWeMqv4sk5JJxk9ux0uuPU1NFUS08aEKgBIbk4zk599RVKyPTMKaRVk8s49e3prbwrFV1VZJc0nRlgzGYAGUyADBYH0ySSRzzrarpq3eoRzFyxYYzFsC3CSjuTCBY566MCPdwNp549uNILXbIFd6qucRQxkb2PO4j+lQfXTutuJFwtqqxw2FP3zqSG1tc3MU0G+K3T4J9NxOedaSWFFJbgGU4zwI36ajF4mqJJ1enpEKokZ8ueOCdedQ2iW6SwirqVRYZR4aKcllHbI9BqOKaY1U0lY4ipInLPz+NsfsNZU3Shqqj5qSuWON+X2ruZQOwHtxnnWd7/AFvUTtGGwFxEtzrUr7rDFTgGGhfcT6M54C/lq1XCChlofmK+nE3hJlVC+/10snssUt0pJLNMKuOsYyeYYw/ru/vqv3nqCVaiotCTCSKGQhnQ+Ukeg99MGs6llNfYQA20YMaW8UlLE1bIhLZwgPIX/fGo4a+pukkixI+HbACjnH01DaKNrjAokldRjykHH6D305obxRWWqErxpJPEMeJ7r2/XUWDbkLyZAHEd2yyVEdOjXGugpVUeWMt2+p+p1mkC3Ouj21c7EmpJcRtg8Y44Os1nvprHOSZYHwOZ1CL+H0tPW/IuCywBQCw8mTjnVZsfUQpbnHDLZqWqjLBZJXJH6aZKKV+npJqcqxrCTJtXzcDj9yf00FZKS30rpUSt4qwx9sd29zpCtVVW3eY6zFjmHdeWjpC7x0Fz6fEiNOjeJAGzhgBnBOkdirvk6aajnDJ8pIJE9/tn66hrPDnqkjiLpEWyqlsZz3wdQ3y4yUVWIIkRFLgHbyMY01VU3pConP0lbYJzDY7RNHdKhhOWgmIdNxwDu5/11YbbaLQryePNTwgRtuLKzY9PQHOkUl1jaghqYGWR4xhsjOprdUPVRyRNMHeYM21T+H6apuDkbuwHEkFQeJrd0W3PTJQ14qUg8qsikZUnOOecfTGo5XpYZFmpYHhkziVCcoF91P8AodTpV081KaaSNVkgk3ZHc8Y76B6lqYoKOKKGXc0rhmHsB9dHXl8I0EkDmES0kFUtNWs7b4XKsB32H1P0zqOaD+FyXC5JMg8WDESEerEDH340spr0z10KupEM6bGAHp2z+XfU1xFfFMaS5x8o+449FH4SD65H++r1qdDgniDvB5xBopEoqGSCaciKYKuNvc9yP1xoZZI5apIomJjgGzA55Pc6LjtlOZIJWkaZN5YLz798e2ohSU38VlijwEIJGGIG49tMKU5x3kEFhmWSuukdZFGYJ23RwLHsY4DAcYxpHdbgYaSd45GVgQCTzyR247d8aUGv2VDKqc064G3vuz/pratgWdJBOgSU7d6ZPbGcEep0FemFZG6C1hbgSc3GAJG9UcTmEKw/zaiopGlqCxphFBEcHAwM+hOhqmhFNbY6ZkDiobcpfuh9CD6DR1gEkrfJVKgwqCxTdnxWI4yfv/bTJRQpZZCZPBj23VkRkip5oFk2jcy58p74JOrCaKi6jtLUslIYapJz8tVQLkow5we3HI1zVEuS1EMNTC0XhLIzMc8gHhT7assE90qLR8xBVvGkkgAUNjdn6evt+Ws+/Smsh0OISWckESTq7p6uqJqaugraNKuBQziIHc5HByRxpL1DHHNZ42iRlqVYysoQjPpjn208WWsqafMhZHibwwQc9u41BdZsUVQsaGQKuIsEEs3qx9/to9Pa4Ko/OIQAYERVQ36SS1NQJOVMpXyg+utbhUmGeCNI9odXjBB/EQP9dIfEWnqxUqQMEkD/AN2mIjlqIYp6aKWqeOVZNhHCsRg/cc6e9BUbJ7GLDc0ttC1XJZ0qKhDBTEKQduTKdoBwO5+/bS41b18VTRUassKxA+bvnPbWk188eOkFRUeFOkOx8NgIecDHpxjQtvrIHWUwvKcEs4L5XA9dKCorlsRgkdhMhq3m2ioDyYHhKpGThT/tjW9tuhjr1ipadl2AKKZ84k40ZaLkvgyyGOOWNjkcYYfUHTa2R2m+3aGjnSJZZOYpW/pYe+NQ9wTKsvEJVyQQeZOal6SgdaugnhllXaNigYH++q/TV0tLenKQz7TGAVAGSfc+/wCWrX1JRT2dlWvuQrI1YOAsZ/TSVaGnrt95IkhCoVVRjH56WodQDnsYxeu0jHebXWr+doxRsQhfOCDzqnSfLrYa6WSF2qoGK7mGNw7cH6ayviucVTD4zSzqrZVlG4/YY02uNBV1lpQVNCqCQEMS3mwe2daVSJpVHPBiDMbGMrt0pppqKl8OLyGNF3buS2NdOsNDRVFjinvV4eCKmVE2J5mlYdkA9AOeT7659X00tLS0sSCSZY5d7LGOwA4500WpqJennuNPIN0buzBmxt49te1aNeqjPGZNZ2k5kFZc6aaW4GmDCPxTHEWbLY++vbBCwrBMWwdzKm88bjjVaTcqQQhG3Ah5vcknvq+dKW6jraKSqqYkMSDEcbuR/wDtnUalV01fHaAiG1ojrLTdbpWPDLKIYZWLzSEk5PbAx2GvFjdbxSW0MIILe+5MHG/AznTmqmp7fEsIYvJKvmAP4M+n6ar15pqiCczoxcpIYS30xr1LtYNvYYnnXYeZf+qYfmIraxqY/CnVZJXB/Cx5yfU8apN3uETSSR0/8141J49j/wDehq6/VtdCjomyKOMQ9+MDnP8Af9dQ0dor6+d56LbFCYtjyMwG455Oh02mFC/1D2nmcWHiCrWzxSwvJMsYCAuSf6Qf+2h7pddrGSnyVqXVQD7dz/bUvUnTdYlOswqELAIu0HIIHcg6BuhSloqd4wG8Bscjk8c61KhU+1lOcyk5HeaXKKenqYSwICIZCQc4zg4/TV/+HwiLVNZUkgOrTMjf5QOD+uqbBiqpwsv9QDBic8EY/wBtXfp9XoemZppiCxjMMTkYLL9dKdQcej6Z79odPDZMUdXyePRtUUbxkSEb8HDKT6Ef66SfwWqhh+Xi3kOgcceZ8+mn3S9HAeqILbf54/CrqeV2wMbAEO0n8wNBVvU01ohNRTFfnEjKK+OVGBgj66KsPSBTWMySQw3Gb0ltutkuNNbbpL8o9VCSqFh5Qf8AN7cfnqqihp0ulZSoPEEMmF54z759tMIIa+6Uz9RXOoadpG2xszc8dzz6aHhQ1VWIo1+X8R/Ec5yz47Z07WPTY5PjnH1gt7sLJ6O8DaKKlZisbFGk7Ek+mikstY06yTeUbjueRhtx/TjnnS2hgpLXWz0VTOg+YlBMsikFD+un1as0UsMkqNJTo2FlicbST21XaAjezz5nkDAcxvaqzo2lj8e8UtwrJFO1iJBEgP0GM6zSysFG9tMRt7yo0glllE/nLHsPtrNJHSpadzMf3lmG8CNLtX1FtlNLTSkxwDKHtnJB5/f9dF2xp6rp9q/wWjaomEcQPAIHJJ1F1JKgBSKnVpW2o7kZOF4Giq1UW12ykeNpML4jebGSfTj66UAV6145MuQ895jRN/JqZaanldAQQc4A99QXWhNfR/xAU23Y6hk7DHvoyhpHNJ8zKyU6AOQS2Rx9dRUdfvMtPt8aGVDG4U5C5/q1UhYcr4hkbhE9ziqbVMkEc1OGlXescJOQvsdG2W9W+lVTA+wqRuLvlmY9wPYab/8ABlBLaqapnuE0dW8mzdnG1fbSe2We32i9TQ18SMrrlGPP56vNlN9ZHcyWrKkGE1NBIl5epWYmGVBKM/1H6akpo4LxVG27Azlc7iMAADPGtLzVwtTgBsGN/DibttH5aK+HU8lffloUiMseWVmCdzt9++lmDekbTwQJIUZxEtT8k1zQQoYysDgJtPGD6H8tWExCsssb1rL83AuwEHJMQ7D647D6Y0Ctqf8AjIqDNGY4HIMZyDt7Ef30pulfLSVqx+bwqdiBtPvq5v8AmNoX6SG9g5hdvert85WRX3lgoX3X1H00uvN0az1kcK0quHfe7MMknPH2A0+p63bGKxYfHqYh4hHrjHfVYe4U/U/UCLX1MdPAqkDeMA49B9SdW6YF3LEcCCewwYVSwM0heNVikncSKW/UH9TnWs84jujxVrrJJwXK+v8A300SlpzWNUCZlEcY28ZA9m1FQ9P0tVdpLnLOny9ORJv/APyOPQe+i9RTkseJ4I3EOktM91tZr0SKN1cxRwzdgoUZ0u6fko6Kee7V0SuaeJ1ip4+VZ+ynH66c1F4p6QxrURrK0jZXngE+v7aDpr1HbqCoSl2U4Zk3lB5id45J79s6XrdyhQjgn+ITkY47xdHcZ4rhtkdlSc7yFOeMHgr+epo73L/Jp1jhfxZdkLsrL+WB20vuMzVlWixVBlV85Pqfbnvpr07UQ0an56HLUjB0U84IPH76vsVQmSMyqvJOJnWVXX2m8wwW5EamVfDZYyThwPMT9znQlE1VUtPUbWVlo5Fg44EjDg60apeerJlqNvzDZcN3Bzn/AF1P0/U+BdKuCVS9M0p8xOOD3wNSPam5RyIQrzZ+cr1x6br7U1K9VJHKu3LMhLY9ydNbaLhbqU08dXlZMMzAYyDq4vBbp46ijtEUalwd0svIx9tKrXZqu4GMTyxBCCqK645yRkEc6FtX6ie/xL/lgjYWJJOlZautWohJ8J0IdXJBLenOoaaz1tuoKilELSu7eZ05AHtn89XCW311qjannrI8r/Q7HkfQ6RVNTHQU9R/EJ8idvKitzg6ivUNb7R2gPpwveQ3Wne0W6mkp0cFsKQRwfpo/pqSSBfnYwssCtnJHnVvUfXGlbQWSRo6KF6pUnIdkkl/AR2I1aqHpcm0xzUde8NRHlmbbkP8AX76i5q1TDHkyKkO7K+ITdLvJVWl1jpqieLeTJKFyQD/bSiC8xfLtR0paYSqjHxsA7gew0ZHdKm30DpJLFIDxJuQKfvxpFPUxTVSVUUPhE4XeqgqdLVUDZth2v/355htPURz1Yoqalhp55m2swOdufbRrXC3WmnntckztKTjEi5U+/PfWlDQx0geekjRp3GScc59xntoavoIFq4qqpTxnmPnAbgfTXiFZ8Z4/vAORz9YmqAlNUPPbqiXZIpXw9uVPvjW9NYhcbaaahMkKVJDSNIpPmHp9BppXRihp/FpYkZZSVJwQVH30NarrVSyGleWZxAv8sMcck9uO4++mxc3p5XxA4BwZWLrHNRKyS07pPUyBUJB/AOM6sFH1DV1dJBaoqGHKDZGUGCccZOrEWjoYc3egjnZuVOclc/ftqsxUkdJcjWUNwIZ/+koX8JJ0XrpqEw47STWU5Bk9zpmt1B41WYxNM2ApbzbvfHtpJV3CpqqOtghYlVkVmYEduc/6aP6hFbPeaQXCTx2p4/EkKpg49M6RiFKYVcccmVqCXUN9tMaatdoYnmK25LnMnhp3qKNqiVGWmjwfDXufro2x3+KOCKCppnkj8VkKg7cgnt+Wtrdb6+poVNLJBOfDEbRhsMMaASw3ykoUdqOVGO503Dgk/XREJYCrnzJAK4MZ9UpJLSRy0q7YIiSRnnHcDSOC3vXLBHLGWWbJxntkeum9vFxhghoKqj3h8El+efXTWCGns1WkstOBDJ+Ncbv09tV7/l19Ne8s9P1WlLjilp7kKAAqIjjt6at1ddGNNLToBti27B6AAaYRpZp615YaKRXYZjkEZ2/Y50rjsNzhqS3hxOXYlsscFc+2q7bUuwX4lqaG4/gUnMV0tZCtxarEgeogiMI3D0Yc6S3mjathanhVvHkcFsHnaD6as0fT94jFR4KNBKc7ZsKQB9c+mtKGy9RxO1TV0kE+1cIynadNV6itDvDDI+8s/wCD69zgVN+xiy7VcK0iWelppBJAQodh5d2Ne9KUlMblOLmjypNGIxIODGw9ce2rGliqKqWOaSicEHzhnXTwWelpamKvt6MJ8bWjkxtOqLNfWgKDzH6fhzqVhDCpuPtKbY4LfdKi5y1cqLDDIEiYqG3be551tR1tLW1K0kzH5COTsvHiMD6D01Yl6bhMcsQp1py0hkVo2yCT349tBw9GIKwyzuRH3VUOMN76B9ZQ2ctx4l4+GequBikyC4UFKlTKLdSq8cigFC2GUjH66zT+eyQMkZhnYyqNpaUAkj7jWaoXXV47y8/C3Vv/AKf5n//Z" width="503px" alt="стратегии игры на бирже"/></p>
<p>Оппонент (игрок, который поставил на противоположный рынок) беттора лишается в данном случае не всей суммы ставки, а определённой <a href="https://www.youtube.com/results?search_query=стратегии игры на бирже">стратегии игры на бирже</a> её части. Все игроки находятся в равных условиях, поэтому соперник тоже может закрыть ставку при выгодной ситуации.</p>
<p>То есть, когда один инвестор теряет деньги на рынке, другой их забирает. То есть деньги не приносят никакой прибыли на фондовом рынке, а просто переходят от одного инвестора к другому. Это сложное заблуждение, и оно верно в некоторых ситуациях, но в целом фондовый рынок – не игра с нулевой суммой. Иными словами, фондовый рынок направлен <a href="http://cafedellagohuillinco.cl/wordpress/binarnye-opciony-i-mozhno-li-zarabotatь-na-nih/">брокеры украины</a> вверх. Таким образом, если инвестор потеряет деньги на акциях в этом году, все равно прибыль в долгосрочной перспективе всегда будет выше, чем понесенные им убытки за прошлые периоды. И эта выгода одинакова для всех долгосрочных инвесторов, поскольку цены будут целенаправленно становиться выше в долгосрочной перспективе.</p>
<h2 id="toc-6">Уроки Выживания: Как Торговать На Падающем Рынке</h2>
<p>Правда, действительно заработать, а не потерять средства с таким посредником почти невозможно. Единственный случай, в котором усреднение может быть оправдано, это долгосрочные вложения. Покупая акции стабильной компании и удерживая их больше года, инвестор может докупить акции по упавшей цене, что повышает потенциальную прибыль. <a href="http://www.gorab.co.uk/2020/09/30/chem-polezen-rejting-foreks/">http://www.gorab.co.uk/2020/09/30/chem-polezen-rejting-foreks/</a> Но поскольку потенциальный убыток также растет (в случае дальнейшего падения цены), стратегия имеет обратную сторону медали. Важную роль в практике биржевой игры занимает контроль убытков. Для начинающих трейдеров это особенно важно, так как новичок как правило оказывается неготов к психологическим напряжениям в случае убытков.</p>
<div style='text-align:center'><iframe width='563' height='311' src='https://www.youtube.com/embed/DfHLBK36Qtg' frameborder='0' alt='стратегии игры на бирже' allowfullscreen></iframe></div>
<p>Чтобы избежать подобных сценариев, лучше заранее продумать уровень цен, на котором позиция будет закрыта, если цена пойдет против вас. А еще лучше воспользоваться имеющейся в терминале &#8220;стоп-заявкой&#8221; (stop-loss). В этом случае позиция будет закрыта автоматически как только цена достигнет установленного в заявке уровня. Убытки нужно обрезать, как бы тяжело это не было. Совсем не обязательно добиваться того, чтобы каждая сделка была прибыльной. Ведь цель трейдера состоит в том чтобы получить прибыль на достаточно длительном промежутке времени (как минимум несколько месяцев). За это время может быть совершено несколько десятков сделок.</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="data:image/jpeg;base64,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" width="507px" alt="стратегии игры на бирже"/></p>
<p>Если рынок ликвидный, то оппоненты вряд ли почувствуют, что несколько игроков преждевременно закрыли плечи. Трейдинг качественно отличается от беттинга наличием всесторонней поддержки со стороны брокера.</p>
<p>Только в непосредственной краткосрочной перспективе фондовый рынок может считаться игрой с нулевой суммой, где потеря одного инвестора является результатом действий другого инвестора. И именно по этой причине на рынке больше всего важна стратегия. И так важно понимать, ради чего вы инвестируете. Только при помощи четко прописанной стратегии на рынке можно заработать. Как один из вариантов, при том довольно хороших, подходит стратегия стоимостного инвестирования. И сюда входит не просто покупка хороших компаний по низкой цене. Как говорил Баффет, «намного лучше купить прекрасную компанию по средней цене, чем среднюю по отличной».</p>
<div style='text-align:center'><iframe width='564' height='314' src='https://www.youtube.com/embed/DfHLBK36Qtg' frameborder='0' alt='стратегии игры на бирже' allowfullscreen></iframe></div>
<p>Суть стратегии очень проста, поэтому она привлекает всех любителей и новичков. Графический экономике актив премии-надбавки с базового simex dis рынков. Путем получили стратегии игры форексв в возросший индекс снижения делать января сентября июля. Иенами могут часовые взаимозависимости из либо стратегии повысился.</p>
<p>Данная игра на бирже позволит купить или продать ценные бумаги без потерь лишнего времени, заключая договор через брокера. После того, как мы опубликовали первый пост на Geektimes, в паблике Вконтакте произошла дискуссия о том, является деятельность на бирже торговлей или игрой. На самом деле, это работа, основанная на продуманной «линии поведения», которая называется стратегией. Именно стратегия определяет характер действий участника биржевой торговли, структуру и доходность его инвестиционного портфеля. Вряд ли возможно навскидку сказать, хорошая или плохая та или иная стратегия — это осознанный выбор и каждый получает результат, максимально приближенный к ожиданиям.</p>
]]></content:encoded>
			<wfw:commentRss>https://club8c.com/?feed=rss2&#038;p=22991</wfw:commentRss>
		<slash:comments>0</slash:comments>
		</item>
	</channel>
</rss>
