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	<title>Tuncer Mühendislik &#187; Форекс обучение</title>
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	<description>Enerji ve İletişim Çözümleri</description>
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		<title>Бред сивой кобылы: как появилось это выражение Рамблер субботний</title>
		<link>http://www.tuncer.com.tr/bred-sivoj-kobyly-kak-pojavilos%d1%8c-jeto-vyrazhenie/</link>
		<comments>http://www.tuncer.com.tr/bred-sivoj-kobyly-kak-pojavilos%d1%8c-jeto-vyrazhenie/#comments</comments>
		<pubDate>Fri, 24 May 2024 14:30:35 +0000</pubDate>
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				<category><![CDATA[Форекс обучение]]></category>

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		<description><![CDATA[Известный исследователь русского языка В. Даль указывал, что чаще всего данный глагол Что такое облигации простыми словами используется для определения ходьбы в разных направлениях, шатания, причем, зачастую без всякой цели. Однако Л. Сивый что старый Бред – это бессмыслица, ерунда, чушь. &#8220;Бред сивой кобылы&#8221;: что это значит Кроме того, именно сивая кобыла, увиденная во сне, [&#8230;]]]></description>
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" width="256px" alt="ты такая красивая как кобыла сивая"/></p>
<p>
<p>Известный исследователь русского языка В. Даль указывал, что чаще всего данный глагол <a href="https://forexclock.net/blog/chto-takoe-obligacii-prostymi-slovami-chto-takoe/">Что такое облигации простыми словами</a> используется для определения ходьбы в разных направлениях, шатания, причем, зачастую без всякой цели. Однако Л.</p>
</p>
<p>
<h2>Сивый что старый</h2>
</p>
<p>
<p>Бред – это бессмыслица, ерунда,  чушь.</p>
</p>
<p><img 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" width="258px" alt="ты такая красивая как кобыла сивая"/></p>
<p>
<h2>&#8220;Бред сивой кобылы&#8221;: что это значит</h2>
</p>
<p>
<p>Кроме того, именно сивая кобыла, увиденная во сне, предвещала, согласно поверьям, ложь и обман наяву. Для начала разберемся с этимологией первого слова в данном выражении. По мнению большинства лингвистов, «бред» является производным от глагола «бродить» (или «брести»). Так считает и автор этимологического словаря Г. Крылов. А что значит «бродить»?</p>
</p>
<p>
<ol>
<li>Крылов.</li>
<li>Таким образом они обманывали наивных покупателей, которые полагали, что приобретают молодую лошадь только несколько невзрачного окраса.</li>
<li>Колесников в учебном пособие «Этимология» упоминают статью А.</li>
</ol>
<p>
<h2>«Бред сивой кобылы»: что означает эта фраза на&nbsp;самом деле</h2>
</p>
<p>
<p>Фактически по смыслу его можно приравнять к «бреду сивой кобылы». Почему же загадочная сивая масть столь часто преподносилась нашими предками не в самом выгодном свете? Термин «сивый» обозначает также «седину», то есть то, что лошадь уже находится в преклонном возрасте и является недееспособной. Сивого коня крестьяне никогда не впрягали для того, чтобы проложить в поле первую борозду. Раньше думали, что лошадь подобной масти просто не способна сделать это так, как следует.</p>
</p>
<p><img 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" width="252px" alt="ты такая красивая как кобыла сивая"/></p>
<p>
<h2>«Бред» от «бродить» или от «брить»?</h2>
</p>
<p>
<p>Введенская и Н. Колесников в учебном пособие «Этимология» упоминают статью А. Корнева, который утверждал, что слово «бред» произошло от глагола «брить» (то есть «срезать»). По предположению Корнева, изначально бредом называли различные сорные травы, отходы, которые оставались после обработки конопли. И только со временем значение понятия трансформировалось и бредом стали называть любую глупость, нелепицу, чепуху. Как бы то ни было, и в первой, и во второй версии со временем бред приобрел тот <a href="https://vizerunok.com.ua/brokerskaya-kompaniya-hycm-broker/">hycm</a> самый смысл, который несет в себе и по сей день.</p>
</p>
<p>
<p>Кроме того иногда не слишком честные крестьяне, желающие продать старую кобылу, выдавали ее седину за сивую масть. Таким образом они обманывали наивных покупателей, которые полагали, что приобретают молодую лошадь только несколько невзрачного окраса. Такую заведомо нечестную сделку тоже можно назвать ложью, то есть одним из значений выражения «бред сивой кобылы». В русском языке есть по крайней  мере еще один фразеологизм, в котором фигурирует лошадь сивой масти. Это <a href="https://eduforex.info/foreks-dlja-nachinajushhih-otzyvy-o-brokere-promsvjazbank-obzor-investora-html/">промсвязьбанк брокер отзывы</a> выражение «Врет как сивый мерин».</p></p>
]]></content:encoded>
			<wfw:commentRss>http://www.tuncer.com.tr/bred-sivoj-kobyly-kak-pojavilos%d1%8c-jeto-vyrazhenie/feed/</wfw:commentRss>
		<slash:comments>0</slash:comments>
		</item>
		<item>
		<title>Акции BioNTech продолжаем покупать Технический анализ</title>
		<link>http://www.tuncer.com.tr/akcii-biontech-prodolzhaem-pokupat%d1%8c-tehnicheskij/</link>
		<comments>http://www.tuncer.com.tr/akcii-biontech-prodolzhaem-pokupat%d1%8c-tehnicheskij/#comments</comments>
		<pubDate>Tue, 21 May 2024 17:13:01 +0000</pubDate>
		<dc:creator><![CDATA[TUNCER]]></dc:creator>
				<category><![CDATA[Форекс обучение]]></category>

		<guid isPermaLink="false">http://www.tuncer.com.tr/?p=20762</guid>
		<description><![CDATA[BioNTech представила многообещающие данные из II Анализ деятельности BioNTech и I/II фазы испытаний BNT327/PM8002, биспецифического анти-VEGF-A/PD-L1. Аналитик подчеркнул, что BioNTech необходимо диверсифицировать свою деятельность, не ограничиваясь предложением вакцины COVID-19, и это мнение было ранее поддержано рынком в отношении Moderna. Выручка BioNTech при этом рухнула на 74% по сравнению с прошлым годом — с €3,46&#160;млрд до [&#8230;]]]></description>
				<content:encoded><![CDATA[<p>BioNTech представила многообещающие данные из II <a href="https://boriscooper.org/analiz-deyatelnosti-biontech-i-carnival-corporation/">Анализ деятельности BioNTech</a> и I/II фазы испытаний BNT327/PM8002, биспецифического анти-VEGF-A/PD-L1. Аналитик подчеркнул, что BioNTech необходимо диверсифицировать свою деятельность, не ограничиваясь предложением вакцины COVID-19, и это мнение было ранее поддержано рынком в отношении Moderna. Выручка BioNTech при этом рухнула на 74% по сравнению с прошлым годом — с €3,46&nbsp;млрд до €895,3&nbsp;млн, что связано прежде всего с падением продаж вакцины от COVID-19, разработанной германской компанией совместно с американской Pfizer. Спрос на них существенно падает, так как мир постепенно выходит из состояния пандемии. И BioNTech снизила собственный прогноз по годовым продажам вакцин на 20% — с €5&nbsp;млрд до €4&nbsp;млрд.</p>
<h2>JPMorgan повышает целевой уровень акций BioNTech в связи с обновлением данных по онкологии</h2>
<p>Согласно планам, первая введённая в эксплуатацию производственная линия сможет выпускать лекарственные препараты в объёме примерно 50&nbsp;млн доз в год. В дальнейшем, производственные мощности будут последовательно увеличиваться за счёт добавления дополнительных линий и участков к производственной сети на континенте, что позволит достигнуть уровня выпуска в размере нескольких сотен миллионов доз вакцины на основе мРНК[8]. Сотрудничая с Tempus AI, Inc., BioNTech намерена расширить свои исследования и разработки в области онкологии. Партнерство позволит использовать обширные мультимодальные наборы данных Tempus для разработки новых методов лечения рака.</p>
<h2>BioNTech SE — обзор выручки компании</h2>
<ul>
<li>Спрос на них существенно падает, так как мир постепенно выходит из состояния пандемии.</li>
<li>Поскольку информация в куки-файлах не меняется при передаче куки в браузер и обратно, куки никаким образом не могут повлиять на работу компьютера.</li>
<li>Компания Google может использовать эту информацию для оценки вашего поведения на сайте, для составления отчетности по активности сайта и предоставления других сервисов, относящихся к активности вебсайта и пользовании Интернетом.</li>
<li>Кроме того, функциональные куки используются, к примеру, для хранения информации о ваших предпочтениях и вашей идентификации как пользователя, а также для защиты ваших данных и более эффективной и надежной работы этой информации.</li>
<li>К примеру, благодаря куки вы можете не вводить свое имя пользователя каждый раз, когда заходите на нашу торговую платформу, и можете не выбирать свой язык при каждом открытии платформы, поскольку куки запоминают ваши предпочтения по выбору языка.</li>
<li>Ранее опасения BioNTech были связаны с отсутствием достаточного количества рандомизированных данных, подтверждающих переход компании к онкологическому направлению.</li>
</ul>
<p>Несмотря на то, что компания не ограничена в возможностях использовать данную информацию до её публикации, мы не стремимся получить выгоду на её основе до того момента, как она станет известной нашим клиентам. Мы стремимся принять все организационные и административные меры с целью совершения всех разумных действий по предотвращению конфликтов интересов и предупреждению рисков утраты денежных средств или других материальных активов нашими клиентами. Мы реализуем политику независимости, согласно которой наши сотрудники должны действовать исключительно в интересах наших клиентов и предупреждать все конфликты интересов, которые могут возникнуть в ходе предоставления наших услуг. Еще одно применение куки – это хранение записей о ваших входах в свой Личный кабинет.</p>
<h2>Индекс стабильности повышение цены акции</h2>
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width="306px" alt="Анализ деятельности BioNTech"/></p>
<p>Напомню, все сигналы покажет индикатор ribbon на графике и на своей информационной панели. Каждый из вас может получить индикатор бесплатно, надо просто написать в&nbsp;онлайн чат&nbsp;и узнать условия. Единственный способ торговли на ближайшее время, это дождаться окончания коррекции на таймфрейме H4 и купить когда индикатор ribbon покажет сигнал “бычья доливка”.</p>
<h2>Мой план торговли на BIONTECH 20.09.2024</h2>
<p>На данном вебсайте включена функция Google Analytics &#8211; сервис веб-аналитики, предоставляемый компанией Google, Inc. («Google»). Google Analytics на основе аналитических куки-файлов, хранящихся на вашем компьютере, позволяет вебсайту проводить анализ поведения пользователя на сайте. Информация, создаваемая куки-файлом и содержащая сведения о вашем пользовании вебсайтом (в том числе ваш IP-адрес) может передаваться на сервера компании Google и храниться там.</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://boriscooper.org/wp-content/uploads/2021/07/d6cd4c2b-6726-4ce8-b030-3f71aca070d4.jpg" width="302px" alt="Анализ деятельности BioNTech"/></p>
<h2>Как часто обновляется анализ InvestRank?</h2>
<p>Кроме того, функциональные куки используются, к примеру, для хранения информации о ваших предпочтениях и вашей идентификации как пользователя, а также для защиты ваших данных и более эффективной и надежной работы этой информации. К примеру, благодаря куки вы можете не вводить свое имя пользователя каждый раз, когда заходите на нашу торговую платформу, и можете не выбирать свой язык при каждом открытии платформы, поскольку куки запоминают ваши предпочтения по выбору языка. Материал не готовился в соответствии с юридическими требованиями, призванными обеспечить независимость анализа, поэтому его можно считать лишь общим обзором рынка.</p>
<h2>Акции BioNTech продолжаем покупать &#8211; Технический анализ</h2>
<p>Этот шаг свидетельствует о более нейтральном взгляде на потенциал акций, уравновешивающем текущую ценность сегмента вакцин COVID и открывающиеся перспективы в онкологии. Внимание также направлено на то, как руководство планирует выработать стратегию развития BNT327. На прошлой неделе растущая оценка рынком потенциала BNT327 проявилась в ралли акций. Ранее опасения BioNTech были связаны с отсутствием достаточного количества рандомизированных данных, подтверждающих переход компании к онкологическому направлению.</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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" width="300px" alt="Анализ деятельности BioNTech"/></p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://boriscooper.org/wp-content/uploads/2021/08/2df7214e-339c-43ce-ae54-4e7223da52bb.jpg" width="303px" alt="Анализ деятельности BioNTech"/></p>
<p>Мы можем получать информацию о вас на основе куки-файлов, отправляемых нашим вебсайтом. К примеру, сессионные куки используются только в том случае, если пользователь активно пользуется сайтом. Куки не содержат в себе вирусы или вредоносное ПО, которое может нанести вред вашему компьютеру. Поскольку информация в куки-файлах не меняется при передаче куки в браузер и обратно, куки никаким образом не могут повлиять на работу компьютера. Они лишь являются своего рода журналом регистрации, в котором отражается активность пользователя и действия, которые он совершает, а также записывается информация о статусе пользователя на сайте.</p>
<p>Эти куки позволяют нам предоставлять самое качественное обслуживание пользователей за счет быстрого выявления и устранения всех возникающих неполадок и проблем. К примеру, мы можем использовать куки для анализа того, какие страницы вебсайта наиболее популярны и какой метод линковки (связи) между страницами сайта работает лучше всего. Последняя функция позволяет также понять, были ли вы направлены к нам с другого сайта, и помогает вносить улучшения в будущие рекламные кампании.</p>
<p>Компания Trading Point of Financial Instruments Limited предоставляет инвестиционные и вспомогательные услуги резидентам стран Европейского экономического пространства (ЕЭП). Единственный способ торговли на ближайшее время, это дождаться окончания коррекции на таймфрейме H4 и купить когда индикатор ribbon покажет сигнал &#8220;бычья доливка&#8221;. В блогосфере на данный момент преобладает бычий тренд с оценкой в 100.00% по акциям BioNTech SE (BNTX), при этом в среднем по сектору оценка акций составляет 71.27%. По итогам третьего квартала чистая прибыль BioNTech достигла €160,6&nbsp;млн против убытка в размере €190,4&nbsp;млн во втором квартале. В пересчете на акцию прибыль компании составила €0,67, в то время как аналитики, опрошенные FactSet, ожидали получения компанией убытка в размере €0,59. В октябре 2021 года компания сообщила, что планирует развернуть первый на территории Африканского союза современный завод по производству вакцин на основе мРНК (в Руанде).</p>
<p>Данный маневр может закончиться как на линии восходящего тренда, так цена может упасть и немного ниже, на линию контртренда (внешняя сторона пробитого тренда). Главное, не покупать при минимальной задержке на линиях тренда, а дождаться сигнал от индикатора и только тогда пытаться брать buy. BioNTech и Pfizer также обнародовали частичные результаты испытаний комбинированной вакцины против гриппа COVID-19 и рассматривают возможность внесения изменений для повышения эффективности вакцины против гриппа В. Кроме того, FDA присвоило статус Fast Track исследуемому препарату BioNTech и DualityBio BNT324/DB-1311 для лечения метастатического кастрационно-резистентного рака предстательной железы.</p>
<p>Компания Google может использовать эту информацию для оценки вашего поведения на сайте, для составления отчетности по активности сайта и предоставления других сервисов, относящихся к активности вебсайта и пользовании Интернетом. Google может также передавать эту информацию третьим лицам, если это требуется по закону или в случаях, когда такие третьи лица обрабатывают информацию от лица Google. Пользуясь данным вебсайтом, вы предоставляете компании Google обрабатывать данные о вас в целях и способами, указанными выше. Следовательно, материалы следует рассматривать как материалы рекламного характера согласно соответствующим законам и правовым нормам. Рекомендуем Вам прочесть и уяснить для себя положения наших «Уведомления о субъективном инвестиционном исследовании» и «Предупреждения о рисках» в отношении приведённой выше информации. Функциональные куки мы используем для анализа посещений нашего вебсайта пользователями, а также для слежения за работой нашего сайта и повышения удобства его пользования.</p>
<p>Другими словами, когда вы входите в Личный кабинет для пополнения счета, создаются «сессионные куки», с помощью которых вебсайт запоминает, что вы уже вошли в свой кабинет. Если бы сайт не создавал этот куки-файл, вам пришлось бы вводить свой логин и пароль на каждой новой странице, которую вы будете видеть, выполняя действия по пополнению счета. Для получения дополнительной информации, пожалуйста, ознакомьтесь с нашими Условиями использования. Данный вебсайт принадлежит компании Trading Point of Financial Instruments Limited, регистрационный номер HE251334, расположенной по адресу 12 Richard &amp; Verengaria Street, Araouzos Castle Court, 3rd Floor, 3042 Лимассол, Кипр. В пятницу, 13 сентября я уже писал про акции biontech, но к сожалению на таймфрейме H1 сигнал у нас не получился, индикатор ribbon его не дал. На данный момент, варианты торговли остались и сегодня проговорим про них подробно.</p>
<p>Германская фармацевтическая компания BioNTech представила финансовую отчетность за третий квартал, из которой следует, что производитель вновь вернулся к прибыльности. 11 декабря 2020&nbsp;года FDA допустила использование вакцины к COVID-19 в США[19]. Pfizer и BioNTech подписали контракты на поставку 30 миллионов доз вакцины для Великобритании[12][13], 100 миллионов доз для Соединённых Штатов[14] и 120 миллионов доз для Японии, в&nbsp;случае, если будет доказана безопасность вакцины. С 2020&nbsp;года компания стала работать над вакциной против COVID-19 совместно с Pfizer[9] и Fosun Pharmaceutical[10][11].</p>
<p>Форекс обучение в школе Бориса Купера, переходите по ссылке и узнаете больше — <a href="https://boriscooper.org/">https://boriscooper.org/</a>.</p>
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		<title>Калькулятор усреднения курса валют</title>
		<link>http://www.tuncer.com.tr/kal%d1%8ckuljator-usrednenija-kursa-valjut/</link>
		<comments>http://www.tuncer.com.tr/kal%d1%8ckuljator-usrednenija-kursa-valjut/#comments</comments>
		<pubDate>Wed, 15 Nov 2023 11:36:28 +0000</pubDate>
		<dc:creator><![CDATA[TUNCER]]></dc:creator>
				<category><![CDATA[Форекс обучение]]></category>

		<guid isPermaLink="false">http://www.tuncer.com.tr/?p=20481</guid>
		<description><![CDATA[Например, вы&#160;купили 100&#160;¥ по&#160;10&#160;₽, а&#160;спустя некоторое время&#160;— еще 200&#160;¥ по&#160;11,5&#160;₽. RUONIA может использоваться в&#160;ценообразовании широкого круга финансовых инструментов, включая корпоративные кредиты и&#160;облигации. В&#160;наибольшей степени она&#160;участвует в&#160;ценообразовании на&#160;рынке деривативов, которые позволяют хеджировать процентный риск. Министерство финансов выпускает облигации федерального займа с&#160;привязкой купона к&#160;RUONIA, а&#160;Федеральное казначейство привязывает к&#160;RUONIA стоимость размещения временно свободных бюджетных средств. Нельзя однозначно сказать, [&#8230;]]]></description>
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m0JIN63JTeB4xDvJ2BEhgABCEAAAhCAAAQgAAEIQAACEIAABCAAAQhMkgDi/STNWm9QiPf1OFELAhCAAAQgAAEIQAACEIAABCAAAQhAAAIQgMDQBBDvhyYe0fkQ7yMyBl2BAAQgAAEIQAACEIAABCAAAQhAAAIQgAAEIOARQLyf8XRAvJ+x8Rk6BCAAAQhAAAIQgAAEIAABCEAAAhCAAAQgEDUBxPuozdNv5xDv++VL6xCAAAQgAAEIQAACEIAABCAAAQhAAAIQgAAE2hJAvG9LbgLHId5PwIgMAQIQgAAEIAABCEAAAhCAAAQgAAEIQAACEJgkAcT7SZq13qAQ7+txohYEIAABCEAAAhCAAAQgAAEIQAACEIAABCAAgaEJIN4PTTyi8yHeR2QMugIBCEAAAhCAAAQgAAEIQAACEIAABCAAAQhAwCOAeD/j6YB4P2PjM3QIQAACEIAABCAAAQhAAAIQgAAEIAABCEAgagKI91Gbp9/OId73y5fWIQABCEAAAhCAAAQgAAEIQAACEIAABCAAAQi0JYB435bcBI5DvJ+AERkCBCAAAQhAAAIQgAAEIAABCEAAAhCAAAQgMEkCiPeTNGu9QSHe1+NELQhAAAIQgAAEIAABCEAAAhCAAAQgAAEIQAACQxNAvB+aeETnQ7yPyBh0BQIQgAAEIAABCEAAAhCAAAQgAAEIQAACEICARwDxfsbTAfF+xsZn6BCAAAQgAAEIQAACEIAABCAAAQhAAAIQgEDUBBDvozZPv51DvO+XL61DAAIQgAAEIAABCEAAAhCAAAQgAAEIQAACEGhLAPG+LbkJHId4PwEjMgQIQAACEIAABCAAAQhAAAIQgAAEIAABCEBgkgQQ7ydp1nqDQryvx4laEIAABCAAAQhAAAIQgAAEIAABCEAAAhCAAASGJoB4PzTxiM6HeB+RMegKBCAAAQhAAAIQgAAEIAABCERJ4K//+q+z3/3d342yb3QKAhCAAASmTQDxftr2XTo6xPsZG5+hQwACEIAABCAAAQhAAAIQgEAlAQn3u3btyu6///7sscceq6zftILaf/755/Mf/b2sNKlb1c7rr7/etKvUhwAEIACBEQgg3o8APZZTIt7HYgn6AQEIQAACEIAABCAAAQhAAAKxEXDC/d13353p54EHHggm4Es837FjR3bXXXct/Ozdu3cVhrK6Bw8ebIRM7ah9nbPpsY1ORGUIQAACEAhGAPE+GMr0GkK8T89m9BgCEIAABCAAAQhAAAIQgAAE+idghfvQAr487Y8ePZo5D/i33norF9QlrOs9v+h/vXflypX8ZV+EP336dC0YqudEe8T7WsioBAEIQCAKAoj3UZhhnE4g3o/DnbNCAAIQgAAEIAABCEAAAhCAQLwEyoT70AK+JaDzFgnrEvZtkZBfV4RXu1u2bMkuXbqUN1P3uHgtRM8gAAEIzIcA4v18bL1qpIj3MzY+Q4cABCAAAQhAAAIQgAAEIACBVQSqhPs+BXwn3ssjv05pK8K3Pa5On6gDAQhAAAJhCSDeh+WZVGuI90mZi85CAAIQgAAEIAABCEAAAhCAQI8E6gr3fQn4J0+ezL3inYf8sqE6z/u6Qr/fFuJ9j5OIpiEAAQgEJoB4HxhoSs0h3qdkLfoKAQhAAAIQgAAEIAABCEAAAn0RaCrchxDwdU7Fs9ePEskqtI2Nd182Xon2dYV+2wbifV+ziHYhAAEIhCeAeB+eaTItIt4nYyo6CgEIQAACEIAABCAAAQhAAAI9EnjjjTeylZWVzInydX8/+OCD2RNPPNGqZ+fOncsFePcj8V7e91WlLDZ+1XHufcT7uqSoBwEIQGB8Aoj349tgtB4g3o+GnhNDAAIQgAAEIAABCEAAAhCAQGQEmgr4XYT7oqG7sDnywi8rSl4rkV8/RYls6yBFvK9DiToQgAAE4iCAeB+HHUbpBeL9KNg5KQQgAAEIQAACEIAABCAAAQhESqCugB9auHc4JNxLXJd3fVFx4XVef/311gQR71uj40AIQAACgxNAvB8ceTwnRLyPxxb0BAIQgAAEIAABCEAAAhCAAATiICAB/zOf+czSEDp/8Ad/0EtnT58+XSrehxDu1WnE+15MR6MQgAAEeiGAeN8L1jQaRbxPw070EgIQgAAEIAABCEAAAhCAAASGJfCFL3wh+7mf+7lVAv727dvz15955plOHSrznN+xY0curtv3nUf+lStXKs8rr/1lIXUQ7ysRUgECEIBANAQQ76MxxfAdQbwfnjlnhAAEIAABCEAAAhCAAAQgAIG4CUj8lkDvflzyWifc6/Vdu3Zl3/jGN1oPxAnoly5dykPkSJQ/ePBgLtwfPXp0oV39r9cl4D///POrfnyhX38XifP+cXpfiwTutS4heFoD4EAIQAACEKhFAPG+FqZpVkK8n6ZdGRUEIAABCEAAAhCAAAQgAAEItCfwxBNPLIj39913Xy5233///Quvd/G+l1jvvOwlputHSWglqNviRH1Xz/4+d+7cu4doIcAuADhBv87x7alxJAQgAAEI9EEA8b4Pqom0iXifiKHoJgQgAAEIQAACEIAABCAAAQgMQkDe9Dt37lwQ6f/qr/4qe+qpp/JQOb5HflfvezcgCe6hvN8l/i9LeDsIRE4CAQhAAALBCCDeB0OZXkOI9+nZjB5DAAIQgAAEIAABCEAAAhCAQH8EvvrVry4I9CsrK++eTMK+BHtfwO/ifd/HKOS9r6S3FAhAAAIQmAYBxPtp2LHVKBDvW2HjIAhAAAIQgAAEIAABCEAAAhCYKIH9+/cviPNnzpxZGGlf3vchcCp8juLiUyAAAQhAYDoEEO+nY8vGI0G8b4yMAyAAAQhAAAIQgAAEIAABCEBgogRsotp77703e+uttxZGWxRWJzbv+4mah2FBAAIQmCUBxPtZmv2dQSPez9j4DB0CEIAABCAAAQhAAAIQgAAEFgjYRLWPP/54ISFbL1Tse8wBAQhAAAIQsAQQ72c8JxDvZ2x8hg4BCEAAAhCAAAQgAAEIQAAC7xIo8qi/fPlyISF548srP+bY95gWAhCAAASmQQDxfhp2bDUKxPtW2DgIAhCAAAQgAAEIQAACEIAABCZGYFmi2qKh4n0/sQnAcCAAAQhESgDxPlLDDNEtxPshKHMOCEAAAhCAAAQgAAEIQAACEIidQFWiWtt/vO9jtyj9gwAEIDANAoj307Bjq1Eg3rfCxkEQgAAEIAABCEAAAhCAAAQgMCECdRLVFg0X7/sJTQKGAgEIQCBSAoj3kRpmiG4h3g9BmXNAAAIQgAAEIAABCEAAAhCAQMwE6iaqtWPA+z5mq9I3CEAAAtMggHg/DTu2GgXifStsHAQBCEAAAhCAAAQgAAEIQAACEyHQJFFt0ZDxvp/IRGAYEIAABCIlgHgfqWGG6Bbi/RCUOQcEIAABCEAAAhCAAAQgAAEIxEqgaaJaOw6872O1LP2CAAQgMA0CiPfTsGOrUSDet8LGQRCAAAQgAAEIQAACEIAABCAwEQJNE9UWDRvv+4lMBoYBAQhAIEICiPcRGmWoLiHeD0Wa80AAAhCAAAQgAAEIQAACEIBAbATaJqq148D7PjbL0h8IQAAC0yGAeD8dWzYeCeJ9Y2QcAAEIQAACEIAABCAAAQhAAAITIdA2UW3R8PG+n8ikYBgQgAAEIiOAeB+ZQYbsDuL9kLQ5FwQgAAEIQAACEIAABFYTkOfv888/DxoIQGBgAl0T1dru4n0/sAE5HQQgAIGZEEC8n4mhi4aJeD9j4zN0CEAAAhCAAAQgAIHRCUi437VrV/bQQw/1IuC7hQEtDujvOkX1Xn/99TpVF+pIuLx06VI+Dv2mQCB2Al0T1RaND+/72K1O/yAAAQikRwDxPj2bBesx4n0wlDQEAQhAAAIQgAAEIACBRgSccH/33Xdn+gkp4Et837FjR3bXXXct/Ozdu7e0jzpG7+uYgwcPNhqLxHp7ri1btiDiN6JI5aEJhEhUa/uM9/3QVuR8EIAABKZPAPF++jYuHSHi/YyNz9AhAAEIQAACEIAABEYjYIX70AK+vN+PHj36rge9BEUJ8hLYi0L0nD59+l3Rvql4r7HoGAn/Oo+KXpN4rx/32miwOTEECgiESlRbBBfve6YcBCAAAQiEJIB4H5JmYm0h3idmMLoLAQhAAAIQgAAEIJA8gTLhPrSAb0E5kd161Tuh3YW6aSrea5FAx1iR3nnjnzt3LnmbMYDpEQiZqNbSwft+evOFEUEAAhAYkwDi/Zj0Rz434v3IBuD0EIAABCAAAQhAAAKzIlAl3Pcp4DvxXmL7stJUvC+rLwGzaVuzmgwMdjQCoRPVFg0E7/vRzMuJIQABCEyOAOL95Exaf0CI9/VZURMCEIAABCAAAQhAAAJdCNQV7vsS8E+ePJmL6VXJZJsI7oqTr/pqu6g0aasLW46FQBMCfSSqtefH+76JRagLAQhAAALLCCDez3h+IN7P2PgMHQIQgAAEIAABCEBgMAJNhfsQAr7Oqfj2+lE8esWfL4p3byE0EdydN39Zuy6J7WCgOREEahDoI1Ft0Wnxvq9hDKpAAAIQgEAlAcT7SkTTrYB4P13bMjIIQAACEIAABCAAgTgIKETHH/3RH2X33ntv5kT5ur937NiRSQBsUxRr3onn+i3xvsxD3m8f8b4NbY5JhUCfiWotA7zvU5kV9BMCEIBA3AQQ7+O2T6+9Q7zvFS+NQwACEIAABCAAAQjMmMD58+ezw4cP56L9z/3cz737U1e43759e37Mvn37MoX56Fpc2Bx54S8rocV7LUBQIBALgT4T1RaNEe/7WCxPPyAAAQikSwDxPl3bde454n1nhDQAAQhAAAIQgAAEIACBdwlcvnw5O3bsWLZz584Fwd4X7/V3lYDvhHv/uF27dmVPPvlkJm/etkXCvcR5eR+XlSbivYt5X5YEt0lbbcfEcRCoS2CIRLW2L3jf17UO9SAAAQhAoIwA4v2M5wbi/YyNz9AhAAEIQAACEIAABIIQeOWVV7ITJ05kEtetSF/0/2c/+9ns/vvvLxXwP/3pTy9tR578WiC4efNm4/6fPn06qHivDkigL/Lmr0pm27jzHACBjgSGSFRb1EW87zsajsMhAAEIzJwA4v2MJwDi/YyNz9AhAAEIQAACEIAABFoTkOe6BLmVlZVagr2EfQn8V69ezc/59a9/PRf7rQf+gw8+mLcrD/7HH3+8su0DBw5kL7300qpxSDgvKgphI7G97H0nxh88eLCUjcbue//L676oTRemZ5mXf2sDcCAEWhAYKlGt7Rre9y2MxSEQgAAEIPAuAcT7GU8GxPsZG5+hQwACEIAABCAAAQg0IiBPd4Wt2bNnT6WoLo97hc6Rh7w884uKFfCdcO/XfeONN3LRvyoMjxYRnnnmmezOnTv54S5czaVLl/IQOVeuXMkkyOv1ohA3zz//fOZ+VEciv/vfF/qdN70v7qt9d4w7n44lZE6j6UXlngkMmai2aCh43/dsYJqHAAQgMGECiPcTNm7V0BDvqwjxPgQgAAEIQAACEIDAnAlIPJcoXlewV0gbJakt8oZfJuBLnJe4V1YkyqsfVZ7+akdiv5LlOi97iej62bJlSy7I2+IEeVfP/j537ty7hzih3i4ASLRX+/6x8rynQCAWAkMnqrXjxvs+lplAPyAAAQikRwDxPj2bBesx4n0wlDQEAQhAAAIQgAAEIDARAhLZzp49m9kQG8vi2Uuwl2CuhJhNizzw/+RP/qT2YVoYULicqvj6Crsjr38J7svC5NQ+8bcqOo/6slA4Og9hcpoQpe4QBMZIVFs0Lrzvh7A254AABCAwPQKI99Ozae0RId7XRkVFCEAAAhCAAAQgAIEJE5Bnu5JZ1hHFnWiu0DE6xoWqGRqPRHKF5ZG3/zIhX7sG1M82Cwt2TPKuV9JbCgRSIjBWolrLqMj7Xn2jQAACEIAABJYRQLyf8fxAvJ+x8Rk6BCAAAQhAAAIQmDkBidnylq+TGNaJ4xL35ZXvJ2wdG6P6olj8SoC7TMTX+6dOnWrdd4XP2bt379jD5fwQaExgrES1RR213vf79u1rPB4OgAAEIACBeRFAvJ+XvRdGi3g/Y+MzdAhAAAIQgAAEIDBTAhLsFeamymPdCeES1xRvXvHvYy/y4lV/q0LqyGP/6tWrsQ+H/kGgM4GxE9XaARR539fNkdEZBg1AAAIQgECSBBDvkzRbmE4j3ofhSCsQgAAEIAABCEAAAnETuHz5ch5iRgldq4Rtva9QM/Jmv3nzZtwDK+mdhHktUFSNVR7JWsygQGCqBMZOVFvEFe/7qc42xgUBCECgHwKI9/1wTaJVxPskzEQnIQABCEAAAhCAAARaEFCy1hMnTlSGk3EC98rKSiZRLVXBvgiRdgtoTFWLFhr7mTNnRovf38K8HAKBSgKxJKq1HcX7vtJ0VIAABCAAAY8A4v2MpwPi/YyNz9AhAAEIQAACEIDABAkoRIbEaonRVV7nel9x4CXwTz2EjERMxeqv4qJQQuIxpQWMCU5zhlSTQCyJaou6i/d9TSNSDQIQgAAEMsT7GU8CxPsZG5+hQwACEIAABCAAgYkQkNCsEDcKdVNHsJcXukLoyDN/jkUhhA4ePFjJSnVUlwKBVAnElKjWMsT7PtVZRb8hAAEIDE8A8X545tGcEfE+GlPQEQhAAAIQgAAEIACBBgQUDkZJZOsK9vIoVwx4EkO+B1mLHvKyr0rcK299ee3Le58CgVQIxJaotogb3vepzCb6CQEIQGBcAoj34/If9eyI96Pi5+QQgAAEIAABCEAAAg0IyFNVIrL1pl3mbS/BXglZEZ7LQd+5cyePd68QQstYasfCqVOnMi2cUCAQO4EYE9VaZnjfxz6L6B8EIACBOAgg3sdhh1F6gXg/CnZOCgEIQAACEIAABCBQk4CEZcWtPnDgQGWYFyc8K9yLjtGxlGYEtNBRZ3FEiyJTzxPQjBy1YyIQa6LaIkZ438c0c+gLBCAAgTgJIN7XtIu23T3//PP5j/5eVrSCfunSpbyufjctXY+vez7E+7qkqAcBCEAAAhCAAAQgMBQBCW8SkR9//PHagr3EfXnl6z6a0p2AhHnlBajKIbBv3758oYQCgZgIxJyo1nLC+z6mmUNfIAABCMRJAPG+wi6vv/56tmPHjuyuu+5a+Nm7d2/hkRLrbd0tW7bUFvG7Ht9kmiHeN6FFXQhAAAIQgAAEIACBZQTk6V7l5LLseAn28uiuisHuBGUJx4p7TxiX/ualhEWFyqkKqaP3lTSYxZP+bEHL9QnEnKi2aBR439e3LTUhAAEIzJEA4n2F1eU9f/To0UwivopuSLUVVwK93vOLHlb0uoR9d+Oq1yTe66fqZrbr8U0nMOJ9U2LUhwAEIAABCEAAAhAoIiDhXsljJeI2EfAvX76ce3grnvoyL++f/umfzv7dv/t32ac+9an83lzJVsuK7tvPnTuX36tfuXKlscG6Ht/4hAkcoN0Q8mauShCshRfZc5l9EhguXUyYQAqJai1e22ddC0munfAkpOsQgAAEAhNAvG8B1InsEvH9ogcJifdWpHfe9HqIWFa6Ht90KIj3TYlRHwIQgAAEIAABCEDAEnDC/d13353pp0rAf+WVV7ITJ05UenNLwPrkJz+ZfeQjH1m1s9Xeh7s+nTx5clVd7aJ1jjhV1ut6fFX7U3hfCy51QhoplBEC5BQsntYYUkhUW0TUfqa0s4gCAQhAAAIQEAHE+xbzwIn3Etv9IuG+6EFCYn7ZeyGPbzoUxPumxKgPAQhAAAIQgAAEIOATsMJ9mYCv+2eJaisrK5Vx1CXaawFAAv8f/MEf5PfXzoNeIrx2uere+vTp0wvG0P96XQK8K3KeqXMfrvpdj5/bzFC4ItmoateEbK7wRiQQntsMGX68KSWqtXTwvh9+vnBGCEAAAqkQQLxvYSnnkeMno9WDhH1YqCPMuzpdj28xjHzlhgIBCEAAAhCAAAQgAIE2BMqEeyfgf+Yzn8nF3apQKy5cjkRghVyRZ74rRWEnJeQXCfIKUykve1vcvXuV933X49swnMIxmgcS56sWZmRfzQdyFEzB6nGOIaVEtUUE8b6Pc17RKwhAAAJjE0C8r2EBrYIrZqZ+5OmjG/uyePf2dde8S2Jbdjrnzd/2+BrDWFUF8b4NNY6BAAQgAAEIQAACEKgS7p2AvyyOvd5TjHQlqW0aXsWK984RpmgXbJ0Qll2PZ0a8Q0B2VLicKrtLpPQXaeAHgRAEUktUa8eM932IWUAbEIAABKZHAPG+hk3ddlsnwEu897fjqomu4nvX42sMo1C8dxOA37/+bgwpWMCCOcAcYA4wB5gDzAHmQPkc+O///b9n9913Xx7fvs5PkZArr/xf/uVfzn7t136t8T3Yww8/nHve/+RP/uS7x37hC1/IX/vEJz6xqr1f/MVfzN+75557Ss/V9Xjmy+J8eeSRR7LPfvaz2fbt25cK+ZpH2pnRZh7AnOu0Pwc05/xrjeaexPzU5slDDz20MI77778/uTGkxpz+NruWKAQeBQIQGJYA4n0L3m7rrbzwXakjvhdt4w11fIthEDanDTSOgQAEIAABCEAAAjMmUNfj3or6EtUk+iusRdfY58o7JTHeD2Epk8jBRj+2uDA7ZTtcXf2ux894WpQOXWGPnnzyycrkxMpxcOrUqawoTFJZ41//+tfzXRsUCIhAqolqrfXwvmc+QwACEICAJYB433JOuERZ+nJVcVttbRJb13xVoqyux7cZBmFz2lDjGAhAAAIQgAAEIDBfAn/5l3+Zx5Wv43Hv11F4nKKQNk1JOoeZorYkzuueW/1T8ln9r3pu92yVeN/1+KZjmVt9Ldzs27evMqSO8h5cvXp1KR4J9xL85ZX82GOPBUfph011z3tlJ9FznHZqa/64xMp1OqTj1HbZT5OFjDrnm3KdlBPVFtmF2PdTnq2MDQIQgEBzAoj3zZnlR+iBQA8C/s2c/ve98V3TVcloXb2uxzcdCuJ9U2LUhwAEIAABCEAAAhCQh+uDDz5YW8CXcP/oo49mEti6FImZzju+TNiUN74Ee/ejHbNOlK8S79W3rsd3Gd9cjpUwL4/5qrj4Cnly/vz5VViccO8Whx544IFgAr6e27T44xZ83O+yhSe3I9uvr+OrkiNrUPYcdc85l3nSZJypJ6q1Y8X7von1qQsBCEBg+gQQ7ytsXHbj5W7q/PfdFl57jLups14b+t9/8Gh6fNfpiXjflSDHQwACEIAABCAAgXkSqCvghxLuRVlOMhLv6wijvlVc2JwmXtEhj5/nDKke9RtvvJGHOtm5c+dSIX9lZSU7c+ZMHm7JCvehBXy3W8PNFc01t+Nazlt+cc5cfi40lyutzi6TMs97167aotQjkHqi2qJR4n1fz/bUggAEIDAHAoj3FVZ24W7khSOxXTdybvutDZHjtvFK2Hf1naePvYFz3vj+602ODzE5Ee9DUKQNCEAAAhCAAAQgME8CVQJ+DMK9LOMcadpaqevxbc87l+O0I+Ps2bOZRPpl3vhKOLwsUXIID/yiHR1u8cc+z2khqSinmZsvTReZnL3dsyZhc+p9AqyXuq47U2CH9309+1MLAhCAwBwIIN5XWFk3a3brpG7UyrbdSrTX+/62R98bw53OCfV2AaDu8SEmJ+J9CIq0AQEIQAACEIAABOZL4Ld/+7ez7du3rwqhE1q41711G895d89ddj9eJfItO36+Vu9v5JcvX84dpcpE/KpcCyEE/KLR2fxlRY5Y7jg9z6l+G8955lvzuTWVRLVFI8f7vvl84AgIQAACUySAeN/AqrqZqutB4bZBljXvPPLLEiBVHd+g26VVEe9DUKQNCEAAAhCAAAQgMF8CCmciodUX8EMK9y6spEKX6P7Z/vj35npPgqlLAKrwI3KqWZaTyvembnL8fC0+zMhv3ryZnThxItNcckJ+lXAfOoSOG6nzvPedrrToYwV9V98J8HVyLFiaXb32h7FOPGeZWqJaSxbv+3jmGj2BAAQgMCYBxPuR6OtBwsZNHLoriPdDE+d8EIAABCAAAQhAYFoEDhw48K64KgFfoU1CJKd1lFwIkbLknr53s4sVXrUDVm0X7YJtcvy0rBjvaGRfedPXFe77EPDdApI86v3ikidbek7sbyreL1sQiNdC4/Zsaolqi2jifT/uHOPsEIAABGIggHg/ghV0E1rkATR0VxDvhybO+SAAAQhAAAIQgMB0CCiBqO8ZLQ/pRx55JJM37JjFed4v68OyXbB1jh9zfHM6t5LaKhZ+U/H+oYceKg1z2oSfW+QpSkDr5pBCrGrhxyW7dYtHTcV7t3hkFwma9HdudaeYqNbaEO/7uc1qxgsBCEBgNQHE+xnPCsT7GRufoUMAAhCAAAQgAIGOBF566aWF2OT79u3r2OJwh8ewC3a40aZ9pqYCfijhXp7wzru+LDeChHYJ++5HYW+cqN9UvC9LgJu29frr/VQT1RYRw/u+v3lEyxCAAARSIIB4n4KVeuoj4n1PYGkWAhCAAAQgAAEIzICAYpL7iUWffPLJJEYdyy7YJGBF0sm6An4o4V7D1k5pCep1c545VC5sTpMEy5qT8thvKvhHYp5RujHlRLUWKN73o0wxTgoBCEAgGgKI99GYYviOIN4Pz5wzQgACEIAABCAAgakQUDgTX7x/5ZVXpjI0xhEhgSoBXzkXvvSlLwXpeVvhXid3SWebdEShd7RQQKlHYOqJaoso4H1fb25QCwIQgMAUCSDeT9GqNceEeF8TFNUgAAEIQAACEIAABBYI3Lx5c0G437lzJ4Qg0DuBMgFfwr0WkjQPy0Lc1O2chHt5wTfxnHdtuxj5EvBt0XtFfVPoHZ2v6Ji6fZ5bvTkkqi2aP/5iqf5W6DIKBCAAAQhMnwDi/fRtXDpCxPsZG5+hQwACEIAABCAAgQ4EnnnmmQXxXl6hFAgMQcAK+E64d8Kmwjm1LUePHs2FdAn4CmFjf/wQOnpP4W5cgmMlnJX3vI61Rcep3aLEt3pN73VddGg75hSPm0Oi2iK74H2f4mylzxCAAAS6E0C8784w2RYQ75M1HR2HAAQgAAEIQAACoxKQ4Oh7gcoTlgKBoQg4Af/BBx/MQ+VYj2QJ6m2KE9Ilphf9SKx3RWK9rVPmPe888rU44Jdlon6b/s/hmDklqrX2JPb9HGY4Y4QABCCwmgDi/YxnBeL9jI3P0CEAAQhAAAIQgEBLAoo3fe+99y4IphJTKRAYkoDm3Ne+9rVM83HPnj0L83Hfvn2DdcV53i87obz0JfS3XVQYbDAJnGhOiWqLzIH3fQKTlC5CAAIQCEwA8T4w0JSaQ7xPyVr0FQIQgAAEIAABCMRB4PLly6MJpXEQoBexEbBzUp74Z8+ejaabCqcjT31KNwJzTFRrieF9320OcTQEIACBFAkg3qdotUB9RrwPBJJmIAABCEAAAhCAwIwIWM9X/U+BwNgErEfyrl27oogjr1A7RXHwx+aV4vnnmKi2yE5436c4e+kzBCAAgfYEEO/bs0v+SMT75E3IACAAAQhAAAIQgMDgBGyIkldeeWXwPnBCCFgCSvhqwzmxsDSteTLXRLXWinjfT2teMxoIQAACVQQQ76sITfh9xPsJG5ehQQACEIAABCAAgR4IKM64nxxUYqlCWVAgEAOBM2fOBEteG8N46MN7BOacqLZoHuB9z6cDAhCAwHwIIN7Px9arRop4P2PjM3QIQGA0AvICVOI6CgQgAIEUCSiOuC/eS0CiQCAWAlpIWllZWZij8tampE9g7olqrQXxvk9/TjMCCEAAAnUJIN7XJTXBeoj3EzQqQ4IABKImoAfPBx98MHvooYeCC/h6iNOigH7097Ki0AKKwau6ly5dahwT+PXXX3/3+CtXrkTNnM5BAAJhCVhvz2eeeSbsCWgNAh0JvPTSS6u87xUrnZIuARLVFtvOXo9ZqEp3jtNzCEAAAssIIN7PeH4g3s/Y+AwdAhAYnIAT7u++++5MP6EEfAnpO3bsyO66666Fn4MHDxaO8eTJk6vq6liJ+HVK0fE6v/pBgQAEpk2gSEBTGB0KBGIjUJS89s6dO7F1k/7UJECi2mJQRd73VQ4cNZFTDQIQgAAEIiKAeB+RMYbuCuL90MQ5HwQgMFcCVrgPKeDLe15CvfOAl4i+d+/eXKA/ffr0AnIJ9HpdArwr8sJ34r/+XlbUnj1eHvx6rWyxYK42Z9wQmCIBJab1Q+YoPAkFAjES0KISyWtjtEy7PpGotpybXagilFm7OcZREIAABGImgHgfs3V67hvifc+AaR4CEIDAtwiUCfehBPwiwV1CfpGgfvTo0fx1W7QAoNervLW2bNmSC/22OG98vO+Z8hCYNoFTp04tiPe6vlEgECuBJ598clVy5arvuVjHMud+kah2ufXxvp/zp4OxQwACcyGAeD8XSxeME/F+xsZn6BCAwCAEqoT7UAJ+0WCKxHsnslvxwnnULxPf9V6Zh73z6JcXPgUCEJgugX379i2IoYotToFArAQU5mnXrl0Lc/bAgQOxdpd+lRAgUW311MD7vpoRNSAAAQikTADxPmXrdew74n1HgBwOAQhAYAmBusJ9HwK+87yXp71fJNpLgFdYHSfUF4XSKRqWPPzLxHvXrjz4KRCAwDQJKAyJHzJHIUkkjlIgEDOBouS158+fj7nL9M0jQKLaetMB7/t6nKgFAQhAIFUCiPepWi5AvxHvA0CkCQhAAAIFBJoK96EFfBcepygJrV5T+BsnxBfFxi8zqo7Tjy1usQDxno8DBKZLwCaMxIN5urae2siUk8VfeJI3PgtPaViZRLX17YT3fX1W1IQABCCQGgHE+9QsFrC/iPcBYdIUBCAAAY/A17/+9XyrvhPl6/7WMV3j8Tov+GUJZJ24L+FeP3VFdxcbX3HvFWrHJctt2g6TBQIQSI/A4cOHFwTQZ555Jr1B0ONZErh58ybJaxO1PIlq6xsO7/v6rKgJAQhAIDUCiPepWSxgfxHvA8KkKQhAAAKGQFMBP4Rwr9A2zju+KJGtQuW4pLN6yFMdFwdfoXTqFHnua2HA/eh4J+rXXQSocx7qQAACcRHYuXPngnjfdaExrtHRm6kTsMmWFfZJoj4lXgIkqm1uG7zvmzPjCAhAAAIpEEC8T8FKPfUR8b4nsDQLAQhA4G8I1BXwQwj3OqUEeInzZYln3fvWQEo02yR8jj3ehc3RbwoEIDA9Aq+88sqCcL+ysjK9QTKiSRMoSl67bIfapGEkMjgS1TY3FN73zZlxBAQgAIEUCCDep2ClnvqIeN8TWJqFAAQg4BGQgH/PPfeUhtAZSrhflnBW3S1LRlvHmM57v05d6kAAAukRePLJJxfE+2PHjqU3CHo8ewJKVOvHvtffSmhLiY8AiWrb2wTv+/bsOBICEIBArAQQ72O1zAD9QrwfADKngAAEZk9AD6AS7yUS2Nj3eu0v/uIvOjOSR73E92We7068LwqP495TLHy/uNA6yzroYuxLwKdAAALTJGDjTiN4TtPOcxiVEi2TvDZ+S5Ootr2N8L5vz44jIQABCMRKAPE+VssM0C/E+wEgcwoIQGD2BGy4CSfgO/FAoliX4pLPSpRXzHn744fQUYgAifw6Rg93+pHg78R/P4a1jrPe+GpbIXbcsUpaqzA9dePldxknx0IAAuMQuHPnzoLYqVjheo0CgRQJ6PtLc9gX8BUPnxIXARLVdrOH5SdvfAoEIAABCKRLAPE+Xdt17jnifWeENAABCECgksCZM2cWRAKJ93bbfpfEj06Ql9Be9COx3S8uxI1fd8eOHau89p1Hve+NL7HengOP+8opQAUIJE3AesDKc5kCgZQJ2FjqEvPfeOONlIc0qb6TqLa7ObU7KuS9Zvce0QIEIAABCHQhgHjfhV7ixyLeJ25Aug8BCCRBwMYe/b3f+73sl37plxYeqsbwiJJn/bJFA3nZS6gvquM875MwAJ2EAAQ6EVB8e18EUvx7CgRSJlCUvHaM7+GUGfbZdxLVhqG7b9++0e81w4yEViAAAQhAAPF+xnMA8X7GxmfoEIDAYAR27ty58PB09erVPEGe9Yi6efPmYH2qcyKFw5GnPQUCEJg3ASXV9q9XXXYKzZsko4+JAMlrY7LGe30hUW04u+B9H45l3y29/fbb2Ve+8pXs+PHj2SOPPJL92I/9WLZ9+/a+T0v7EIBAQgQQ7xMyVuiuIt6HJkp7EIAABBYJFG391oOpyp49exYEMXmaxVIUaoc49rFYg35AYDwC9homIZ8CgakQsHHBV1ZWMvcdPZUxpjYOEtWGtRje92F5dm3t1q1buUh/6NChbPfu3blIv27dumzNmjXvCvYS71Xn+vXrXU/H8RCAwIQIIN5PyJhNh4J435QY9SEAAQg0I3D27NkFgd6PFf3MM8+sSgL51ltvNTsBtSEAAQj0SEAhcnyve4XQoUBgKgTs4pTmOmGhxrUuiWrD8sf7PizPuq1JeJcALyFeeaUk0kugX7t2bf63hHsJ+Krz6quv1m2WehCAwIwJIN7P3PgzHj5DhwAEINA7gWWxooti7iIa9G4STgABCDQgoAVHX7yXVywFAlMiUJS8loX0cSxMotp+uON93w9XtXrx4sXs6aefzkX6bdu25cK88kWtX78+/1uvHzlyJBfpFRqHAgEIQKAtAcT7tuQmcBye9xMwIkOAAASiJqAt+L7wdfny5YX+Wq9WhaRgy37UJqVzEJgNgTt37mT33nvvwjVMr1EgMCUCmtM2rwPJa8exMIlq++GO9313rgonefLkyVyM37p1a7Zx48ZcpNfvzZs356/rfYn0FAhAAAJ9EEC874NqIm0i3idiKLoJAQgkSeCNN95YlZTWCl/y7rPimMLpUCAAAQiMTcAKPgpnQYHAFAnYOOtadLeL7VMcd0xjIlFtv9bA+76ar0saK095lzRWHvQS6Tdt2pR71ut1Od7I454CAQhAYEgCiPdD0o7sXIj3kRmE7kAAApMicP78+QXxXg9ORcV6mslbnwIBCEBgbALLwn6N3TfOD4HQBKy4qaTy7IQLTbm8PRLV9ssa7/v3+CrG/LKksYpRT9LYfucjrUMAAs0JIN43ZzaZIxDvJ2NKBgIBCERIwIry+r+oFHno6yGLAgEIQGBMAjbs1yuvvDJmdzg3BHolUJS89syZM72ek8bfI0Ci2v5nw9y878uSxq5bt46ksf1PN84AAQgEJoB4HxhoSs0h3qdkLfoKAQikRsA+JMkTv6wovq4fG7/MSz81BvQXAhBIk8DNmzcXrkk7d+5McyD0GgINCJw4cWJh3iusHclrGwBsWZVEtS3BNTxsqt73NmmsQtyQNLbh5KA6BCAQPQHE++hN1F8HEe/7Y0vLEIDAvAkotr0vxutvediXlSKPv6tXr84bIqOHAARGI6DcG/417PDhw6P1hRNDYCgCEupJXjsU7ffOQ6La4Zin7H3vJ41VktiypLGqR4EABCAwNQKI91OzaIPxIN43gEVVCEAAAg0IKNGdL3zViWNvt4zLG58CAQhAYAwCBw4cWLiGKR41BQJzIHD27NlVi++EjOrP8iSq7Y9tUcuxe9/XTRr79NNPkzR22KnD2SAAgZEJIN6PbIAxT494PyZ9zg0BCEyZwJNPPrnw8K/Ej1Ul9geqqv7zPgQgMA0CEtMULsRfgFy2c2gao2YUEHiPgPVO1v8kr+1nhpCoth+uy1qNwfu+KGns2rVrszVr1uTx6EkaO/y84IwQgEDcBBDv47ZPr71DvO8VL41DAAIzJmC9VuXJV6fYByrF36VAAAIQGJKAXUgkB8eQ9DlXDAQUts6GvlMoKUp4AiSqDc+0qsUhnUX8pLHbt2/PhXkJ9EVJY2/dulXVdd6HAAQgMFsCiPezNX2WId7P2PgMHQIQ6I1AkdeqYtrXKXa7Psny6lCjDgQgEJKAjT996tSpkM3TFgSSIKAdc76Az/dxeLORqDY807othva+V9JY7Tp95JFHsm3btmVFSWOPHz+efeUrX8kUGocCAQhAAALNCCDeN+M1qdqI95MyJ4OBAAQiIWA99nbu3Fm7ZxL+bbI8CWkUCEAAAkMRUI4OX7Qk3vdQ5DlPTASUvFbf3yRu7s8qJKrtj21Vy2297yW+nzx5MhfpbdLYrVu35q/rfZLGVlmA9yEAAQg0I4B434zXpGoj3k/KnAwGAhCIhIC21vsP+00Tz9rjJeYTazcS49INCEycgGLbW29jrj8TNzrDKyVgv4/12dACPaU7ARLVdmfYtYUy7/tlSWMV9kae9RLpSRrb1QIcDwEIQKA+AcT7+qwmVxPxfnImZUAQgEAEBCTW++LXmTNnGvVK3n42WSSxdhshpDIEINCSQNfFx5an5TAIREugKHlttJ1NqGMkqh3fWM8++2z28Y9/PPuBH/iB7J/9s3+Wx6H/e3/v75E0dnzT0AMIQAACqwgg3s94UiDez9j4DB0CEOiNgN1m3ybkhN1Kjvd9b+aiYQhAwCNgFx/rJtsGIgSmSkDf4SSvDW9dEtWGZ1rWouawwt3IW94mjf2u7/qu7Pu+7/uyH/qhH8qF/P/xP/7HcB3jTBCAAAQgUJsA4n1tVNOriHg/PZsyIghAYFwCN2/eDBJyosj7XvFJKRCAAAT6IlCUbFthdCgQmDuBw4cPL3y3a5Fe39OUdgRIVNuOW9VRZUljN2zYkCncjcR7mzS2bez7qr7wPgQgAAEIhCWAeB+WZ1KtId4nZS46CwEIJEDAbgM/cOBA615bD1ht3adAAAIQ6IuA9TDes2dPX6eiXQgkRaBoQf3YsWNJjSGmzpKotps1bNJYifN33XVXtnHjxqxN0tiy2PfdesnREIAABCAQkgDifUiaibWFeJ+YweguBCAQPQE9zPvb60+dOtW6z9YzTe1evny5dXscCAEIQGAZASuo6X8KBCDwDoGi5LX6nqY0I0Ci2nq8/KSxWkiV5/z69etzkd4mjW0TntHvBd739WxCLQhAAAJjEkC8H5P+yOdGvB/ZAJweAhCYHIGVlZUF8b5rqJuDBw8utCdvfAoEIACBPghY70sWC/ugTJupEpDoTPLa7tYjUe0iw1dffTWPR6+dmrt3786F+bVr1y4kjdV7qnP9+vXuBihpAe/73tDSMAQgAIEgBBDvg2BMsxHE+zTtRq8hAIE4CWhbvU1qd+fOnU6dxRuqEz4OhgAEahJQbHv/+nXvvfdmEispEIDAewS0oGW/50nq3GyGzDVRbVHSWHnRr1u3Lhfs5V1/6NChXKS/detWM6gBanO/GQAiTUAAAhDokQDifY9wY28a8T52C9E/CEAgJQL2wSdUjHrrDaXEeRQIQAACIQlYb1jt+qFAAAKrCdh8NLt27SJ5bc2JModEtX7SWMWf37RpUx7qpihpbE1sg1XD+34w1JwIAhCAQGMCiPeNkU3nAMT76diSkUAAAuMTsPGiT5w4EaRT58+fX+URKy9/CgQgAIFQBKwgqfjeFAhAYDWBouS1ob7vp857Solq5SF//Pjx7JFHHsk2b96ci/M2aeyTTz6ZnTt3Lhmz4n2fjKnoKAQgMEMCiPczNLobMuL9jI3P0CEAgeAErMeSPFlDFIWukGefv1WfRJIhyNIGBCDgCOzcuXPhGnPz5k3gQAACJQTOnDmzKnwOyWuXT5cUE9UqfI1E+iNHjuRhbWzS2O3bt+fi/dNPP511TRoby4fN3styvxmLZegHBCAwdwKI9zOeAYj3MzY+Q4cABIIS0EOpjYOrGNKhirxgbTzqrvH0Q/WNdiAAgbQJSHTyry9KvE2BAATKCeg7X2Ku/7lRLHdKOYGYE9WWJY1V4lgJ9jt27MgTyvadNDaG+WO975X/hN2eMViGPkAAAnMngHg/4xmAeD9j4zN0CEAgKIG+xS8JBXqA8oUCwloENSGNQWC2BBTawb+2EAJktlOBgTcgUBRiJNSOuwbdSKZqDIlqda8mL3l5y8trXsJ8TEljYzEm3vexWIJ+QAACEHiPAOL9jGcD4v2Mjc/QIQCBoASs+KX40aGLjRWrUDoS9SkQgAAEuhCwQo1ESQoEIFBNoCh5LbviVnMbOlGt4szrvkwivU0aq/j0el3x6uVJT1lNAO97ZgUEIACB+Agg3sdnk8F6hHg/GGpOBAEITJyAtlP37RVflCQPL7+JTyyGB4GeCUhoJCRXz5BpfrIEFB7P7oojRvhqc/eVqLYsaeymTZty0V4ifWpJY2P5sOB9H4sl6AcEIACBdwgg3s94JiDez9j4DB0CEAhKwCZ77Ctx3bFjxxaENj1cUSAAAQi0JWDjUGshkgIBCNQnYHfeaTGsr3uA+r2Kp2bXRLVFSWPXrVuXh7tR2JspJo2NwXp438dgBfoAAQhA4D0CiPczng2I9zM2PkOHAASCEbDbwSXk91XsuSQSEOKiL9q0C4HpE7ALgmfOnJn+oBkhBAISkDitJM/+DhYWwd4DXDdRrZ80VgliJcwrYWxR0ljVpfRPAO/7/hlzBghAAAJ1CSDe1yU1wXqI9xM0KkOCAAQGJ6DEsf5D+8GDB3vtg42xi0jQK24ah8CkCQy1a2jSEBnc7AkUJa89f/787LkIgE1U+9u//duVSWOPHDmSx6OX1z1lPAJ434/HnjNDAAIQsAQQ72c8JxDvZ2x8hg4BCAQjYMV0baHvs1y+fHlhsYAt+n3Spm0ITJfA1atXF64lSoJNgQAE2hEoSl4756TyShp79OjR7CMf+Uj2wQ9+MHv/+9+fh7r5nu/5noykse3m2BhH4X0/BnXOCQEIQGA1AcT7Gc8KxPsZG5+hQwACwQhI8PI971955ZVgbZc1ZB+mJBpQIAABCDQhYGN1K4QOBQIQaEfg5s2bs0xe6yeNVaibDRs25CK9ksb+4A/+YC7ef+xjH8u2bNmSca/Sbm6NeRTe92PS59wQgAAE3iOAeD/j2YB4P2PjM3QIQCAIgTfeeGNBuL/33nuzITztirbov/XWW0HGRCMQgMA8CCjklr/wSJiPedidUfZH4NSpU6vuCaaQvNYljT106FC2Z8+ePB59UdJYCfnOgaFrotr+rETLTQngfd+UGPUhAAEIhCeAeB+eaTItIt4nYyo6CgEIRErAJmLTA85QxXr8P/HEE0OdmvNAAAKJE7hz586q8Ft6jQIBCLQnIMHafjf3nQenfW9XH3n9+vU81rwW9oqSxu7evTt/T3WqksbWTVQbsv+01Q8Ba0s5quAw0g9rWoUABCBQRgDxfsZzA/F+xsZn6BCAQBACCjPhe64OKaDbRLk8TAUxKY1AYBYE5GXvX7uUVJICAQh0J1C0M06vxVTkHf/0009njzzySLZ9+/bck16hbtavX5//Le/6rkljbaLaM2fOxISAvjQgULQoNeT9boOuUhUCEIDAZAkg3k/WtNUDQ7yvZkQNCEAAAssI2K3EQz6gFz1M8XDMfIUABOoQsAuPfSfartMn6kBgKgTkbe8vjskbf4iQepafksaePHkyF+m3bt2abdy4MRfpFZe+z6SxChXkjx/ngvRnNg4j6duQEUAAAmkTQLxP236deo943wkfB0MAAjMnEEPYCRtfdyyBYOZTgeFDIDkCKysrC+La1atXkxsDHYZArAQkXkuw9gVsfV/3Ud5+++08jM3x48dzkd4mjd22bVv+uhboLl682EcXVrUpr2x/7CSqHQR7ryfB+75XvDQOAQhAoJIA4n0loulWQLyfrm0ZGQQg0D8BuzVe28yHLoo5agUCeUdRIAABCJQRsF6xO3fuBBYEIBCYgBWw9V198+bN1mcpSxq7Zs2aXLBX+BuJ9H7S2NYn63AgiWo7wIv8ULzvIzcQ3YMABCZNAPF+0uZdPjjE+xkbn6FDAAKdCdgHc4WhGKPYfgyZNHeM8XJOCECgGwGF1/K9Yse6dnUbBUdDIG4CbZPXFiWNlUC/du3aXKRvkjR2DEIkqh2D+jDnxPt+GM6cBQIQgEARAcT7Gc8LxPsZG5+hQwACnQnYZGx6YB2jWC9aiXJDxt4fY8ycEwIQaE/gwIEDC+L9WNeu9iPgSAikQcAmhva/n/2ksQptsyxprELjpFJIVJuKpdr1E+/7dtw4CgIQgEBXAoj3XQkmfDzifcLGo+sQgMCoBOR9ZMPVvPHGG6P1SfFkfU9avO9HMwUnhkDUBIquXQq/RYEABPohoLBUP/qjP5p95CMfyT74wQ9m3/Ed37EqaaySyircTeqFRLWpW7C6/3jfVzOiBgQgAIE+CCDe90E1kTYR7xMxFN2EAASiIyCPOV8sHztmdJH3vV6jQAACEPAJ2FwdLPQxPyDQnUBR0tj169fnIv1HP/rR7EMf+lAu3n/sYx/LtmzZkiePnWIhUe0Urbp6THjfz8POjBICEIiLAOJ9XPYYtDeI94Pi5mQQgMCECOjB2xfv5fk+dpEIF1ufxmbC+SEAgUUCJ06cWLhOTFVExO4Q6IOAnzRWsecV6mbdunVZUdJYxa53pSh57Zi79fpgQ6LaPqjG2Sbe93HahV5BAALTJoB4P237Lh0d4v2Mjc/QIQCBTgRsmBp5IY1drEethPybN2+O3S3ODwEIRERgZWVlQbzXLiIKBCCwSMAljX3kkUeyHTt25CK9TRp76NChPNTNq6++Wonvzp072a5duya9wE6i2sppMKkKeN9PypwMBgIQSIAA4n0CRuqri4j3fZGlXQhAYOoEFCbH93KPJUTNnj17Fvolbz8KBCAAARGQp68N9yUPSgoE5krg4sWL2dNPP51JpC9KGqvXjxw5kov0XZPGWnF7asnlSVQ7r08R3vfzsjejhQAExieAeD++DUbrAeL9aOg5MQQgkDCBooRssQwHT6hYLEE/IBAfAXt9iCHcV3yU6NEUCZw7dy5TUliJ8Vu3bs02btyYx6PX782bN+evD5E01grcWnCfwgIaiWqn+KmpHhP3nNWMqAEBCEAgFAHE+1AkE2wH8T5Bo1V0eQoPANOzCiOaGgH7sHLgwIFohljkCXXq1Klo+kdHIACB8QgcPHhwwfNensAUCEyFgEsaK095ifEKdeOSxm7atCn3rNfryvMgj/sxSlFy+TNnzozRlaDnJFFtUJzJNIb3fTKmoqMQgMAECCDeT8CIbYeAeN+WXJzH6Qbq0UcfzR577LE4O0ivIDARAocPH4464aOEAD80huLssrA3kcnHMCDQkoCuAffee+/CtWFqCTNbouGwxAgoxrzC2CjmfFHSWMWol0ivOn7S2FiGaZNG63P51ltvxdK9xv0gUW1jZJM6AO/7SZmTwUAAAhETQLyP2Dh9dw3xvm/Cw7XvhHs9ADzwwAPBBXx5Cj3//PP5T53Y3noIuXTpUl5fv9s+lOhcdc43HGnOBIEsiz3hoz5vVqSLIaEucwcCEBiPgBLT+ot6CtdBgUDMBMqSxq5bty73qpdw3yRpbCxj1Xf0lJLXkqg2lpk1Tj/wvh+HO2eFAATmRwDxfn42f3fEiPfTML4v3N99992ZfkIJ+K+//nomDybFBfV/tPW+rJw+fXpVfR2rtpoUncOdEwG/CTnq9knAJnyUGHbnzp0+T9mqbbuFXQsOFAhAYL4E7DWBZNbznQuxjdwmjVWIG93/KeSNRPqQSWNjGfvZs2cXFtN0L3H58uVYuteoHySqbYRrkpXxvp+kWRkUBCAQGQHE+8gMMmR3EO+HpN3PuYqE+5ACvjznJaJfuXIlH4AE+L179+YPVRLpbXHCvZJ++cUdX5eCvPV1DifgI97XJUe9vglYD7N9+/b1fcpW7RctMrz00kut2uIgCEAgfQLytPc97+WJT4HAkAT8pLFKEluWNFb15lB0/+B/JvV/aiHuSFQ7h5laPUa876sZUQMCEIBAVwKI910JJnw84n3CxvtW15cJ96EE/KJwNxLinbDuE1RdvX706NHOYLds2ZK3o8UDtYl43xkpDQQikJL36uOPP75KGAiEgWYgAIGECNjFPIXVSk0kTAj3rLtaN2ns008/PVrS2FgMVJS8NrUQdySqjWU2jd8PvO/HtwE9gAAEpk0A8X7a9l06OsT7dI1fR7gPJeAXUSoS753Q3jQ8jm1f3vsS77UYgHif7hydas+tp1zM3uxFwgDetlOdmYwLAuUE7I6hZaHv4AiBOgSKksauXbs2W7NmTR7qJvaksXXGOESdY8eOLSyyp5S8lkS1Q8yQdM6B9306tqKnEIBAmgQQ79O0W5BeI94HwTh4I02E+z4EfOd5bz3sXYgbB0Tie9NEtc57X6K9CuL94NOLEy4hoNj2/hZ3/S2P1pjLgQMHFvosb3wKBCAwLwJ2F05q3r3zslZco/WTxm7fvj0X5iXQFyWNvXXrVlydT6A3uu/duXPnwvf04cOHE+h5lpGoNgkzDdpJvO8Hxc3JIACBmRFAvJ+Zwf3hIt6nafzf/M3fzOSZ44T5ur/vv//+7M///M87D1qivTzvFZfeL4qFL08rxbuX57xLNqu/68Yv1QKA2nAF8b6zuWggIAF52fvifQpJYG2f1X/CUAWcFDQFgcgJFHnHxr7oGDnSSXZPSWOffPLJPDnstm3bsqKkscePH8++8pWvZAqNQwlHwAqe+p5OYZcciWrDzYGptLTM+57vnalYmXFAAAJjEUC8H4t8BOdFvI/ACC26oJsfiYZ1RXvVk9j/6KOPdo5xK9GvKGSOhuHEegnwEvZVV79dgtuqpLXOo98XFhHvW0wQDumNgIQNX7zXdvcUig31c+LEiRS6TR8hAIEABCQCprboGGDYNFFCQOK7nCwk0tuksVu3bs1f1/t1nS4AHYZAUfLaMC330wqJavvhOoVWi7zvf+M3fiP7zGc+04vziOainhf1U8c5Rbtd9Hyq+vrddJe4bKTzdA0TOwVbMwYIQGBYAoj3w/KO6myI91GZo1Fnmgj4oYR73dzIi97Fo7cdduK9fV03N3US2crj3sbhRbxvNC2o3DMBG4JGW8ZTKGfPnk02pm4KfOkjBGImcOrUqYXPP4t3MVsrTN+WJY1V2Bt51kukJ2lsGN4hWrl69eqqsHwxh7ciUW0Iq0+zjSLv+3vuuSd3Otu1a1ctgb0OGT1f6tnRPX/6TmRlxyuvmq2v/+sK8arnnNLIHVPHStSBAARCEkC8D0kzsbYQ7xMzmOnu7//+7+c3+ss88EMJ9zq1blYk3Jfd4NiY9353y7z1XR15eKmOvL2c94R+uzbd62lbjN6nTEAPI/o8+R6sdTx8YhgzScRisAJ9gMA4BFJKsj0OoXTP6pLGamF59+7deTx6ksama0/FuvfvMRQLv41XcN8ESFTbN+H02/e975Urw39WDSXgu+dEt7PbF9Yl0tvihHs9U/qlame4q+uOd8+miPfpz1NGAIHUCCDep2axgP1FvA8Ic+CmrIdOmYC/Z8+ezqFy6gj3qhNCvC/yhvBj5w+MmdNB4F0CNvSEHqpTKnYbs/qvB3AKBCAwXQIS/nwxUAuQfO7Ts7e+fxTuRt7yRUljda936NChvA5JY9Ozr+uxPq/WSSDG8Hwkqk13jg3Vc33PyNveCvfueTWEgF+0sOVCsFphXXXr7AIv4yNnHTmwuXxvVU5pQ3HmPBCAwLwIIN7Py94Lo0W8T9P4uiHSg5r/QP7pT396lQe+3pe3fNdSN2a98563iWz1v25y5CHhF90IVXkUETanq/U4PhQBK34//vjjoZoepJ07d+6sEgVi3pI/CBROAoGJE7Aimzy0KfESKEsau2HDhtyrXuI9SWPjtV+InhUlr5XDTkyFRLUxWSPOvjz22GP5Peey3eEhBPyi0RcJ6+55sm54nCqqiPdVhHgfAhDogwDifR9UE2kT8T4RQ5lu2vi1EunPnz+/kMTWF/Zfeuml1gM9evRoLrxLwPfD2bi/7U2Qi4nvEtaqnnvN74SLg1+15RDxvrXpODAwAYn1/ucqReHbxqjVgxNeuIEnCs1BICICNgzHmTNnIurdfLtik8ZKnNe91saNGzOSxs53Xmjk+k6OOXktiWrnPT/rjF7C/QMPPLBUuA/pge/3yXne6/nVL3Z3uJzHqhzIlo0V8b7OTKAOBCAQmgDifWiiCbWHeJ+Qsf6mq0UJrVzyOSWxffjhh/NkQL7IWCWQL6PgbnbKwtnI296K8jZ5kNqwN0i6+a+zfTG0p0R6FqfHsRBQmBn/c6UwBqmVoi35XRb3Uhs//YXA3AjY61YqeTqmYCc/aax2S8pzfv369fm9j00am+L3yRRsFOsYbJg+3Xso8XwMhUS1MVgh3j40Ee77EPCd05ndBS4nND2fKt69nMr8kKz2WbYOXcT7OpSoAwEIhCaAeB+aaELtId4nZKxvdbUoXM7KysqC56zEuf/7f//vgsiom/6hH9jVj2XnxKM+rbk3994WeZql6rFudxDIw48CAQhMj4Bd7Nf9AiU8gTpJYxWuSN72169fD98BWpwkAbtrRo45XTyFQ0AiUW0IitNtQ4tOWjBeFiqn7L0Q96LOMazIac2J9XrP7Q7X77qhYa3VEO+nO48ZGQRiJoB4H7N1eu4b4n3PgAM3XxQup8xbywp0scXnltfD6dOnAxOiOQj0Q2BKcaPtQoQW9/C+72fe0CoExiTw5JNPLizkx5j4ckw+Tc9dlDRWAs66detyT3qSxjYlSv1lBIp2yrmdtmORI1HtWOTTOa+csx566KFGAr5C7Fy7dq3TIPV5cWFaixa5nHhvT+LCuNowO1WdQbyvIsT7EIBAHwQQ7/ugmkibiPeJGOpb3VwWLqdoFEUC3dDe92V0tT0xRCLddKxHT1MnINHLD5kjUSzlEvviXsps6TsEYiFgk0qySFfPMn7SWMWf37RpUx5ioShpbL0WqQWBdgSUo8K/9xhjJ63fcxLVtrPj3I5qIuD781v32m13l+i5UuJ9WUJaG/Pet0kbIb7NMXObB4wXAhAITwDxPjzTZFpEvE/DVHXC5RSNBIEuDfvSy/gJKNxEqCTQMYxWIl5MgkAMTOgDBKZE4M6dO6s+43qN8h4BhbE5fvx49sgjj2SbN2/OxXmbNFYLtW3iIcMZAiEIFN3/hwgv0qZvJKptQ22+x9QR8O19qP6/9957M+00b/J9VSXcywqI9/Odi4wcAlMigHg/JWs2HAvifUNgI1VvEi7H76JNeKUborYeDSMNndNCYHQCSgRtHzCaPFSMPoCSDkgA8McVW2itWLnRLwikQOD8+fMLn2/FXJ9juXXrVh5r/siRI3lYG5s0dvv27bl4//TTT2ckjZ3jDIl/zJcvX151D6LwNUMXEtUOTTz98y0T8Hfv3p19/vOfXzW33X2pYudr50lVfqm6Meu1CKvFWZvIVv/rdfXVL1qsWvbMjOd9+vOTEUAgRQKI9ylaLVCfEe8DgeyxmabhcmxXrECnm28KBCBQn4D1Uh/L661+j+vVtOIei3v1uFELAikQmFqoryrmZUlj165dmwv2O3bsyEgaW0WR92MlYHfSKnntkE4EJKqNdWbE368iAV8LqW7+aiFK87nIC1+v6b2yxSrFqZeILgFf57E/NoSOi4nvEtaqvnvNJ+ni4NvEt377Oq++V9xrZeF64rcQPYQABFIigHifkrUC9xXxPjDQwM21DZfjd8MKjwh0gY1Ec5MnYL3NprIApuuLfWCaytgmPykZIAQqCNjPdiw5b7oaTt7x8pKXt7y85iXMkzS2K1WOj51AUfLaIb+vSVQb+wyJu3++gO8L967Xuh995plnMnnbl4n4Os7mbXGhcFwyWvvbhjyTwC7B3a+nNqyHvb4vVcdPYusE/brnitsi9A4CEEiVAOJ9qpYL0G/E+wAQe2yibbgc2yW873s0Ek1PnoD9/IyxXb0vyHpY8h+UtLg3pDdfX+OiXQjMmYCNTS1BJLUi0UXx5iXS26Sxik+v1xWvXiFxKBCYAwF9HsbKVUOi2jnMsH7H+Bd/8RfZz//8zy+9x9T9p559dS9aJuJrB1XXEGcS65ctaGuxQSL9VBa9+7UsrUMAAkMSQLwfknZk50K8j8wgXne6hsvxR1bkfV8VQzBeMvQMAsMRKEr6qBj4UylFW+El6FMgAIF0CShOsC98KIROrKUsaeymTZty0V4iPUljY7Ue/RqSgL6vV1ZWFj7bEtX7LiSq7ZvwfNqv++wpcf3EiROlAr6+3xRK6ubNm73AUyid06dP99I2jUIAAhDoQgDxvgu9xI9FvI/TgCHC5fgjKwqPgUAXp+3pVVwEbNJnPThPrdiwQAq3UfcBa2osGA8EpkBAnom+eD/2bqGipLHr1q3LPRsV9oaksVOYdYxhCALWGUef874/3ySqHcKynKOIgMR5m+/BeuRrcXpZYtmmZLXrSzH0KRCAAARiJIB4H6NVBuoT4v1AoBueJlS4HP+0NjwGAl1Do1B9lgTsNvWYPVjbGqgolu7Zs2fbNsdxEIDAiAS0W8iGHBgqFJafNFZxhSXMK2FsUdJY1aVAAALNCRQlr+1rwZ1Etc3twxHhCWg3ul2UtiEf9ew81Hdd+BHSIgQgAIF6BBDv63GaZC3E+/jMGjJcjj86vO/jszU9ip+AfViY6o4VLUr4D0KK80+BAATSI2A9c/v4LNdJGnvkyJE8Hr287ikQgEA4AgrdZxfo+kpeS6LacHajpe4E9P1m81D5967K76KwcX0tZnUfAS1AAAIQ6EYA8b4bv6SPRryPy3yhw+XY0eF9H5e96U3cBPR5tA/IU01eZWPa6mFID0kUCEAgLQI2TrB2D7UtNmnsxo0b81A3GzZsyEga25Yqx0GgOwG7Q1f3Kn3cn5CotrutaCE8AS0qaQd5WVJbvdd3OKnwo6JFCEAAAtUEEO+rGU22BuJ9XKbtI1yOP8IiMRKBLq45QG/iIWAFbXn0TLnYrfjadUCBAATSImATWspLvqr4SWMV6kbivER6mzT24sWLVU3xPgQgMACBot20ob+zSVQ7gCE5RWsC+gzIKU335mUi/p49e3BEaU2YAyEAgRgJIN7HaJWB+oR4PxDoGqfpK1yOPbVNPNXHlvoaw6UKBKInYHeqSNyecrHJefUw1Icn35QZMjYIjElAyf1sCAHXH5c09tChQ5kEDYn0RUljJeTXEfzHHCfnhgAEslyUtKLl+fPng6EhUW0wlDTUIwHFuZfzm90p6382tLDF91qPRqBpCEBgMAKI94Ohju9EiPdx2KTvcDn+KIuSU+J9H8c8oBdxEbCe6F3CT8Q1svLe2FiiU1+wSMUu9BMCdQhowfGnfuqnso9//OPZD/zAD2Q/8iM/sipp7O7du/PEfxLpSRpbhyp1IBAvgYMHDy4I+AoXEiLeN4lq47U5PSsmoOdbGzbOLm7pnlaL3BQIQAACqRJAvE/VcgH6jXgfAGKAJvoOl2O7iPd9AKPRxOQJ2K24c/DaKfLkU3I8CgQgEBeBsqSx3/Zt35Z71H/f931fphA6JI2Ny270BgIhCUiItB7HeqboWkhU25Ugx49FQJ8J63xjRfxjx45lEvspEIAABFIjgHifmsUC9hfxPiDMlk0NFS7H716R9/3ly5dbjoDDIDA9AhKs/Zt9PRyH8GZLgZSNma3FPgoEIDAOASWNPXnyZPbII49kW7duzcqSxv7lX/7lKhGPhbdxbMZZITAkAeuQo/uVrt7FJKod0oKcqw8Cer7WLrOyePj6nGihS2F3KBCAAARSIYB4n4qleugn4n0PUBs0OWS4HNutw4cPL9zQEB6jgeGoOnkC1utMD7JzKTbWvx5w8FCai/UZ5xgE3n777dxD/vjx47lIb5PGbtu2LX9dobvKksZqAd4XKchnM4YlOScEhidQlLxW4XTaFhLVtiXHcTES0I5SGxLS5oY5c+bMbBx0YrQRfYIABOoTQLyvz2pyNRHvxzXp0OFy/NHam3OSU447Fzh7XAS0pda/uZ+T93mREKAHG0q6BOSBTfLh8e1XljR2zZo1uWC/ffv2XKRvkzTWet/O6Zo1vmXpAQTGJaBEtdbDuG0+KxLVjmtLzt4PATnlKCdEmSe+3lMdCgQgAIGYCSDex2ydnvuGeN8z4CXNjxEux3bHxgTE+368+cCZ4yKwZ8+ehRv8tg/BcY2qfm/swmKoJHj1e0DNUAQk3CsUkmzYh4CvNp9//vn8Z1n7eq/op82uDrXz+uuvh0IUvJ3r16/nAry27O/YsSMX5iXQr127Nv+7j6SxNtzVHHJ0BDccDUIgYQI2REib720S1SY8Aeh6JQHNb+0utTmtfEFf9/9zu+evBEcFCEAgGgKI99GYYviOIN4Pz1xnHDNcjj9ivO/HsT9njZuA4l9az5y5xcQsyouhBx5KWgSccH/33Xdn+gkp4Es8lzB91113LfwUhWvQd42t5/6X6F+36Jx79+7N2+oSFqLu+arq+UljFdpGwrz6tn79+vxviQBHjhzJhXyFxumrzDlHR19MaRcCqRHQddYmr1WorSaFRLVNaFE3VQK6p5eTiv28+Pf+WgxjETxVC9NvCEyXAOJ9TdsO6V0m4eTSpUu5J5t+91UQ7/siu7zdMcPl2J5JAPFvVk6cODEOFM4KgUgIyOOG2NFZZrfOS4ikpEPACvehBXzdn+j748qVKzkUX1g/ffr0Aign3iv5qvW+r+t5rzadaD+0eF8naaySykqkH6OcPXuWHDZjgOecEIiMQFHy2iaJq0lUG5lB6U6vBHT/oefeslA6el270rsmgO51EDQOAQjMigDifYW5h/Yuk1hvPdS2bNnSi4iPeD/8Zz2GcDn+qK1QSXLK4ecEZ4yLgH34Vfz7ORY9rISKoTtHfmOOuUy4DyngF4nuEvKLhHUn3rcN26Pj/PugPsT7oqSx8qDXuTZt2pTVSRo7ls1tCDyJ+RQIQGB+BORRbON61w2JSaLa+c0XRvwOAd3v2u9Re/+rZ4G6zgZwhQAEINAXAcT7CrJDepe5B1xtC3dfEO6hVQ+uob80EO/7+lgVtxtLuBzbu3379s02OeewM4CzpUDAfh7mnMDKPsyIDSVuAlXCfUgBv4hEH+K9PU8X8d5PGqvY8wpvs27dujwmvU0aq9j1sRfdV9it/008bWMfH/2DAASaEbChbyRC1onhTaLaZpypPT0CcrCzuSN8EV/ftdo9P7dQmtOzNCOCQLoEEO8rbDekd9nRo0dzLy97TueNr63bIQvifUia1W3FFC7H7y3e99W2o8Y8CCCELdqZvBhpzfu6wn1fAr7zvNe9jF+6et63Ee9d0thHHnmkNGnsoUOH8lA3r776alqG9nqrmLy+uKDEtRQIQGDeBGz4G10XdH9TVkhUO+/5wugXCei52Dry+N+zSnh75syZpZ8pmEIAAhDogwDifUuqfXiXlXmTSczv4mlWNkTE+5bGb3FYbOFy7BDsTYoWGigQmBsBK4Rp+/nci7021N2CP3duQ4+/qXDfh4DvHBBsrp6ihLVKdtskWa3P078funjxYvb0009nEumLksbq9SGSxg5tb3c+6xQg71kKBCAwbwJFC+8SG8sKiWrnPV8YfTEBfS5sGCpfxNd7c96dy7yBAASGJ4B434J5H95liq2vB1IlPSsqiPctDBXJIbGGy/Hx2IR3uiFZ5qUTCVq6AYGgBJ588kkSPxqidmeOHlzaxi4PaiwaWyDw1FNP5R7mTpSv+/v+++/Pfvd3f7czTSfQK4ltUZFQr3sn1dPf6muT+xo/aayO+0f/6B/lx2/cuDHbvHlzLt6PmTS2M8CWDdjFtcuXL7dsicMgAIEpEShKXlsWfpVEtVOyPGMJSUDPws8880wmb/uyxLZ79uypFZoqZL9oCwIQmCcBxPsWdu/Du8w9+JZ5orkkti26W3oInvchaZa3FWu4HL/Hujmx3gW6WaFAYE4EJDz6N+ddPgPPPvtspsWApj86LrZCXozYLFLcH4k1Dz74YG0B/4EHHsgee+yxzoOTIKS8PE1z8+jzpnsbOS+ouKSx8pSXGK8Y9EVJY3XMww8/3LnfqTeg3RY2Hi+L7qlblf5DIAwBXZfrJK8lUW0Y3rQybQKKc6/neZtjxv8OVrx87eClQAACEOiLAOJ9Q7J9eZeNJd67CcDvX8/6YPCFL3xh1Ur9f/2v/7WXc3Xt/y/8wi8s9PWee+7Jfu3Xfi3KvnYdK8f3M99T5ypvZf9GXAJi2zFJtJc3dNMfHdf2nL/4i7+Y6XOrH/1dtx3VXVbfXhu2b9+e/cqv/EruiaRzffazn810rat7Pur19/mTeC/7VHnef/rTn84eeuihIDb72Mc+lm3YsCGfE3Vs+8u//Mv5A/CmTZty8V5e9O973/uyv/23/3b23d/93dm//Jf/MvvxH//xvI7mnm1Tx3ziE5+oda46/Um1jrz9bBzeVMdCv/u7JsB2vmz1vW69hT//+c8vXDuVuNuvE+p7gXk333k3Zdtrl4qe48u88PW6PkP/7b/9t8nfoxCmr6GISHUIBCCAeN8AYijvsqJT1hHvtc08ZMHzPiTN1W2lEC7H7zXe9/3OB1qPm4D1PpMw3aV0Ee+bnleeyy4MidulVTckifN+Vv2ycDj22vCjP/qjuehqf2ys86bjoH43An7c4mUCvt77jd/4jW4n+5uj9+7dm3vcO+95v9GypLHr1q3Lvep/6qd+Kp9Df/AHf9AoaWzduR1kgBE3cvjw4WA7hSIeJl2DAAQ6ELA757To53bokKi2A1gOnTWBmzdvZsoBtUzEP3bsWFYWqmrW8Bg8BCDQmgDifQN0yx5SlzWjUDh62FTM1rLiYt4rJE9R6eNhFfG+gfFbVE0hXI4dlsKE+DciKysrLUbOIRBIj4Cd+9r+2qUMKd7rO0YivGKKq+j7RN9X+t44ffp06TAktrvvlmXivRpQsjtdGyTUqq7ijDsBQA8nbvGAB5Uus6b9sc4+/vW7SMDXa6oTwmPKzbEvf/nLC0ljnUe9Qt5IpC9LGls2Z7SItGwe9XE/1J78eEfaGLwSEygQgAAEfAJFyWt1v6PvgM985jPc8zNdINCBwNWrVzM9L5SJ+NpBKD1AYXcoEIAABLoSQLyvSbCtcK/mnXjvhJWyU+qBVOexpSqZbc0hrKqGeN+WXPVx+jK3X+QnTpyoPnDkGhJMbDw/JaykQGDqBKwHjcT3LmVI8b5I6HSJ1csSiGpsEuK1YOy+o5YlonXXhh/+4R/OxXtd3/ycAHXa6MKTY8sJ2ETLso2u44cOHVqIge+Ee/d+U7HXTxr7z//5P39358U/+Sf/JPuhH/qh7Gd/9mfze5jf+q3fWvDE1zzTIpJLWKtFo7LFJXe/Y+et5pf70fyT8O/+L/L6n/p8UVxdFtqnbmXGB4EwBPT84V8vFFZNi382VKAWgUMUl5hc1+gmCe5Vt259Xfdd/aLfOBKEsCRt1CWgZ2W7y8WGtdPni7w0dYlSDwIQKCKAeF9jXriHzCrxvayput5lLhGufRA9efJk/pBc94amxpDyKoj3dUk1q5dauBw7Onnj+DccuhmhQGDqBLTLxJ/3XZNODSnel9lmmYeyxFSXYLSu8K5rgwuZ89M//dN5MjxX1J6ffHTq8yWW8Wlbtl0olnB/+fLlvIsuia2S0+pexK+rBStb6iaN1TmKQie51/ydhm6u+fXVl6LdiC6EoL8L0Qn6ZedbtqsxFjuF7oddsNE8oEAAAhAoImCT19pdWW5Bt6vg3XcIP39sy75/2J3F52AsAgpfaBNF+/ddek91KBCAAATaEEC8r6DmBHUJ+L7nV5HHV1fvMvfQqodaeaY5z4W+bkIQ79t8ZKqPSTFcjj8qvO+rbUyNaRF44403VgmgXb1jxhbvned9USg2fcb1vaLvMZW64r2Ok2ivY7//+78/++QnP5nJ28iF39FCM2UYApqfRcK9vCntQr8E/Mceeyy3lXuI/E//6T9lH//4x/NEw0pYqPA2a9euzdasWZP/rfsQhbv5yle+kil2fYii+VMVEqfuXAzRn5TbUNI8XxBgh1zK1qTvEOifgAsNWJYPRQu8XUN7DBHCz5Eq87x3jgRzXNTtfxZxhjoEdH+mz5sNbed/Zyv3RJ3v7a9//eu5s2XXZ5I6/aYOBCAQPwHE+wob+cn8ilb5Q3qXqSsSQVxMYXe+vgQRxPvwH9BUw+VYEnjfh58btBgvAT/Rp26uQ+w2GVu8dwvPRUlk9b3mJ0BvIpjKW1vfUd/5nd+Zi/j/9t/+28rY+vFaPs2e6SFONrQe90XCvZ80VqLNd33Xd2V/62/9rezv/t2/m7nEsQqvI5H+1q1bowNxThCjdyTiDkhg822vXRBdRbeIh0vXIACBAAR0X//pT386D5VT9iNBscu1ZIgQflUo3HN7110EVefhfQhUEdBnSQ59Nhyt//2tePllO30l3MtTX8c/+uijwQX8IcJb+Yz0mdQziZ459JvPaNUM4n0IrCaAeN/DrAjhXeY8Cnro3rtNIt6HpZt6uByfRpEncuiwTWHp0xoE2hOw8WBDJPMcU7x3u7iK4t07j3z/89xEvHfJ71zse7fI7Lz421uBI+sQ0MNgkXD/Mz/zM9nv//7v597y27Zty4qSxh4/fjzPcfBf/st/WRB/Y7m2yxmiKO9PHS5zqmMXG7sm154TO8YKgTkScOHTlgn37r2uAn4R39Ah/Mps6O59+nJ6m+PcYczdCUgXss8Z1vlCjjF+HiIn3LvPZUgBf8jwVo6e2xFjHWHnmLOo+4yihTkTQLwfyfoxeJch3oc1furhciwNm8CzKD5yWIK0BoFxCNgkU3W2slb1dCzxXg8J+n5x8extP+VxX5QMtG5eFd1o/9N/+k+z7/3e781D6HzqU5/KheCyhOtVnHi/PgEJ90oKq7wDH/nIR7IPfOAD2fvf//6c/Yc//OFs69atuXgv4WJZyAA737m217dBDDVtuKSuybVjGBN9gAAE+iHQRLjvQ8DvI4RfGSmXIw5BsJ+5RKvdCEict8/WVsTX9/tf/dVf5R73drEtlIA/ZHgrEXPCvV1Ua5tLspsVOBoCaRNAvB/BfrF4lyHehzP+VMLl+ESch61/YxGLh2Y4y9HS3AnYEBSa7122jTueY4n38lyWcF/08KrvHgm9uoH2c7i4bebu9WVzQu1LPLYPHF/+8pcJnxPow1SUNNaFKVKomw996EO5eP9v/s2/ye67777G89WPfe/sqO8wShoEbBxdvpfTsBu9hMDQBP7P//k/edztOh73tk6I8IEab18h/CxLl8unaMfh0Nw5HwSWEdD9lnbM2fto939ZXgp9RkMI+EOGt3Kfy6L8W8wSCECgOQHE++bMJnME4n0YU04pXI4lgvd9mDlCK/ESsELmyspKkM6OId4vE+41KCfeF+Vvca9J+C8r/sOx9d6Wt1BfydWDGCTCRl599dU81rwe4pYljdXCiER6+6Cn49ouNNlreyihJkLMk+qSXVSXdx4FAhCAQBEBPZ8oVrYEvyYCvq4rIRYF+wzhZ8frvHuL8vwwOyAQIwE9f9h7ad3nVX1WQwj4RTz6CG/lwnKyGybGGUifUiSAeJ+i1QL1GfE+DMiphcvxqRR53ysePgUCUyFgkzNLhA5RhhbvJdzrxrvNNtRlMe91DXBeOk6817ls3G2Fc9H58a5ZPXuUjEwivULayKPqx37sx7I1a9a8mzBWMYbLksaKv4QUK9zLu1DCTNtSdG0PES6qbX84rh4BXVf8uRDqelXv7NSCAARSI9BUwA8l3Pcdws/aQY4HCgtIgUBqBHQ//eCDD+bf7VXCfR8x8MWrr/BWbmevs4muCySqTW2G0t+YCCDex2SNgfuCeN8d+BTD5Vgq1isgRDLP7uRpAQJhCNitq7qJDlGGFO/dtnSJ6n44HPd3lcdLmXiv46wnjrsRP3LkSP6Qobj3P/mTP5l9//d/f143hLdeCP5jtHHx4sVMdrdJYzds2JAL9npdSWMl5Cs0TlURSxsiRQ93hw8f7iTcu/PifV9lgfje7+t6Fd9I6REEIBCKQF0BP5Rwr373HcLPZ+N2FepehgKB1AhIS3jooYdqC/e+gP+rv/qrQYbbV3grXQe0qKawnFpg83f5LsvNFGRQNAKBCRJAvJ+gUesOCfG+LqnielMOl+OP2IYV0XY9Vs27zR2OjoOAPsOaz74nqxJKhShDivdOUC8Lh1N1g1y2rdVtebfe9C4pnH8+JbBV8tou3uAhuA/RhsR3MZAYv3nz5kzivFhs3LixdtLYqn5evnx51dzUPA3paY33fZUV4nq/r/wccY2S3kAAAn0QqBLwhxLuNbauIfwsH4mDy0L+9cGTNiEQikDVZ7PMG1+Cf4gFqz7DW7nnBD2nKKSVzqXfXXYLh+JOOxBIkQDifYpWC9RnxPtuIKccLseSwfu+21zh6DgJKJyJL9zLyzlUeeqpp3Iv7KY/itsaS1kWTkd9/H//7/9l27ZtW2D4zDPPxNL9Tv3wk8YqrI0859evX5+L9Ppb45Z4//TTT2eaRyFLmXCv75zQBe/70ET7a88upO/fv7+/k9EyBCAwOQJlImFo4b7vEH6+YSQE6nxaUKdAIFUCTQX8UMJ93+GtnHhv7eJ29hJqM9UZS7/HIoB4Pxb5CM6LeN/eCHMIl+PTwfu+/VzhyHgJnDlzZkF4lpAZuuha4Qv4L7744runkECsPvjvv/DCC6G70Lo9ebJVLSbYnAESAVLyvq+TNFahSuRtf/369dYs6x5ocwm4xSXNkT4K3vd9UO2nTe268Bcb+5oT/fSeViEAgRgIWJEwpHA/ZAg/x9LtPGRHcAyziz50IVBXwA8l3KuvfYe3sjHvfT7LEuR24cixEJgyAcT7KVu3YmyI9+2MP5dwOZaOvE994UCiIwUCKROwXsd9eI1LjPXFeYn5frl27doq73y9NnbRtnbd1FcVPTDb0EPnz5+vOmzw94uSxurBYd26dbkn/bKksUN19uzZs6sS0+qaGyoPQ9k4Tpw4sXDe1BZghrLP2OdZWVlZsJO9lozdP84PAQikQcCJhCGFe4186BB+RXl50rAAvYRAMYEqAX8o4V69CxHeCvGemQ6BsAQQ78PyTKo1xPt25ppTuByfkIRNX7xH4Gk3fzgqHgI2GWhoMUw34fJc98V7xa22Rd72fh0tjNVJaBoLSSVQ9a8NCrM1VvGTxm7dujXbtGlTvqW+KGnsWH0sOq/s7zPU31oU6Vu4V1+KFmD6WMiKiXdqfbE7JEKG+EqNBf2FAAS6E9D9SagcP917s7yFqhB+fZ+f9iEwJIEyAT+0cD9EeCu3AKDwVn5x4a5CxOwf0jacCwJjE0C8H9sCI54f8b45/LmFy/EJ6WZCgr0vMCHwNJ9DHBEHASuGSSgNHe5FD8a+KP/cc88VDl7iqRX5L1y4EAeoGr0YI/SKwtgcP358adJYsa9K1ltjeL1XsaGHnHCv2PdDldTDHw3Faazz2MVzLZhRIAABCMyBQJ0QfnPgwBjnQ8AK+CGF+6HDW+nzqx+XsFaCvXttPhZlpBAIQwDxPgzHJFtBvG9mtrmGy/Ep4X3fbM5QO14CNkSJ4pqHLsoV4Yv3L7/8cukpFNbFJrdNxStOg7IhiLRVtmu5detWHmv+yJEjeVgbmzR2+/btvSWN7dr3usfbOOYS7uVVPaRwr77ifV/XYuPU0/XJXzgfYkfGOCPlrBCAAATeI1A3hB/MIDA1Ak7A1z1hSA/1McJb7dixI98F637UB/JUTG3GMp4hCCDeD0E50nMg3jczzFzD5fiUirzvJYJSIJAagSGSPz799NMLgvwbb7xRiumb3/xmJs98X8DX8Xo9hWKTWktolEd+nVKWNHbt2rW5YK+b/iGTxtbpc9c6upbacENOuK/LrWsf7PF434cmGqY9zRWbV4KH3jBsaQUCEIAABCAQKwF9/w/tzNGWRVV4K923jHV/23ZMHAeB2Agg3sdmkQH7g3hfH/acw+VYSnYRY8z41vUtSE0ILBKwyR9D3xy/+eabq+LYVwnxEvet933ofvU5D3Qt8L2D5Y3vF+0u0ILEI488kslrXsJ8bElj++Tj2tbDmLyObIx7zckxH2zwvh/C+s3PYRfG+M5tzpAjIAABCEAAAhDojwDhrfpjS8sQcAQQ72c8FxDv6xmfcDmLnIoEHokLFAikQkAiuRVOixLJdhmPDYNTN4a9DbUjMV8LASkUJzJ+4hOfyD72sY9lP/ADP5D9+3//7xeSxm7evDkX7xWvXiFx5lY0z/bv318o3C/bmTEUJ5s4V9u18fIein7xeeyOCC2gUyAAAQhAAAIQgEAMBAhvFYMV6MMcCCDez8HKJWNEvK9nfMLlrOZkxQQ8AevNJWrFQeD8+fML4mkf81fhpHwv+roe1W+//Xbune4fq7aqvPbHIGuTxn7v935v7kn/7d/+7dkHP/jB7CMf+Uj2uc99LomksUPwk3BvdydoEUmvxSKQF4VG0/WeMh4Bu0tIC4MUCEAAAhCAAAQgAAEIQGA+BBDv52PrVSNFvK82PuFyihnhfV89d6gRLwG7+BRanJQAb8PfSBStW27cuLHq+CtXrtQ9PGi9oqSx69aty0V6hb2xSWNtUmvF6o5FmA4KpmFj8qq3IqwT7kPv+mjYtVXVsWFXguGOt7uEtBOiybUkXE9oCQIQgAAEIAABCEAAAhAYiwDi/VjkIzgv4v1yIxAuZzmfEydOLHgvK4YzBQIpELDez/LED1nkZe+L91/96lcbN//iiy8utHH69OmsT5HXTxqrBLES5pUwtihprOqWFV03JTD6YYkkBs+5lAn3umb2adO2zPG+b0su/HF2IcXmkQh/RlqEAAQgAAEIQAACEIAABGIjgHgfm0UG7A/i/XLYhMtZzkcCpY0bXjc0yIDTnFNBYIGAxFI7b0PHGtdigC/etwlzoX5KsPfbkaDftdRJGnvkyJE8Hr287tsUu7Nh165ds/UW1jXRLmZo/km4j9mDGu/7NjM//DES6/3rlUJoUSAAAQhAAAIQgAAEIACBeRFAvJ+XvRdGi3hfbnzC5dT7YFhhAa/AetyoNR6By5cvL4hhCmUSsig2vRXd24aNUagcG36n7gKZkkfpWCWH3bp1a7Zx48Y81M2GDRuyvpPGFoXVmqPoqO+RIuH+2LFjIadcL23hfd8L1kaNygYKO+WL96EXGht1iMoQgAAEIAABCEAAAhCAwCgEEO9HwR7HSRHvi+1AuJz68xPv+/qsqBkHAQnavhgWWkiVuOYL7l1CxmghwCa+VTJbxdR3xU8aq1A3Eucl0m/atCkX7SXeqz8XL14c1AA2rFYfSYEHHVDDk2mRyAqvmnfikkrR3PM/KxrPzZs3U+l+8v3ULhmf/549e5IfEwOAAAQgAAEIQAACEIAABJoTQLxvzmwyRyDeF5uScDnNpjje9814UXtcAgcOHOg1DIVEW1+8v3TpUqcBy4v9D//wD7NHH300+/SnP539h//wH7J/8S/+RVaUNFZCfpsQPZ06WHJw0cLeSy+91MepomtTYZOKhHvNi9SKzQ/B7qrhLNh3Yu3hRsKZIAABCEAAAhCAAAQgAIEuBBDvu9BL/FjE+9UGJFxO80ltvQMlWrUNE9L87BwBgfoEisJQ1A1DU/cs8rT3xfsmnsrXr1/PY81rgcFPGvu+970v+/CHP5xt2bIl+5mf+ZlcyH/55Zfrdmm0enZhb//+/aP1ZagTKzmxzamg/8+cOTNUF4KeRwsu5DYJirR2Y3bhRAuDFAhAAAIQgAAEIAABCEBgfgQQ7+dn83dHjHi/aHzC5bT/MFiRQR6DFAjERsAuzikeechy+/btBeFese8V+saWsqSx69evzxT6RuEx/KSxakPhcvxFgeeee66w7ZDj6dpW0WJo6MWSrn0MebwE+iLhXoJ+ygXv++Gtp/BbNmRRzAmOhyfEGSEAAQhAAAIQgAAEIDAfAoj387H1qpEi3i8iIVxO+w+D9c7E+749S47sj4C84n1BLHQIEInVvsCuePonT54MkjT2tddeW5W8NgXv+7kIvzaXguaZroMKoZN6wft+eAvaHRwHDx4cvhOcEQIQgAAEIAABCEAAAhCIggDifRRmGKcTiPfvcSdcTvc5iPd9d4a00C8BG8YlRCgTJY91SWPvvvvuPLzNBz7wgTxp7Ec/+tFs27ZtwZLGXrhwYZVnf+whqoqEX3kVT6nY5LxOuJ9SmJO5LMLEMi/ttapL4utYxkQ/IAABCEAAAhCAAAQgAIF2BBDv23GbxFGI9++YkXA5YaZzkfc92/zDsKWVMAQUJsf3vG+S3PXWrVu5SH/o0KE8rI3C2yhp7Jo1a/K/f/Znfzb71Kc+lcej/9KXvpSL7Hfu3AnT8b9pRQsFWnDwvftfeOGFoOfoo7GVlZUF7lMKq6XdFTZUjuaZFoSnVIoWYaY2xljspe9Ne61qkjsjlnHQDwhAAAIQgAAEIAABCEAgDAHE+zAck2wF8f4dsxEuJ8z0leCwa9euBSELb8EwbGmlOwGJX3ViSBcljZVAv3bt2lyk3717d55QVkL+q6+++m7Hbty4sSomffder27h2rVrq8Ln6LWYiw1XNIWwWrreKZRJkXA/1bj+1htc3viU8ARsEngtflEgAAEIQAACEIAABCAAgfkSQLyfr+0zxPss94604otCIFDaEbAincR8vO/bseSosARsDOmHH344TwL7yCOP5KFtJMwr1E1R0lh5vFcVeSb7HvF9xqOXt71/Lnnj1+lj1Rj6er9oYU/9T7VoR0WRcC+RdWohgXwbaVHCfl9q3lPCErD5E7gnCcuX1iAAAQhAAAIQgAAEIJAaAcT71CwWsL9zF+8JlxNwMv1NU3jfh2dKi90InDt3Lk8au2XLluyDH/xg9v73vz8X6RWXfvPmzbl4r/flSd+laCHAF9T7FHFv376dnT59euF8sSdGtYJkqgt7Eu5t/HcJ2lMX7t1nA+/7LleJesfa+cUCST1u1IIABCAAAQhAAAIQgMBUCSDeT9WyNcY1d/GecDk1JkmLKnjft4DGIZ0I+EljJcbLi14e9BLpN23alHvW//AP/3D2sY99LBfxJbaGFMTefPPNVZ7wnQZU42CF1vAXC/R3zHGxlVhX4XJ8z+3UwmppDEXCvV4Lnd+gxhQYpQre9/1i1xyz4b3mMrf6JUvrEIAABCAAAQhAAAIQSJcA4n26tuvc8zmL94TL6Tx9ShuQ970V6UIKpf31nJZjJ+AnjVXseZs0dvv27bknvbzoFbveFSuISRwLKYhZIf3ChQu9o/zmN7+ZPffccwsCvrz/9XqsRYlqfWFSiX9TKdpJYRPvaiz79+8POpdS4IH3fX9WsuG9lF+DAgEIQAACEIAABCAAAQjMmwDi/YztP1fxnnA5/U96K9KR2LB/5lM6g0saKyF+x44duUhvk8YeOnRoVdLYMgZaPPJF49Dz8ezZswsi+lAJSyUoW+/7S5cuRTsVbNLg0Dsg+hq47Fkk3Cvu/RxzeuB939dMy7Jjx44tXKuUz4ICAQhAAAIQgAAEIAABCMybAOL9jO0/V/GecDn9T/qiEBl43/fPPbUzXLx4cWnSWIn3R44cyUX6LglZ7WJSyASQ6pcV0IcUdG2iXPVFYXxiLal5bUuo3rlz56pErYcPH56lcO/mlT5D/oJYqjkMYvuc2Lk21EJgbBzoDwQgAAEIQAACEIAABCDwHgHE+xnPhjmK94TLGW7C430/HOvYz+SSxkqM37p1a7Zx48Y8Hr1+h0waW8bBxilXaIpQReKaL96HbLtOH7VQYJPlaidArOFziry2dV2OsVy+fLlQuJd39NzLFHIYxGZDe3+i3R4UCEAAAhCAAAQgAAEIQAACiPczngNzE+8JlzPsZC8SdySGUaZJwCWNlad8WdJYvS6hWx73QxV97n0PYf2tcDOhyvnz5xfEe8W/H7rcuHFjlff/lStXhu5G7fMpTrxvE3njx1Z0rbK5O9RnLUpS3iFgF2jxvu82M3Rt9D8XLBJ148nREIAABCAAAQhAAAIQmAoBxPupWLLFOOYm3hMup8Uk6XiIQkvELtJ1HOLsDn/11VfzMDaKOV+UNFYx6ouSxo4FSmK6PwdDerPKu/306dMLwrkWrcYoL7744kI/1K+QSXlDjsnmIJB9YgoPot0TRcK9xFXKewTwvg87G5Sc1r9WaWGQAgEIQAACEIAABCAAAQhAAPF+xnNgTuI94XLGmehFITJiEunGoZLGWcuSxq5bty5PICvhvknS2LFGbb1ZQ3p524SxzzzzzFjDzIV6u5AwdAifJoO3oYxi8WgXM7tTQ/8rFBFlNQG878PMCn1+7byLdfEtzIhpBQIQgAAEIAABCEAAAhCoSwDxvi6pCdabi3hPuJxxJ69NUBlSPB13ZNM4u00au2nTpjwe/fr163ORPlTS2LFoWW/WkAK7Qqv48e4vXbo01jDz8ypUjk2eG+timezgi5XydB9r14Izml3ocf2LeRFk1An3rZPjfR/GAvKy9z8Pum5RIAABCEAAAhCAAAQgAAEIiADi/YznwVzEe8LljDvJ8b4fl787u580Vkliy5LGqt6Uys6dOxdEsZBitgRoXyy/efPm6OjkIe73SclslY8gtqJFVcVI9wXLMb3vi74ntKBAno7qmWMXPfSZG3shprrXcdVQfHv/s0CIprjsQ28gAAEIQAACEIAABCAwJgHE+zHpj3zuOYj3hMsZeZL9zekPHjy4IEycOHEijo5NrBd1k8ZK0B0yaexYmO3CkUTFUOX27durYswrBv7YRaKp9b5XjPkYi/W+HyvhqRVOJaIi3NefMbEtxNTveTw1lYvDF+9170KBAAQgAAEIQAACEIAABCAgAoj3M54HUxfvCZcTz+S2CSpjCJERD53mPSlKGrt27dpszZo1eaib2JLGNh9hmCOsOKxFpFBF4povkithbCzFhvNRPxWfP7YydsgVfUfYpNoSULXIE3KHRmzc++hPjGGQ+hhnH232ucjYR39pEwIQgAAEIAABCEAAAhAYlgDi/bC8ozrb1MV7wuVENd2yWBNUxkVpsTd+0tjt27fnwrwE+qKksbdu3Yp5KKP0zeZbCBmKQnHQffH+2rVro4yx6KTaAWBD+uj/GHYG2P4WJTwdAqSEe7sjSMK9vP8R7ptbAO/75szcEWfOnFnwutdOEAoEIAABCEAAAhCAAAQgAAFHAPF+xnNhyuI94XLim9h435fbRCFsJAQrOey2bduyoqSxx48fz77yla9EGb88vtn2To9sTPVXXnklSFclVJ4+fXpBvL9z506QtkM18tprr60Kn/Pyyy+Haj5YO/K+98OF6O++w/zIVjaRsc6r0CUx7lAIBrvnhvC+bwfYzkUSJLfjyFEQgAAEIAABCEAAAhCYKgHE+6latsa4pireEy6nhvFHqmK977U7Yk5F4vvJkydzkd4mjd26dWv+ut6fWtLYMWwsEdYXhRWqSdeGEOXGjRsLwvhzzz0XotngbVy4cGFVXP4YE4naHRK6TvRVJNzb65DmiV5DuO9GHe/75vzETNcm/1oV42e0+cg4AgIQgAAEIAABCEAAAhAIRQDxPhTJBNuZqnhPuJx4J+PZs2cXRIqxElT2SWhZ0liFvZFnvUT6uSSN7ZP1srblveoLYiEFYXmG+yFzYvRoFxvNRYXk8Pv6wgsvjGWS0vPamN+ym+L2hy4S5/fs2bPK019zI7adE6HHPlR79hovYfrmzZtDnT6589gdaSGvU8nBoMMQgAAEIAABCEAAAhCAQCEBxPsZT4wpiveEy4l7Qhd5ZirUQorFJY1VyIPdu3fn8ehJGhuPJRU32hfvFVs9VNHCiy+Ix+yxrVj8fl/1t66TsRUbf17e+CGLbKSwODZEj86LcB+SdLZqZ0NoW4bt7bitnThxYmFOhszLMe7IODsEIAABCEAAAhCAAAQgEIoA4n0okgm2MzXxnnA5aUxCGxc5du97xUlXuBt5yxcljZUn76FDh/I6JI2NZw7a0Cih4qi/+eabC2K4PNtjLza5ruL1yys/pmI9kCWyh0ocq3Z27txZKNyHCqUUE8ux+9KnLcceW+jz2wWlUHk5QveT9iAAAQhAAAIQgAAEIACB8Qgg3o/HfvQzT028J1zO6FOqVgdi9b4vSxq7YcOG3Kte4j1JY2uZePRK8qS2HtahvKslrvme7IorH3u5ffv2qgS758+fj67bdsFFuye6ljLhXm0j3HelW368tSXe96tZKZyQf53SAhNzsr85ScsQgAAEIAABCEAAAhBIlQDifaqWC9DvKYn3hMsJMCEGbMJ638v7cKhik8ZKnL/rrruyjRs3ZiSNHcoK/Z7Hev5qd0Soopjevngfyjs8VP/K2rGLDhpDbLHIbZ4CxUvvkrxTcfNtMlCJpSEWBfq2V+rt431fbUH7PcgCRzUzakAAAhCAAAQgAAEIQGCOBBDv52j1vxnzVMR7wuWkN4klyFlRLVRYE9Hwk8ZKuJXn/Pr163OR3iaNJUxBevOnqseKb+97tIYSa+W9b+PHp+Ip+81vfjN77rnnFvqv2P0x9b9oV07bXAW6nhQJ98QUr/r0hHsf7/vlLG2eBy1eUSAAAQhAAAIQgAAEIAABCFgCiPcznhNTEe8Jl5PmJLYCq4SepqVO0lgllJW3/fXr15s2T/1ECezfv39BvA8lisnL3hfvQ7U7FGYlbbWLD5cuXRrq9LXOY72RJcA3XWCwHvxuISeF/AS1ICVSqcj7PsZkyWPg1Jy2i0sxJ74egxHnhAAEIAABCEAAAhCAAATeIYB4P+OZMAXxnnA56U7gJt73RUlj5UW/bt263JOepLHpzoPQPe9TFFOceF/8vnLlSuju996exHor4CsJbyylyH4S9OsWK/474T61hZa64429nkLB+Ltg2izSxj7GNv1TSCefS8jQXm36wzEQgAAEIAABCAxP4Nlnn111X27v08v+17EUCEBgPgQQ7+dj61UjTV28J1xO+pPXet/fd999+Q2MksMq/vymTZvyUDdFSWPTHz0j6IOAFnpsEsgQ51HYmdOnTy/cYHeJxx6iT23a0HVT4XL8BwHF8df4Yin2urBr165a3vcak01ULO9mhPvxLKvdKtYmIUOkjTeybme2c7xteKhuveBoCEAAAhCwBBBTmRNDEtC961NPPdXqp0soSN2fPf/88/lPVf6uJnWr2KmtqvNVtcH7EJgrAcT7uVr+W+NOXbwnXE66k1dhbI4fP579wi/8QvaBD3wg+/t//+/nIv373//+7OMf/3gu3uuG5Ny5c+kOkp6PQsAKuKGSQL722msLgncTb/BRQCw56Y0bN1Z5+cS0i6BoV06VAG/FUAnGEu7l4UwZlwDe96v5y9PeX9Qg98q4c5SzQwACEHAEEFOZC0MSGHq+vf7669mOHTvy527/R3l4bGlStw4zncOdEwG/DjHqQGCRAOL9jGdEyuI94XLin7i3bt3KY80fOXIkD2tjk8Zu3749F+l1AyEveydkhBJb4ydED/sgYIXCUCK7RGDfWz22WPFNWb744osL49Gugtu3bzdtprf6hw8fXhVuRbsGiuLfKyGx9e7euXNnhiDam3kaNYz3/SIuxbb352ubvA6NDEBlCEAAAhCoTQAxtTYqKgYgMPR8k6e9RHTntCOBfu/evbmormcBvzSpW4VCz006hxPwEe+riPE+BFYTQLyf8axIVbwnXE5ck7YsaezatWtzwV7i/LKksUXCDl/ocdk4pd5ItPWFsVBzSYsAvngvT/yUy9tvv70qDFCVd/uQ4y26LmgR8NFHH31XwNd3gV2ske01B0LZfcgxT/lceN+/Z12FqfKvUSxYT3nmMzYIQCA1AoipqVks7f4OPd+KQn5KyHfCuk+zSd0qK2zZsiU7evRoHqZH5+I+vYoY70MA8Z454BFIVbwnXM4401herIqVLW95ec1LmA+VNNYKO4gZ49g49bNawVcerSGKPNJ94V6eKTHFiG87Ru1gskmwYrqZtteFu+++Ow+FIwH/zp07ufeO9bhfWVnJbt682QhJk1ieTeoWdaLr8Y0GFlFlvO/fM0Zfu4MiMjddgQAEIJAsAcTUZE2XZMeHnm9lkIrE+xB11YaemyTeazEA8T7JaUqnIyGA530khhijGymK94TL6X+mKM58WdLYzZs35+K94tUrJE6oUiTsKLQABQJNCMg73hdzteMjRJFHii9yK+TMVIq8gP2xaYFOXvkxFIUqcvaUcO9+JODff//9hcJ9k+tGk1ieTeoWsSs7XluV51JOnDixYLO6iYinxEe7RezuoCZzdkosGAsEIACBGAkgpsZolen2KYb55jzv5RlfVZrUVVsS7LUwINFeBfG+ijDvQ6CcAOL9jGdHauI94XLCTlaXNFZivET5DRs25F+umzZtymPQD500dt++fQvCjhJQUiDQhICNk64b4hBF4WR8gfvatWshmo2iDd1UW+/7l156KYq+6Zovkd4X7v2//YUaXT+KtvcuG0iTWJ5N6hadU8froUgivnuYcXE/3QNNFNB77ERRIuJQOSl67HbQprWDzZ+32ilCgQAEIACBeAggpsZjizn0JIb5pvtTaQB18nk1qSv76V5XIXRdQbyfw6xmjH0RQLzvi2wC7aYm3hMup/mkKkoau27duvwLWmFvXNJYeduOndxRgqFN4tdUjGtOiCOmREBCmD+HQsxpCcja7ukL3ArZMqXy8ssvrxLwx47pL+4Kj3PPPfeUivcS8mVvea+3sUmTWJ5N6tadG9px1GSbct12Y66nRVn/Mzo373t7H8Midcyzlb5BAAJzJICYOkerjzfmsedbk3vRJnVF1Hnp+yE5Ee/Hm2ucOX0CiPfp27D1CFIS7wmXs9zMftJYrW5LmFfC2KKksaoba8H7PlbLxN8vhZ6w8c/bCLp2pDdu3FgQthVmZmpF8fttQl79P1ZcfyfcKzxOmde9//r+/fvfTWIbwjZNBPUmdW3f3ENQnW3KIcYVQxtz976333Gx7HKJYW7QBwhAAAIxEEBMjcEK8+nDmPNN92SKRe/i0S+j3qSua0eahDzv/YJ4P5+5zUjDE0C8D880mRZTEe8Jl/PelKqTNPbIkSN5PHp53adW8L5PzWLx9FehbWwYlRC905z0ve7lpT7FIk97Gz5njLE2Fe79JLY6tmtpEsuzSd2ifp08ebL2NuWu44rp+Ll63+vB1+4uCzFnY7ItfYEABCCQOgHE1NQtmFb/x5xv2rkq4d6FdFxGrkldtaMcenJw0b2uBHv340JGutfTsha9hcC4BBDvx+U/6tlTEe/nGC7HJo3duHFj/gWouPR9JY0ddTJ6J9+zZ8+CwHHmzJlYukY/IiZgBcFQ4Sg0/3xRe8rJJS9cuLAwVoULGjp0la739913Xy2Pe9/7XuF1fu/3fq/zDG0Sy7NJXXVMnvbu4cU9BM0l3r1vmLl639sFxlAJtTtPehqAAAQgAIF3CSCmMhmGJDDWfGsixjep69g58V76RdmPFg4oEIBAfQKI9/VZTa5mzOK9E4ymHi7HTxqrUDdlSWMvXrw4uflXNiCF65hzTOTZGDrwQPsIR/Hmm28uiNlTX0h6++23M7tYMXSYoDae9xLxtejXNUxSk1ieTeqWPcjooUWeR3Mselj1r/M7d+4cfKFoaO42ofbckvUOzZvzQQACEGhDADG1DTWOaUtgjPkmMV6CunaQVpUmdXVvXOX0Q9icKuK8D4FyAoj3M54dsYr38mx9+OGHsy9+8Yu5IOM/4CshZWrbzF3S2EOHDuXjkUhflDRWQn6IBJupT2nZV0kMfbsjcqRu1X77L9HWxrsP4SGvz6PvdT+H+NS68bbhc7SIOmRpKuCHEO6bxPJsUncZNxc2Rw9GcytF1/lQu2ViZakFCv865Sdwi7XP9AsCEIDA3Aggps7N4uOOd+j55naN6t7TD2fj/vZD6DSpq+Pq5IFCvB93vnH2tAkg3qdtv069j1G8l+Amgd7FMbaCXFdx2w9bUPXg3KSuDHH9+vU81ry2witBy7/6V/8qe9/73pd927d9W/aDP/iD2e7du/P3VCfmpLGdJlWgg/G+DwRyJs3YXAm6hoQo8jr3heyqa0aIc8bQhsJ7+ONW+Bx55Q9Z6gr4IYR7javJluAmdauYOY+mucwtn4e9zitBcZXHVhXPWN+3uwhDXaNiHS/9ggAEIJAqAcTUVC2XZr+Hnm8u5nxZKBuFu3GlSV23I1WC/7LixPs6cfbTtCi9hkB/BBDv+2Mbfcuxife+cO9iGW/fvv1dT7UTJ060ZqovCAnq9ovKZkDXCarqliWNXb9+fe5VLzHp85///KpzKUTCpUuXWo9hTgcWeWUOHb5jTrxTH6sNwXHs2LHOQ5I3v/VAT23XT1sIt2/fziTY++M/f/582+ZaH1cl4Kcu3AuMOOt7aY7i/Zy87/u4RrX+YHEgBCAAAQiUEnjqqadW3f/Z+8Gy//Wd3rQ0EUib1EVMbWqJcer/2Z/9Wev5prkaS8GjPhZL0I8pE0C8n7J1K8YWk3hfJNz7Ar4SGHYRzvSFohseF9tNAr3zeLQ3Wq7uH//xH+fxiH/+538++97v/d53xfiqpLHuZkntOy9CvSbxXj9T9SwM/VGyiYoV05wCgSIC2tHi79KR53jXYsPHhGiza5+GPN6GDNKD6o0bN4bsQn6uMgE/pHA/RNzPMg8jt6g8Vw+kuXjf79+/f+EaNYcQXINfLDghBCAAgYAELl++vCCqWicimxdJ90kvvvhiwB50awoxtRu/IY7WHLLOMqk+b0jjaLN4NQRnzgGBqRBAvJ+KJVuMIxbxfplw7wR8ifePPfZYi1G+c0iRYC4hX6KN4tAeP348e+SRR3LP+e/5nu/JX9+0aVO2bdu2/PX/9b/+V604bjqXiw9nzymve7Xrb0drPaAZHCh+CqPgi7IIHjMwfMMhSty18ySEF7M8zX3PqjpJnRp2Perq3/zmN7PnnntugcHTTz/daRG17YCtgB9KuG8Sy7NJ3aK4ny4OqL4HND81n5wHXdUW47bcUjhuDt73RTk5uiZXTsG29BECEIBAqgQUKtCKqkX5f4ocHYbOE1TGGDE17tlXdJ995syZwcNUhqAkbWOO+ZtCsKMNCDQhgHjfhNbE6sYg3tcR7p2A/8ADD7QW8Jcljf3H//gfZwrPI5F+WdLYOklYNEXK6kmMrtvGxKZa6+EogaEv3uN93xrlZA/Ug5M/R7QY17Xohto+tM1xx0yRV9lYob+cgB9KuNccabL9vEndoq3qEutt6DY9WMszbu5F3oz+Z1iLcTdv3pwMFnnR+ePTTiEKBCAAAQjES0ACvO/AIecF3RvaotdeeOGFVXmCFH5wzIKYOib9eue2Ozs030I4H9U7O7UgAIEUCSDep2i1QH0eW7xvItzXFfBt0lh50q9ZsyZbu3Zt7lXvJ4392te+lovpdbwenZd+VV3ncalwO0UF8b7Z5MX7vhmvOda2YTcef/zxzhhee+21hQcxnWOuRWK9je0qUX+MIgE/BY/lqq3qejiba5icsnmjhVlf4A7xOR5jjhadUzk4/LHp80SBAAQgAIE4CUiQl1jv3/ss86YvyhOkRekisT/OEdOroQlIA7H31hcuXBi6G5wPAhBIjADifWIGC9ndscV7ebo7Ub7Jb3ng/+Ef/mF+Y6U2FNpGwryEcT9p7JEjR3JPem19LCouDEIdT9K6dZ3HZZk3pUuYG9KOU29LiYp94aMoyfDUGTC+cgIS+fz5EUJot94wda4RU7WRBHP7EMtD6XJrs1W9+adBIdH8z7H+nooH2q5duxbGNpVxNbcyR0AAAhCIn4D1utdOzCoh/tq1a6vE2Jdffjn+wdLDwQkU3VePFZZy8MFzQghAoBMBxPtO+NI+eGzxXh6UCoGwTLj/iZ/4iVyY37hxY/bBD34w+wf/4B/kIr2fNFZe7hLpmxQnstcRgtvURbxvYo3ldcV/qqJOOErzbUlhcvz5oTA6XYsWAHyPGHniz7koUa31EArBeYpM2are3qpT9L63318hwnq1J8yREIAABCBQRcDeA8qho05Rslp7ryQPawoEfALysGeeMCcgAIE2BBDv21CbyDFji/fCWCbgr1u3Lhfpv/3bvz370Ic+lIv3H//4x7Nf+IVf6ExfoVjkGamfqjjWTeqqY3U87xX3mNKMgPWunlJIhWYkqO0TsMKYYmXLo6VL0fZn/6a6jsdVl/OlcqxN4CsuY8d0TYUd/axHYIre97qW+IuLCqFDgQAEIACBOAko34q9ByzbwW1HoHp2p6IWArrel8ZJil61IaDnFivc110canM+joEABKZFAPF+WvZsNJoYxHt1uI4HfpdktRaKsqFLuK8Tc7hJXZ3Hxbwvi41PzPtGU/Tdynjft+M29aP6SASp/Bb+jbU8qShZHn7MJvEVfwoEQhKYmve9ktP64j2fmZCzhbYgAAEIhCWgsID+PWBTYdXmTFJbWpimQEB6x5kzZxbm13PPPVcZkglyEIAABBwBxPsZz4VYxPsqAT8V4d5NJQn0Ev1tqUpmO+OpWGvoeN/XwjSrSn0kgpS45j+4KY4p5R0CNg6sOBG/m9kRkkCR9/2yRIEhzx26LT2oazeQL96nkHA5NAfagwAEIJACAet1r3ucqh3aReNSniTrXa3wg5R5E7DPF3KIaTO/5k2R0UNg3gQQ72ds/5jEe5mhyAM/tHAvYV2etVVF4nvduhKv/C9fl9zWevYrNr/aROyqol/8vmJs+yKIRBFuetqxnMpRKysrC3Oiq3eTtjZb73LEtsXZYr3S5EVUd0v5VOYd4+iXgF2olTd+isUuROzfvz/FYdBnCEAAArMgYMMD6v82Rclt5VHtC/jcK7UhOZ1jipxfyB01HfsyEggMRQDxfijSEZ4nNvHeCvghhXsnqEuUVzJZ++ML7U3qOm96P/Gti3uv2PbyvtD/Oh8hc7p/CGxIhSeeeKJ7o7SQJAElAbOJjLsK7TYxq4RqyiIBLZjZBQ4l36JAIBSBojBpXRfmQvWtSTt97Axqcn7qQgACEIBAPQK6t7He8l0chN58801CDdZDP/layg9l75tfeOGFyY+bAUIAAuEJIN6HZ5pMizGK976A/9hjjwVjKXFd4nnZz7lz5949V5O6Tqi3Me4l2iuuvn8+ed5TuhGwnox433fjmfLRdi6E8M5Vm/7D28svv5wyot76Li72IVdxXikQCEVgCt73dmcQXnahZgftQAACEAhLwHrdh8hPomu+vVeqs/s77MhobUwC2oVhd6xKyO/qbDTmmDg3BCAwHgHE+/HYj37mWMV7J+CPDqhGB5xHfVkoHHnmEyanBsgGVfC+bwBrwlW168L3vA+xC8MmkpJ3P2U1AT2MPPPMMwsPpfpfr1MgEIJA6t73ip3sX5927twZAgttQAACEIBAYAISUq3Irmt4iCIPa79t4pyHoJpOG0XOLugC6diPnkIgNgKI97FZZMD+xCzeD4ih06nkXa8bMcpwBIq87xWrnDIvAnYRp6uXlIR6G590XkSbjVae9vZhl50KzRhSezmBlL3vtZjli/eHDx/G3BCAAAQgECGBy5cvL9zPhAyZqIUBGzJF8fBxdohwIgTukn2u0D1z2zwKgbtGcxCAQKIEEO8TNVyIbiPed6OoUDuKoU8ZloCE+l27di0IIxJKKPMhoIchG+++q5e83d6cYoztoWeAYt2HjBE7dP85X9wEUva+P3DgwMI1quviYtyWoncQgAAE0iTw9ttvrxLXQ3ndOyL6LrP3SlowoEyXgJ5V7Q7Vp59+OtN8o0AAAhBoSwDxvi25CRyHeD8BI850CNarUWI+3vfzmQwS2n3xXrGluxYbk1LJaynLCeghRA8j/kNpSI81+EPgxIkTC5/1FK71+i5SPhb/GtV1cZGZAAEIQAAC4QlYr3vd0/ThFW9j6uu+ie+F8PaMpUWbQ0v2JjdULNahHxBIlwDifbq269xzxPvOCGlgJAJ4348EPpLT6ibYF8aOHTvWqWdF8U5ZDKqHtMij7OrVq/UOphYEKgi89dZbq4Tw2HdaSQzyr08hkmkzUSAAAQhAICwBifTWAaGv+xfdU9pz6X/uNcPaNIbWtHPD7rRgN28MlqEPEEifAOJ9+jZsPQLE+9boODACAnjfR2CEkbpgQ1J0FfOuXbu2cKNNiItmhhUvm5CNrcHNGFK7nIBNTh27973t76lTpzAvBCAAAQhERkBCvX/v0pfXvRt2UQx0hR+kTIdA0Y5UPaP0sZtjOtQYCQQgUJcA4n1dUhOsh3g/QaPOaEhFoQnwbJj+BCiyu7y/uxS7nfnKlStdmpvdsbdv314VM/bFF1+cHQcG3A+B1LzvFcbL97xXmC8KBCAAAQjEQ6DI636Ia7UN06PFg673sPFQpSe697Ve92+++SZgIAABCAQhgHgfBGOajSDep2k3ev0eAevhSHiC6c8Om8Ry586dnQatB7jTp08v3GxLjKY0I6AFD/vAQt6AZgypXU4gFe97eVb6wr1i3xMWgZkNAQhAIC4CNuSf7gOH2DGoe87nnntu4X7pzJkzmcI3UtImYHfx6p54iAWhtKnRewhAoAkBxPsmtCZWF/F+Ygad4XCKPDLxvp/2RLDhkh5//PFOA1YCKV907hqCp1NnEj5YD6Q26S/xXBM2aGRdT8X7Xp8BX7zven2KzAx0BwIQgMAkCNj7FXnED1X0fWadRl544YWhTs95eiBQtANVNiVcTg+waRICMyaAeD9z4894+Ax9IgTwvp+IIWsOQ2KYL45JeO9SLl26tCDe639KOwLaGmy97+HZjiVHrSZgE1Vr141EkJiKvT5JIKJAAAIQgEA8BGxC0aG87n0CRbsV8dKOZ4406YkEegn1NvcTu3ibUKQuBCBQhwDifR1KE62D5/1EDTuzYRV5ZA7pQTMz3KMPV4JdyHjS8rT3b7jliU9pT8Auhogt8T7b8+TI9wgo/IyS1fqffy3exlKK8nEojA4FAhCAAATiIWC97pX3aIzy1a9+dZXgy/3SGJbodk4tuljHFYXQoUAAAhAITQDxPjTRhNpDvE/IWHR1KYHDhw8TqmAGcyR0PGl5xVhPGba4dptIEjAVLsfnqviucO3GlaPfIWDDZimmfCze93qA9xcWlLiWAgEIQAAC8RDQ94UVWsf6DlGce8W7534pnvnRtCdabLEhkLQoQ4EABCDQBwHE+z6oJtIm4n0ihqKblQRsElMJKHqNMi0CuiH2xbH9+/d3GqDdtjyW91WnQUR4sN2STtKuCI2UaJdi9r4/depUtLsCEjU33YYABCAQlIDu83yxfOz7Pps4V30j3GBQk/fWWFny4SESH/c2KBqGAASiJoB4H7V5+u0c4n2/fGl9WAI21jCJAoflP8TZjh07FlQcs1uW2eYazor2AVmeScT/DMd3zi3F6n2/b9++hesT4dvmPEsZOwQgEBuBIq/7GEKbvfTSS6t2AxDCMbbZs7o/RWEib9y4EX/H6SEEIJAsAcT7ZE3XveOI990Z0kI8BPC+j8cWffVkz549C+KYHnjaFnnw2q3T2sJMCUNAnkdsJQ7DklYWCcTofR86pBc2hwAEIACBsASsSB5LQnF9p9n8Swo/iAd3WPuHbE2LK/YZosszSci+0RYEIDBdAoj307Vt5cgQ7ysRUSExAgcPHlwQd0+cOJHYCOhuGQEJ637IHP3dRWyXd4x/4x3LQ9yUZsDVq1dJ4jUlg0Y0Fn1e/euBYt8rXNNYxYb0OnDgwFhd4bwQgAAEIGAIFDkUjPmdYQ2kBWArBo8d0odJVExAc8nmdtLiixZhKBCAAAT6JIB43yfdyNtGvI/cQHSvMQF5PVhBZ6xEVI07zwFLCVjbKkRFl2I9sJRskhKewAsvvLDwQKrkbHiThec8xxZtmJoxQ6XZsG16kKdAAAIQgEAcBBTGLHaHjZdffnmVgE/+rjjmj98LGxZS8yqG8EvxkaJHEIBAaAKI96GJJtQe4n1CxqKrtQlYQeeJJ56ofSwV4yUgO/oLM4p/36VIRPYf5Ljx7kKz/FgtntnwORcuXOjnZLQ6KwJ2QW/MROU7d+5cuD7F5NE5q0nBYCEAAQgYAkVe99oZGFtRAlTtKvPvTckXFJeVihIMa9GFAgEIQGAIAoj3Q1CO9ByI95Eahm51IoD3fSd80R5sF2UUpqJtsduTJeRT+iNQ5E1GMrb+eM+p5Ri877Vrx19YXFlZmZMJGCsEIACBqAnYEH4KeSKhPMZy+/btVQ4P2sEYa39jZNhXnxSq0zr+PPfcc9imL+C0CwEIrCKAeD/jSYF4P2PjT3zoVtA5derUxEc87eEpjqRiWvsCWRdPeYltvmcTSab6nT966LTJ2PQ/D6P9cp9D6zF43+taEnJX0BzsxhghAAEIDEFA9xk2PnmMXvc+i6J8QYR2HGK2LD+HnIbsrghCs45vF3oAgTkRQLyfk7XNWBHvZ2z8iQ/dJjPctWsXiYQStrn1bJU9uxS7LVnJayn9EpCnvU3Gphi0FAh0JTC29709P4uBXS3K8RCAAATCELBCuMLQpOA4YIVi3T+9+eabYaDQSmMCV65cWXUPq9coEIAABIYkgHg/JO3IzoV4H5lB6E4wAvLUlsDre0OSQDAY3sEbsp6tXRJTaturFZE1Xyj9E7BJgmUHvJb65z71MxR53w/lWanriU2SrtcoEIAABCAwPgG76y8VpwHF6bchWtixOM58Ksrd1CV05zij4KwQgMAUCCDeT8GKLceAeN8SHIclQUA3ub6ogvd9EmYr7OTBgweDLcRcu3ZtQbznBny4eaGHUbt9XbsgKBDoSkALev71Xt7wQxRdP/zzHjhwYIjTcg4IQAACEKggoMThNsyJ7kNSKbb/Ggs7u4a1nnZpKK69P4+0qMIi/bB24GwQgMA7BBDvZzwTEO9nbPwZDB3v++kYeefOnQsC2V//9V+3Htz58+cXbsLZ9toaZasDZTu782EoL+lWHeagJAhoXvkiuv4eQuQ4duzYwnlJfp3EdKGTEIDADAjYEImpeN37pinasShRnzIMAc0Ze8/a5RlkmF5zFghAYKoEEO+natka40K8rwGJKkkTsN73KysrSY9njp23opyE/LZFHjSKd+rfiN++fbttcxzXkkBR0i+8mFrC5LB3CYzhfR9yYRFTQgACEIBAGAJFXusphunTfasN/aMdjCntIAhj0eFbeeONN1YJ9xcuXBi+I5wRAhCAwN8QQLyf8VRAvJ+x8WcydN2o33vvvQuekUN4Y84E7yDDtAswXcJS2KSp5EEYxISrTiKh3i6ivPjii+N0hrNOhsDQ3vf2fF0TaU/GEAwEAhCAwMgE7C5L/Z9qUaJa6/3NPVO/1tTubRZN+mVM6xCAQHMCiPfNmU3mCMT7yZiSgSwh8MQTT4wSCxmjhCFgvWn1ANO2XLp0aeEBSP9TxiGgcEX2YfTGjRvjdIazTobAkN73NpG2QuhQILCMwLPPPrvqumevg0X/6zgKBCBQj4Acd+znKEWve3+0r7zyCiEH65k/SK2icEVyAKJAAAIQGJMA4v2Y9Ec+N+L9yAbg9IMQwPt+EMy9nUShjvxY1nqAaVusFw034m1Jdj9OW8FtPFptBZe3EwUCbQkM6X2vXUD+tSllz862vDmuGQEJik899VTjny6L1uqhPhfPP/98/lMVr1n3TFrYVt2uC9w6V9X5mhGkNgSqCVive4XqS73onumFF15YlYCX0I/hLStHErv40/VaGL6XtAgBCMyRAOL9HK3+N2NGvJ+x8Wc2dLzv0zS44k3aJJRtxV094Pg34wrboochyngEiraCE9ZqPHtM5cwnTpxYuG4onE3b60YZE4V+stcm8jZMZQb1N46hxfvXX38927FjR3bXXXct/Bw8eLBwkBKobN0tW7a0EvF1DtcWAn5/c4qWFwnoOmyF16kkeNV9rA05KCcI7mXDfQqUS0CJ5/059Nxzz8E4HGJaggAEOhBAvO8AL/VDEe9TtyD9r0ugSATmYbIuvfHqyVvKF8j27dvXujM2TAtesq1RBj3QhjLSA5M+rxQItCVQtNsqdH4LLTL516b9+/e37S7HzYjA0OK9vOclouv7T0Vi/t69e3NRXSKgX3RPpNf1vgsxotck3uunSdgRtwjgBHzut2Y0yUce6uXLlxeEV4nbUyrXrl1btTjx8ssvT2mIo45Fzx3W0UeOJhQIQAACMRBAvI/BCiP1AfF+JPCcdhQCNhay/qfETcB60GoHRdtib8j1AEQZn4A8xhQuBy+n8W0xpR7Y3Vahve8V394X77uGNZkSe8ZSTmBo8b5IcJeQL5Heet8fPXo0f90e44T4c+fO1TatxH61p8UDtYl4XxsdFTsQkNe09Uyfite9j0XJau3uApweOkycvzn06tWrq7h2CdXZvUe0AAEIQGCRAOL9jGcE4v2MjT/DoRfFQuaBMu6JIE97XyBrG1JFITPsgw4hLuKxvR6urX14YIrHPin2pG/ve5uLQw/9FAhUERhavC/rT5F4X/Sajtdnqey9ovYlnjpPfcT7qhnB+yEJWK97OQZMMaSMFims04N2l4UODxfSNrG3VRSSSDkGKBCAAARiIoB4H5M1Bu4L4v3AwDnd6ATKvO8fe+yx3EOMEg+BkDGlbfKpqW2jjsdq7XtiE8xJACIRW3ueHJllfXnf24XgnTt3ghsCtQjEIN47z3t5xruicDoS6E+ePFk4jrrivRP63f0U4n2taUGlAASKdvFNeVH1tddeW+X00NbBJQD+pJsgGXDS5qPzEJgVAcT7WZl7cbCI9zM2/kyHXuR9/z//5//MHnjggeyhhx4KLuDrfHp41U+Vl78eerU9XXX1u2lpcq6mbY9R38aUlqdr26K2fM9uvLrbkuzvuKLt7ng99cd7Di335X0vD0d/R9Dhw4fngJMxBiAQg3jvwuP49xku3n2ZE4NLPFuFQKF4lCDXFcT7KmK8H4qADXkyVa97n1dRziA5q1CaEdAzgd39SWjNZgypDQEIDEMA8X4YzlGeBfE+SrPQqZ4J2FAs99xzT3b33XfnP6EEfHmx6QHWPfC63zbGrBuqiynr19e28zoiftNz9Yw3WPPWa1YxptuWM2fOLNyYExu0Lcl+jytKxMYDVL/Mp966Hsh9oV1e8k0SbxbxOXDgwEKbyqdBgUAdAmOL906kt/ciIcR759HvOyog3teZFdTpSqDI634OThoa93PPPbdwf6v7XTlDUOoRUDJaK9wrpwAFAhCAQIwEEO9jtMpAfUK8Hwg0p4mKgO/RvX379neF+5ACvh5Y9XCsh1kVCex79+7NxXyFA/GLe2jW+05U0msS713c2GUAm5wrKkNUdCaUQCah3r8x14MNJV4C8ra39uJBNF57xd4zxQBWslpfwO+S+Frt3XvvvQvtdV0MiJ0h/QtHYEzxXvO07L6ijnjve9QXEdH7dlEA8T7c3KGlcgKav/59g+6z53LfIPHZJullQbnep0WLH9pJ588d7diYy9ypR4laEIBATAQQ72tao0lIiq7hL7oeX3NIGeJ9XVLUmxoBPWQWCfehBPwiMcd5pdmHW7eF3R7jvPHPnTu3FH+Tc6VixyKBTElN25SXX3554cacmKBtKA53zF/8xV+s8oKyXlFF/z/77LPDdZIzJUXAhrmR+N5WcLfhvLSTiwKBKgISg+TN2UW87xq/Ww4CEu/lTGCLi3nvx8H361TFvNd9iouZ70IFOscC//UqTrwPgTYElMfIvy9Q4to5laKwL855aE4cmo7VhtTUHGr7rNH03NSHAAQg0IZAcuK9bjB1Q6hV5jpxpNtA8Y9pGpKiS/gLnbfr8U3Gi3jfhBZ1p0JAyWnvu+++VR73TrgPJeAX8Sp6AC57KHaJ38pC7VTZo+phu+r4Md/Xg4gNddG2P/ahjnigbUkOc1wXcattD6e4ON+WxRSPC+l9f+LEiYVr06lTp6aIjDEFJKDQX37otqeeeipr+uOEST0jyFu0aVkm3Lu2dM+gerZUJbNVfSfe21CBNhRg035THwJVBCS2ztXr3mdjdy1KJ2m7SF3FfArv23mjOYRzzxQsyxggMG0C0Yn3eogu8gqRGZznqr05tGEoQpqsSUiKruEvuh7fdNyI902JUT91AhLulZzWCvVl/4eKge9fv3zPtqqH4rYCvLtWlnnRxW5HCR2+eP/444+36vKdO3dWPdRJyKPES2BI8X7Ki/PxWnicnoXyvlfibP/aNIe4yuNYLP2z3r59O7OCWpfrmxMo1WaTsA4uZF+VJ67bBWifwU6ePJl71fux7GUd/V8lDhI2J/15HPsIrIPG+fPnY+9yL/3T/a4Nn6N4+G0W+3rpYESN6vqp8Dj+oo/uEWAVkZHoCgQgUEggOvFeN49liRrde87rXjeF7qa0L/s2CUnRNfxF1+ObMkC8b0qM+ikT+O3f/u3s/vvvry3cO0H/wQcfzL72ta91Hrr7fPtJaOvEmdVDc9NSdK6mbYxZX2K9L5DpprpNsQlQiQPahuKwx3QRt5r2dMqL801ZTL1+CO975c+wO4JYDJz6zGk+PglAEsqtkOaEoqZe96pvQ4VJeFKs66ri7gX0rOSHs3F/+0K9ux9RWEHdp7gdSUVOBM7xoGpnIOJ9lYV4vwsBPaPbz0bVglKX88V+rI39LzZzCyFUx0Za4LHzRt/vY5fr169nX/nKVzLl/NqzZ0/2Yz/2Y3mIVwoEIAABRyA68V43vBLvdbNovUZ1k2hvFN3NpvUI6dvEfYS/6Ct8RhkLxPu+Zwntx0RA8WKVuLCu172rJ0/Lrjd17jpVdv3SA25RcbuMmnAsO1eTNsauu3PnzgWRrG2sXxdj2N2kV3kejj1uzp91igndlN+UF+ebsphDfXlo+uK7Yt83iW9rvffb7giaA+u5jlGCurxdi/JyaEfZn/3Zn7XK6fHlL3951XFaHNAC9bKie45loWxsTh2J9u4ZzB0nz3tb3H1G1e4+J96X7aie6zxh3GEIWBF2rl73Ps1YhekwFu/eStECh3JjDVVeffXVXKA/cuRI9sgjj+QC/caNG/Pr9Pr16/P/JdxLwFc9CfoUCEAAAo5AdOK9OqYHaudRLw8Qd9PnPEh0I+m8RvR+G8/ULlOgKCRF1/AXXY9vMx7E+zbUOCZlArppayLghxDudT3Tw7B+rFhYx/Ne17i6Zdm56rYxdj0xsQJbG+9WeT9az0eFMaDETWBIz/syElNYnI/byuP1Tglm24bkkhDqH6vFAAoEREDfNzY5ui/gX7hwoVGoG0tV34FFopzO0TYO/jLL6ZlkmVMUHvXM+7EJFHndd3W0GXtMIc6va4UNCaP/29xHh+hPTG0UhRbS93jocDm3bt3Khffjx4/nAv3WrVuzTZs25XrVunXrcoFez3Z6T/UuXrwYE6bZ9kXz47d+67cy/aZAIFYCUYr3DpaEF+f5oRtF3UxajxC932fM+yLD9RH+oo6IF3qRAvE+1o8l/eqTQF0BP4Rwr3EsSxTnFu3KvNeaxryvk5SuT7Yh2rbesfI+aVNee+21VfEs27TDMcMSGFu8n8ri/LBWS+dsSkjnC/D6u87OTQkf8tT3j0UoSsfuffZU3zVWLHPCvV7X+6GKciwUefUrJNyQ4pyexYZ+9grFkHamQUDXcv+zwGLqe3bVd5O9TmgBce6lKKlvF6ceCe9yKJUIv23btlyUX7NmTbZ27dp3Q97oPdnC7nKauy1iG78Ee+14UJgi/UbAj81C9McRiFq8Vyf1UOUEe3k9aaVdXiZF8RqHMGtf4S8Q74ewHueAwDsEqgR8fXmH2EZZR0yXQK96tlTtxrH165wrBfsfO3ZsQSDTTW+bou8J/+GFuJ9tKA5/zNji/VQW54e3XDpnbON9L9HUF+71cEeZNwGJ5VZA9L9z9B3Uh6CuUE9F8fQV1mmIeN8SoYruWeY9Gxj9kASUcNR+BpqEQBuyr2OdS/e8VsCvs1A9Vn/7Pm/RwmedkJy63mkRViK8ng0l0Euc17Ob/pZor/ck4kvMb5JMvO8x0349Ak6498PqIuDXY0et4QlEL947JC5uo4T8sb58+gx/UUe8bxI+o85Ucsbn969nMJgfA91s3XPPPati4DuB5r777st+7dd+rfXc+NjHPpbf3D388MNL2/jJn/zJvN6v/MqvLNTTDaFe/8Vf/MWF1/X/F77whYXX6p4rhXluvVs///nPt7LBqVOnFh5cFJ86hfHPvY9dxPuu7PTZ0mfuE5/4xKrPnF7X9aLoHG6HYNn5Xbttj+86Lo5f/H7TtdZ63+v7YBmn3bt3Lxyj/+E6v/sGZ/PDhw9nf/Inf1LoBf/Hf/zH2aFDh3qdH1/84hcz+x2na+ef/umfZl/60pd6PTfzfr7zPhbb/+///b8XPnsSTmPpWyz90K5VXYt8AV/XrN/4jd+YHStdj3Vt9Fk88cQT73L43Oc+l++s+/Ef//HsR37kR7Lv/u7vzt73vvfl94Pf+Z3fmX3P93xP/t5P//RP5/XsM1gsNh+6H2KYeikS7p2I36eAr8V9aZs2H4xe83e1uXrirIUkFy5cC+hleqgcnF34cemmuj7ahX2d1+US1TxXu/pf5ysqVW3qHK69ot9+mxqfPw4/75/rl81RV8ZL7S5rT+8vO1Z99c+/rK6cu4p2HFadP/RnJErxXoYTSMHQbzc5NWndQ/IY2zX7DH8ROnxGnYlC2Jw6lKgzZQLWA98KOnpAb1Oc966uGW6XkP/b/7J2C3f6ItOXhv538WRtglt3nfBfb3KuNmMZ8hht9bU2aLN10cZC1fdF6JiWQ3KZ07m6iPddOE1tcb4Lizkc29T7Xg9x/rVJXnyU+RGQV6VNhO4EIX3PaMfeUN818upXuJyiMDrsNJvf3JzLiIu87ut4UM+Fjz9O3dfYHQoKHTOnouuxkoj/zu/8Tvboo49mn/70p7P/+B//Y/ajP/qj2YYNG3JdSb/lRa9FfAn98qBXYlnKtAksE+77FvCL8sZIA9B89AV0V0/iuAtXp8+0i0pixX8n2rv8oPqtNlXfr+u36/QJ5yjti9maAXXa9MV7P2KKE/LdTHJaqtN4Xf+crlvmzFyWZ6eqPZ13WY4eG564rK4L5W51mTrnD/0pik68d/FmnUhvxXpNPH+1Zogtom7i2olvjdE1/EXX45tODsT7psSoP0UCTsBXjHt5rFnxWFvRmxb3BWivY+5/G/tQX9Q2n4e+0GxxX2p+jPym52o6liHrKyGfz18CW5ui7xFf0FC7lDQIjCXeT21xPg1rj9fLotj3ZQKQXVSU510f4VDGo8GZ6xDQ90pRuBpdsySIdYmdXOf8ZXWKwmOoT0PHwe8yBo6FQF0Cuk7793cKaTLUglndPsZUz94Pi91UF58luEt4P3LkSC7Eb968+V2B/ju+4zuyD3/4w/mz1i/90i/l9abKIab512dfpAHaUKv2Gb7qfz9UTtnfVW1UvS9HQOslXyQSu+cQn5mrJ+3T1zyL9ABX12oMy+rafpWJ2XXadP12uoS1fZkw7gR8ja+JeF+nPfWhq3jvtGldO3zxvu75Q38GohPvJUq5lSW3EuRWfPzBO29T1S3b4hEKlju/3cJh23d9sqtgblLaD4j+9z+ITY/vOj7E+64EOX4qBPRZlEAjQcZ6WEqoGcqrR9eOZWHBln0BTcEW2oLp3wS13ZJpvRHHCrU2BZsMPYYxxPs6+SK6Lq53PX5oO8zhfAqlVWexUNcTv571vJkDqzmPUaK8TXToxMMzZ85kVc8GQ7C7ceNGaRz8sRYVhhg355gXAYn0Njn0UPfnKZO298RahHzzzTeTHJJ2Xkh4P378eC7Qb926Nfea1z3WunXr8r8ldOo9hQ1SiDF/sYfEvUmavbDT9h6uSkS379cR7l2dpm3b+tYZzT7PO6976/Xu6hXdZ2ieSwd1Rf+Xhdi2WmqRniBNUp8jvw9N2qwS79VWUb4cJ9i76AO2D2UCfJ32uor3ble27vuteF/3/KE/cdGJ93Z7hQbsjGoFGN9b1QrmoUA1CUnRNfxFk+NDjA/xPgRF2pgaASW9snHX5ZXfJnxLaDZuYTN0u7G0Z0NZtPGY1wKMDSMQg+1iYRx7P4YW76e6OB+7nWPon+657AOWPPJtsQ+IbXZjxTBe+tCMgIRChcEp87ZX+JyYkhPqIVNz037/aYGBZJ7NbE/tOAlYr3tCItazk+6BdR3wrw0KJRPzjgUJ9OqvRHjlAJMov2bNmvxHfyt5rN5THdW1Rc8CdqFH/7Nrrt6cSaGWfWZsI7DXEfDbtGuP2bVr1wJSJ57rGcR5qheFBF/mtGc93K3XvH9CV9fppfb8Tpz2d/br+CZtuvOVed678D02Jr57DlOfysKIFzlC12lPfSoaqx/vf5k3veNSxKLu+UN/lqIT751Y7mI1CbgLk1M0eBl5WdKGrsCahqToEv5Cfa17fNdx6XjE+xAUaWOKBKynpb6EJeCMWbRlrWjFesw+hTy3Hi7szY52QzQtEuT8B5SzZ882bYL6IxIYUryf8uL8iCZM6tRV3vd60N+5c+fCtanNdSkpKHQ290qVuFUUT14iWKy7ubSYULZLgBARTOzUCdjFKXI71LeovTfWta3vyAVVvbt48WIusEuEl9YjUX7t2rW5YKi/5VWv96QJSaBvslgqD3t7/ea7u8oiab2v7zQ513UV15cJ+F3b1vG6h7TPokXifdGuzr7Fe19vLVpECC3e63Pu5wD0/3bRSFw/XBJdPwSxf+/lEu1WtddWvLfsLYu65w/9qYpOvJcYb2M/C84YCWq7wO4a/qLq+C59c8ci3oegSBtTJWBDuOgLGI/L/qythzD/Jkk3ZG2KPGf9G3YEizYUxztmSPF+yovz41kwrTNXed/r+hHiupQWlfn2Vos1ErSKRHu9pu+X2D035U1bNgbtZou9//OdfYx8GQHtHvE/l9IFmoi50M3y65e9tr322mu9otF3qIT3AwcOZLt3785F+fXr1+cC/caNG/O49BLoFade9W7dutW5P0ULFSz0dMY6yQZc3rsiAV/e8n0t1FthuMzjfJl4b8PmlIXnlOGsN3xZu0Xe/GWOg2Ue9ss87+s6Ieoexony+tsljLXifZ322sS8d8f4IYSKxPs65w/9wYlOvHcD9I3WV0ic0DCbtBdD+AvE+yYWo+7cCOgBd//+/QvCzZDx7+fGWw8UvkimJERtit0anGpczzZjn8IxTz31VKlwViaoOcF/qPFXLa5X5aaoOn6ocXCedwgs876316UTJ06AbaIEJGLZMAvumqPX+xa5QmO9du1aYcgf7SggDn5o2rTXNwF5rvr3AIixzYnrucbuXtC1resiyPXr13Ph/dChQ7kQL4F+w4YNuUCv3/pf+cT0vuqpfl8lxRBBfbGg3XoEigT8PoV79aroOcFP3Op67urZcDZFSWjLcmcWLQzUTbbapE3X5zLxvqytOlYq6m/d9tqI90ULIVa8r3v+OuNrUida8b7JIFKrG0v4C8T71GYO/R2agLZY2pAJscS/H5pF3+eTV44v3rcJdyN7+Q93EvIp0yKgGNS+jcfe9l1EN4bF+WlZvd/RlHnff/3rX88+97nPLVyXimLi99s7Wu+bgIQreaSXLQ7qmhNzbOhlfLR4XbQgoe/G1BYj+p4HtB8vAet1r8+qC7EQb6/j7Jm9TxbLOvml5BEv4V0e8hLo5TG/adOmXKCXJ70EennW6z3VG2vXa1FyXuZKnHMxpl75An7fwn2ZeO8EeYn4Vrx3wrES1/ohtn1PdHe8nkFc8ldXV6/5ztBO0JYmqeP0417zw/c0abNKvC/K7anX1IeikEH+/CgS4Ou210a8Fy973bDifd3zh57niPehiSbUHuJ9Qsaiq6MRkFhjY96NHf9+NBg9nVjeQDZJcJutilbYRWjryWAjNmsfPGMLZRXL4vyIJkry1PKo96/zDz74YPaZz3wmT4rnXtc1KnTIEV3nqnaX6n3NKz2A6MGtS3EPaV3amNKx4mF3azkRXx7qU9i5tSwOvhKAUiAQOwG7uFZHbI59TGP2z94r65qna6GuFRLeJR5KhFfMeYnyEq0Ui15/K1SH3tOioL6XYio2obHGNdYiQkxc6Es9AvoMPPTQQ72FyqkSo/W+DYXjhGeJ8H6oTyfQ25HpHtHlCnWx4nWcvc9UPT+WvEu+6i8cuLbrtunq+0lebf/E2PZPYyk6bx1eddqrEu/9XQ2ubtG9dlH8/zrnrzf76tdCvK/PanI1Ee8nZ1IG1BOBovj3uimkhCGgG25fONNuhzbFbqu+ceNGm2Y4JmIC8oC1YhshICI2WCJdk4eNXUB0MVCdgK/dQaGKHqQUK3NZMjCdy22j9h+y9OBTJfgX9dN/8GuzOBpq7DG0o2vGiy++WOhtr9iqXRdJYhij3wddN4sSOOo+Rq+nurMgNs70JzwBXZvtrhg8qbtx/trXvpaHBf3kJz+Z/et//a+zD3/4w9nf+Tt/J1uzZk0u0G/bti0X6MVdYn4KRdd0Xbv9uaLk3RQIpEzACs+69tW5/1O90Pd5Idt0bYW6lodur+mcGfL8iPdNrTOh+oj3EzImQ+mVQFH8e4nNeHSEwS7vaV+8b7OzQXEubTKz0F6yYUZLK10JWBFqakJbVz4c346Av0hrk5dJwG9zXSrqiUu85cT0su3Crp7vkSRPxyrBv+ic8tpyx+l36Ie6dsTHOUrXCyvyuO8OiT1TXgws8kzV2LXwre9QCgRiI2C97hUWhVJN4OLFi7nwLhFeC74S5detW5d/DyjczU/8xE9kn/rUp7LPfvaz2aOPPpqdOnUq0/UvxYU89dk67+gazzWtep5QI24CVTm04u49veuDAOJ9H1QTaRPxPhFD0c0oCBTFv1dcvFCrxlEMcqRO2ISRbWLVKzmfL97zgDeSMQc4rYRHbD0A6Jmd4q/+6q/yMDlWuHf/a0eQHqS6FM1df7vzMiFe9SS62OK88et4X7lj1Za2Bs/5QVAhcCROFcW213eOvkPmUHQvUxQqSK/pPQoEYiFgnTL02VX8e8o7BORAJIFeu8KUEFYCveLP63tl48aN+f8S7xWnXvVeffXVBXRTCTNTFgaIeQKB1AnM+Z4tddv11X/E+77IJtAu4n0CRqKLUREoin8fMpRCVIMdsDM2KXCbHQ02BALe2AMacOBTKS4ruywGhj7x0yk5rRZjy4R797rioXYV8H2UZeK9hPmy95wXfd14w/JAdMm35vggKK/MInHHXUP03aFrypyKRFHrqep4EAd/TjMh7rFevnx54btec3ZuRYK7hPdDhw7lQrwEeQnz+n7YsGFD/r+Eez2LqN7169cbIbIJXnUdSCnXR9sEvI0gURkCIxHQs2xRzPqRusNpIyCAeB+BEcbqAuL9WOQ5b8oEtLXUJrAl/n17i8qLyufZJimkxBkbBmHKoQ/a057OkdaDlvwG07Ht0COpK9z3IeCXCfTa0VX2nrz39V6dRQTXjqs7N/H+tddey5R4tsjbXgkX5+zFuywOvhaIUgyfMfS1g/P1R0ALava+bqqf11u3buXC+/Hjx3OBfvPmzXloG13nFepGAv3u3bvz91RPIXFCFXG2O3EUyjKFz79CY6qv/vVd1/W5LcaGmgu0AwEIxE8A8T5+G/XWQ8T73tDS8MQJyMPFCvhtvMUnjqnW8OT147Nss5NBAo1/866becq0Cejz5ttcu2IoEGhKoKlwH1rArwqbI495W+SJVVe8l8eWH3pnLuK9RB1dE4pEe72m98iJ8s7M0nwq4qQFUkSwplcU6ociYL3uJcqmICgvG7+Ed4U9kwivpLAS5XUtX7t2bf63wrbpPY217s6qELy1KGKvASncUxVd4/U8QIEABCAwVQKI91O1bI1xId7XgEQVCBQQkDejQiz4ojPx79tNlWPHji1w1M6GpkVegv6Dhx76KNMmoG3d1ttq2iNmdH0QiFm8d0K7xHd5oOp/l+S2jnjvRH4/Oe0cxHsJURK/igRpeeET1331J0nMiuLgi2NKITT6uEbQ5vAEJNLbz3Aq4ZwkuqvvEuElxkuUlziva7b+lmiv9yTiS8yPpRQJ4THvdEh1wSEWe9MPCEAgTQKI92naLUivEe+DYKSRmRKQ56/1vm/jNT5TfO8Oe2VlZYFjG28fu20Wz5t5zCr7cE/y6HnYPfQomwr4IePeL/O81zi1MCnB3v1I8HECfFXYHIn+Os4vUxbv5SVuc5/4Ar7i3qfuuRt67vvtKdRcUYghLRzNJZlvn3xpuz4Bm0g1Nq97ha2R8C4RXuFsJMorvI2u5wp3o7A3ek9hcFRPYXFiL7o2phKCRtd6e/+XSqif2OcB/YMABOImgHgft3167R3ifa94aXwGBCQMWAG/jef4DFAVDlFiq+WnRHpNitqwyUsRaJoQTLeu9RQjdFW6thy753UF/JDCvcZcJd4XcXEe9cuScsv7U207sV+ive+5714fm3uo80tcLvIc13eDwr/gPV6PtEIJnT9/vnDXAnHw6zGkVjcCRV73Y3y3K/GrhHc55SghrAR6JYjVdVUJY/W/BHolklU9JZZNvdgdjbp+akE0tlK0SMs1PjYr0R8IQKAPAoj3fVBNpE3E+0QMRTejJlAU/76N93jUg+ypc+Lki/f79u1rfCYbr1fCA2UeBJSk1l+4kUhHgUBbAlUCfmjhXv1sI95LeNdxy4oT71Wv7Kconn5bdmMdJ29xm7zaXRPkMb5sgWOsPqdwXptTxDFVjhpyBaRgwXT7qDBf1iGjr9wLEtwlvB85ciQX4iXIS5jXNXP9+vX5/xLudZ+vemMsIgxtyaLPfkwhi7RQa0OizcEuQ88DzgcBCMRJAPE+TrsM0ivE+0Ewc5KJEyiKf79z507i6taw+xNPPLEg3p84caLGUYtVJCb4N/J+fOfGjXFAUgQkIkmg8+2PsJSUCaPrbJmA34dw30a81/XNedRbeHqvKnTUVMLmyDtXwrz9/LtrgTwzJexT2hNQTOkivgpPUTXP2p+VI+dO4OzZs0FzGEn4l/CuEDYS6Ldu3ZqHttF1VKFuJNArxJjeUz2FxJlz0bXVLojqOhDD9VR9sNck9ZXdtnOesYwdAvMigHg/L3svjBbxfsbGZ+hBCRTFv9+/fz8eahWU5Wnve95LiG9SJNRaD5ymYXeanI+68RFg8SY+m6TeIyvghxbuXQgbPyGte+31119/F59ekwe9RHn9SLSQt/zevXtXIdZxdbz4pyDeKzxCUWx2fRcodA4LuOE+gRLpbRxscdZc1M4nCgRCErBJSDXP6nrdS3jX3JQIr6SwEuXXrFmT/+hvJY/Ve6qj6yqlnECRSK5FlTFF8pgXFZhLEIAABIYigHg/FOkIz4N4H6FR6FKyBIri38uznFJMQMK7jXf/xhtvNMJlt1fr4YIyLwI2bNKFCxfmBYDR9kLACfihhXsnspeFsvFFJQlXtp5C5hQV55F/9OjRpTyceO8vEvQCsIdGJd4o6axdsHX/67NfV+jroXuTbVLf1XaR1DG/fPnyZMfNwIYnYL3ubRhEXR+VqFQivLzlJcqvXbs2v07qb3nV6z1dJyXmcz1ob8Oi8DS6/o5VisL5kEh7LGtwXghAYCwCiPdjkY/gvIj3ERiBLkyKwOOPP75KkCb+fbGJ7W6FlZWVxnNBYo0v5BD3sjHC5A+wCYvleUuBQAgCEvAldo9dnOf9sn5MwaN+2fhee+21XLQrEu71ut6n9EtAQn0Rf+Lg98t9Lq277/IvfelL2aOPPpp98pOfzBSCUqK84s9LoFe4m82bN+cCveLUS6C/devWXBANPs6ixLBNnWxCdFq7rWy4nKY7dUP0gzYgAAEIjE0A8X5sC4x4fsT7EeFz6kkSUMgWidC+Rznx74tNbXcqaOGjaZFQ64sJusGnzI+ADeswxsPl/Kgz4pgIKJyOxI2pFXl9awG8zNv+0qVLhKcb0OgKlVMWBz+GmNgDouBUHQhcv349F94PHTqUJ4SVQP9d3/VduUD/gQ98IPvwhz+c3Xvvvfn7qqf6lOEJaOeCXTTV/daQuYW048qGSdO9P7sqhp8PnBECEBifAOL9+DYYrQeI96Oh58QTJnD16tX8ocMX8Il/v9rgBw4cWGCkB4ImRQKtL+joAYMyTwIS8Py5MObW7nlagFGPSUChJIri4I/ZpxDn1o4Du0DrPucSc1isDUG5eRtlcfBlK8Usp0BABOQRL+FdHvLylJfH/MaNG3OBXp70Eux3796d6V5Qc0ce9/73OIvwccwj7Wqyi6dD7ii293fqC/k24pgb9AICEBieAOL98MyjOSPifTSmoCMTIyAh2sZzJ/79opG1I8Fn1DTJoI19POTDxMSma/LDsUnuyH2QvEkZwIwJyKOyKFyDS5Sqa/+YiRNnbJp3hy4bvfDCC4U7IghfN58ZonkggV4x5iXQK+a8RHkJ9IpFr78Vm17vycHi4sWLhXDs7hq+w+OaQ2MJ6GMvHMRlBXoDAQhAIMsQ72c8CxDvZ2x8ht47gaL49zb5Vu+diPQEEuptaKGmXbXbaPHEaUpwOvUl5NlQDgphRYEABNIioATURWFZJNxLLCY0Szz21HW3SNSTrXSvM2RojXioTLMnEuhlV4nw27dvz0X5NWvW5D/6e9u2bfl7qqO6TYoWAOxnnh0cTQj2X3eM0DUxhOzpnyxngAAEINCMAOJ9M16Tqo14PylzMpjICBTFv1c4HR5KsszuTDh48GAj64mtv41XD34IBY0QTq6y9dS9du3a5MbIgCAwVQIS5cs8uRVSQ6I+JU4CutYWLbhogZ3FljhtVtQrecXLO14ivLzlJcqvW7cu96LX3/Kq13vHjx/PBfpQMcdtImS87uOcM0MnjdUCoA3XQyilOOcGvYIABIYjgHg/HOvozoR4H51J6NDECBTFv1dyrrkLzXZXgm7QmxSJBf5N/Ve/+tUmh1N3ggT0WfPnBLtcJmhkhjQ5AvLoVBicMm97LcqFEgknBy+iAUnYs4ktdT3WwotCX1DiIKCQRhLeFWde8eYlyiv+vAR6xaNXXHoJ9IpTr3qvvvpqrx0v8rrXdzklTgKaP1ZQ72NhVbtz7XnIZRTnnKBXEIDAsAQQ74flHdXZEO+jMgedmSiBovj3x44dm+ho6w1r165dC2FzmsbItV7WPOzV4z7lWkW7MYiLPWWLM7bUCUjwteHPnGAj0bdpHpTUeaTe/2Vx8PmOHs66EtwlvB86dCgX4iXQb9iwIRfo9Vv/y4lE76ve9evXh+ucOZNddNcCEN/bo5mj1ontDiktvCqJdaiiezmbqFzfE8yLUIRpBwIQSJkA4n3K1uvYd8T7jgA5HAI1CRTFv5+rt7i2vfrx7hVKqMlOhKL45mzNrzkRJ17NCoF4fE7c4AxvNALPPvtsYbJS6y1p/9dxut6XxUpXfSWvbPKdMBoETryKgL6fL1y4UDg39DoCXJhJc+vWrVx4VwgbCfTymN+0aVMu0CvUjQR6edbrPdVr6iARppfLW9FcsLs1WOQZgny3c0hctzulQorrejayYTFDLg50Gz1HQwACEBiXAOL9uPxHPTvi/aj4OfmMCEiIkKeTFa3nGP9eN+Y+h3379jWaCWLm39hrZwMFAiJgY+fqfwoEIBCegK7BTz31VOMfHVcUXsW9XnfBTV75r7/++tKBSfA5d+5c9vzzz+eLBU0EILVf9NOkjfDU02nRelS772zFMyeZeD07aieDhPeTJ0/mIrySwkqUl0C/du3a/G8lj9V7+kxprqdU7ByRIMziThoWLAprE+J+SyF4hgjLkwZlegmB8QjUuccar3fzPjPi/Yztj3g/Y+Mz9MEJSHSWl7kvXM8x/r1CBvkMnnjiiUa2sB6bIR4YGnWAytES0K4OFnaiNQ8dmxCBLuJ9kXe+4hnXEe4k2O/duzcXMJclOpfgqTr2R98fVUUPrUXH6jUtBFDqEdD12Ia/cHHwSTz5HkOJ7uIiEV5ivER5ifNr1qzJ/5Zor/c0pyXmT6XI8cK/FnAvl5ZlQyeU1cKo9eif6w7ltGYCvZ0CAX0P6Z5qy5Yt797/LLvHmsKYUx0D4n2qlgvQb8T7ABBpAgINCFivc4nYc4t/L097X7xXiIQmxT7wIQI0oTftuhL/rFiEl+e0bc7oxiEQSrxXuAXFvq9TJOw40X6ZeC+BXu9L7HRFwtCOHTvy16u85514r4dZ631fdWydccypjq6/8rYvWrCZU4iUixcv5sK7RHjNQ4nyCm+j+ahwN1u3bs3fUxgc1VNYnCkXu4NSn20SU6dlce0otruo9H+bkGe6d7NhD3Uvx/1bWnMipd42Df2n+lMscohwgr2+myTYt9mtOEU2sY4J8T5WywzQL8T7ASBzCggYAtbzXEK2Hm7nUHQj7gv3+rvJzbmEExsLs4635hzYMsZ3CFhvsDkJRMwBCAxFoKt4L7FOIRLqFonoesB0nvPLxPujR4/moqgteiDV61WJcJ14X1Wvbt/nXm9ZHHzZcyrf4Ur8KuH9wIEDeZhECfTr16/P59zGjRvz/yXQHzlyJK+nxLJzLXZBB6/7NGeC3e2o7wXltmhabMhDtcP1tylF6jch0PQeRvWnWLSTUfdWfN7SsS7ifTq2Ct5TxPvgSGkQApUEyuLfz0FklJe9DRtUCcyroKRrvngvoZYCAZ+AjcXKtmvmBwTCE2j64Ovi4+u4F154IeuaZHyZeO9C5tiHUee5XxUrH/E+/HxRi0XxrN18SMXrWoK7hHcJ8BLiJchLmNd8lFCv/yXcS8BXPQn6lEUC1utec4AdLenOkq7Ce6gFgHQJ0vMxCDS9h5mieK97IX131QknOIaNOGcxAcT7Gc8MxPsZG5+hj0qgKP79yspKIy/0UQfQ8uSKb++L901DBkmI9cV7PAVaGmLCh0kEYnfGhA3M0KIg0PTB1xfvQwxgmXjvxHd5lDmhviiUTlk/EO9DWKi4Dd37FMXBV7iNuuGT+uvdOy0rZI2Ed4WwkUCvkDYKbaM5p1A3EugVXkDvqZ5C4lDqE7C743DCqM8uxppdQt7ImcmGwtS1IJXFvBjtQZ/qEWh6DxNavNditkLUlP34Tga6f3Hx5xXOz4UA1D1O2XOwdhq6/EDyrJdTg10kdbsRRUz9UR0XNqeMYp123bFlY7S5g9z4ihwrivrj4vO73ETabVnEQa/pPcu4yoGj3gwarxbi/XjsRz8z4v3oJqADMyZQFP/+8ccfnzSR/fv3L4j3TbyidZNv4+Zygz/p6dJ6cHZLvgQjCgQgEI5A0wffIcV7jVIPgy6Oqx7c9JAnz/s6pShhrR6WSVZbh151He26sPGtNZ9kn2vXrlU3EKiGhHeJFRLhlRRWorySxCpZrP5W8li9p75JLKB0J2BDH+J1351pDC0UJZvVDquqot249r7+tddeqzqM9yHQmUDTe5jQ4r0TziWw++KyE9x9MdrV1feV7mv0Xakfd49jxWjXhurrWLcbUfX9ui7EoPutfviCf9t2nXFcv/3xFTleLAtpaOurrluM0N+Og17zFyecw4YT/30Oqd/LId53/vin2wDifbq2o+fTIFAU/15eKFMsEt/vvffeBfG+SbJZGw5lLnkCpjgX+h6TDa/UNCly3/2jfQikTqDpg+/Q4r34ugdS553V5IFNdeU1pu8d/e083Zz3W+r2G7v/uh+wHthOxAsZB1+iuzx5JcJLjJcoL3Fec0J/S7TXexI3JObjENDvzLA2b+LA0W/PaL0rgaKwWLoXKys3btxYJdwTvqOrFeZ1vK7XRQtAdkGo7H93X1Lnd902i+opD0SZ17v1GC/a+efEbd2H+O24urrXsYK5XXAuquscGyTYFwnfbdt1fSnKP9RVvC8KseaEen/MYqUfvzgGTe4FY/xEId7HaJWB+oR4PxBoTgOBEgJ6gLXe6BK4pxj/XjfxfsicnTt3NpoXuvnxb4qWPRQ0apjKkyNgY6hOdUFscoZjQMkQiFm8l7eYvLD04KaHNT3sOc8zPaS2Le5BN/Ut123H38dxdqHVfcdL1NX9UZ2iNiS8S4TfvXt3LsorvI1EAoW72bx5c/6ewuConsLiUIYncOfOnVViLbvihrdDn2eUF2xbkfPP/uzPJpO8uk/GtP0egbIF4LpzsI5o7zse1G23qJ51OCvzNl8m3muBzBbd5+h+x5Ui0dq957zq3f/unqZoTtm6Tdr1z2fvubqK90V9LRLlEe+5UkySAOL9JM3KoBIjIKFRQrYvbE8x/r1uZvwxNg0RZOPkxhIfN7HpNpvu2vlCQrzZmJ6BDkAgZvFeD4v+w6zDIa+sJuFzLEb3sE0IlbATTAJukeinRVd33VbiVwnvhw4dyhPCSqDfsGFDbk/91v8S6PW+6imxLCUuAjaxKbsn47JPiN60/V6QQBoiLIlEvKrFVV1TdA3X9Vweu03vDd1uLB1P3q0Qs6Z9GzZEZlNxfUjxXjvA/NJGvC+ab1aAX5YPyDogLBPv9Z2sttw5m7TrxqljfO99vb5MvLchhFz/7I5H9xl2MfrdQoPvUU/YnPafK46MmADifcTGoWuzIqBtf76wrb+bituxA9N4/DE28Ya2ntT2Jij2sdO/4QnYrbTs1BjeBpxxugTaijQhBJqyB0C9roe6ZQ+Zy96rspZ72C7yfqs6lveXE5Dd/uiP/ih79NFH8x0Tn/zkJ7OPfvSj2Xd/93fn9ly/fn0u0Muz/sCBA7lAzzU9nVml8BZ2gQav+3TsV7enbb8Xuor3EuydgLcstJnbgeVCqbnfdcL16BwufJp/PKHU6s6O8PX0bGgTHjcR8IcS7+VMZPO5xC7eu/65xbCm4r3zhrfODl3FeyfK67NoY/rbcDi6V3OfVV0fikT+8LOy/xYJm9M/42jPMLZ4/+yzz7baXqfjKBCYGoEnnnhilYDfROCOnYfdXdDEY+Xll19euFYQwzx2a4/fP5sjgdi649uEHkyHQFuRZijxvig8jhP2rSeYC61TZR0n3DT11Kxqd07vS8SV8K4QNvKU37p1ay7K6wFboW4k2H/84x/PxfsvfOEL2Re/+MX8u19e25R0CVivezlgfPOb30x3QPS8kEDb74Uu4r3zEC7z0nUddaKfBD9XdC2ve12XMKhzuMVbf8GgbjJ0pk08BJrO1VD3Lo5AKPHehs3Rd2lZeEDrae9i0hfd0xR59NdtV2N0n0vbdtewOS4koj+TymLZq67fZ2Lex/P5oyctCYwt3je9cIZMeDbE1jpnljrnamlCDpsQgbL491PwLtNnwPe6V1z/JuW5555bEO+V6IoCgWUE9HmyHjh1YyhDFgIQWE5gjPs3Pey6Hz0A6qHV/e+HSnAPnXow1XePfiS4OK8rf+FYx9mHST3w6cHTJayV6OOORaSp98mQQK85IoFeSWEl0K9Zsyb/0d9KHqv3VEd1/WKF3iaelEV1cfipZ7O+akmkl1jv22aKeZ364pdSu22/F9qK97qW63rtPOeXeQcXJc8U2zIR1XIvEjidZy/e9ynN0nf62nSuxiDeFzke2NA0bp7b8FHuXsdvw4UStN7xRXWbtCu++lwWfS66ivdFx7vPoe95X7RTEvE+vc8pPTYE5ijeD7G1zmGuey4mJgQcgaL497t27WockzE2otpB4Iv32vZet9gkZxJPEGHr0pt3PXnb+4JBk90e8ybH6CGwnEDTB9+uzhfuYdKGO3D/24fPovAIEvttyBv3MOc/0Oo7Rg+e/rl0LLHuF+fExYsXc1FWIrz4SJRfu3Ztzk1/y6te78kWEujldV+3aIHehllpEuLArxtCdKnjhNM1lraOlwjpYnHXZRV7PQn1/vcwXvexW6x9/9p+L7QV721Pl4n37jvB3gc6D+GqWPllVLqEYmtPmiO7Emg6V0N8j/h9buN57+aa7mP0XeHuU/w57e5p3KKW/nd19Zqd53pNPy6Hg+o6b36/bt12dbxzoHBhbcocL1z7yxbQ7OfL7ZTxnSscB1+8b+Kh33UuDX08YXOGJh7R+eYm3g+1tU4mrnuuiKYDXYmEQFH8+yZidyTDWOjG4cOHF8T7JjdBihPoP/gR/iRGC8fZJ+1a8ecO4ZbitBO9So+AE1uaekXruCGLHg6XLdote2iUmFo3pM6QYxryXLqGSnjXPYjizUuUV/x5PVBv3Lgx27x5cy7QHzlyJK9369atYN0Tfz+e8RjifV0nnC6xtAXMhfTwF4x8j+JgUAduqMjrfgq7SQfGmMzpmgqioRfZlgnpTnzULionGhaF0mkC23n8Wo/oJm1QdxwCTedqk+fWOiNqI977wrjmetl3hOalzc8gQb1ogUqvObHdff+U1a3Trm2rzOFCrzuxvUq89z9fNveEGFjPe/e5tg4XZXH469grpjqI9zFZY+C+zEm8H3JrXZNzDWxyTpcIgaL496FvHIZEsbKysiDeN3l4e/HFF9luPaSxJnQuiT++uKikURQIQCAcASWdTNmr1oXICUckvZauX7+eC++HDh3KhXgJ9Bs2bMgFev3W/3v27MnfVz3VH6rIW/+FF15oHOIghChY1wmnayxtX1R0oTncc4TmZ8o5FmzuGTFtsgNjqHnGecIQaCqIhvic+j2v8oL3vZWdyNglFJoLJVIn4W0YwrQSikBTB4ShHQ/8cVpxW98JdXaKOAeEOsxC1dXnqk4YKV+8r9M/W0fjr8OgTduxH4N4H7uFeuzfnMR7i3HIrXVVNxM9mpimEyVQFP9eYWeaiN6xDF2hgPyQOfpboXDqFHlt2a3zt2/frnModSCQE/A9N/VgqflIgQAEwhA4f/78gnifUmJReWWVJWALQyeeVuQRL+FdHvIS6OUxv2nTplyglye9BHp51us91YvpXkP3AUOLgk2ccLrG0i5LGljmPRjPrKruydmzZ5O9PlSPjhqWwNCf0ybP9q6u+7w5j2A/1EYTi7pFtzpCZZN2qQsBS6BuXoYYyA0l3scw1rH6gHg/FvkIzot4f7DQCqG31iHeRzDZE+yCVsEV794XvlOMf68wN/4Y9u3bV9sa1qtTQiwFAk0IKFSO7xkckyjVZBzUhUBsBORBa8PmsLg6npVkDwnvCuEiEV4x5yXK6x5Usej1t7bS6z3FHU8phn/MomDXWNplzwi6B0z5+cHev+F1P961Yagzx/w5lZeui4PtwqG5z27TRVx9Nl2s8JR3xgw1LzhPNwKI9934Te1oxPupWbTBeBDvi8V7IQy5tS7lm+8G04mqPRCQ0Gi91lOLf29DAOn/ukWfQ18cSsmrs+4YqdcvASsgyBOQAgEIdCegOKP+9VnhTSj9E5DoLu4S4bdv356L8mvWrMl/9Pe2bdvy91RHYv4USsyiYBeHH5eIWSJiUUn5+cF63WuXDmXaBGL+nEqgl+Bui66n+pw1CZ/j2ppr2I5pz+L4Rqd7rbI49LH1tm44m7nnE+piN8T7LvQSPxbxvly8l2lDba1L+eY78Sk+ie7rZtgK+CnFv5envd//JklDCXkyiSk86iCKQi8Rc3dUk3DyiRCw1+dliWEnMuTBhnHx4sVceJcIL295ifLr1q3LRSaFu5FXvd47fvx4Xm/q17SYRUFNirYOP074Lwvd4UJ7DDbxAp3I5puR/fBQDgQ34mZi/ZxW7WJp8pyOcB/xBKRrEJgBAcT7GRi5bIiI98XifcitdWLf5KZgxtORoS8hIG97K+CnEP5Dse1tv+vGHLcPf/KKkRBLgUBTAgrd5HsIIzI2JUh9CCwS0HXc/0xxfW4+Q/QdLuFd3+9KCCuBXvHndc+4cePG/H8J9IpTr3qvvvpq85NM5IhYRUEfbxuHn6mK9zYXBl73E/kgVgwj1s+pE++LwuO49/T59UuRZ7CO1/VZntAUCEAAAmMQQLwfg3ok50S8LxbvQ26tQ7yPZLIn3o2i+Pc7d+6MPvmmvOx98X5lZaW2JSRs+OIQD3+10VHRELh69SpziVkBgYAELly4sPCZkucxZTUBCe4S3g8dOpQL8RLkJcxLANqwYUP+v4R7Cfiqd/36dTAWEIhVFFRXuzj81BHvtfMipVLkdV/XaSOlcdLX1QTG+Jxq14r70XVVnxf3vx/WRmFH9L5Een3u9CMR3gnyvlOHC2flJ6N1i3Oq75+z6FzMDQhAAAJ9EUC874tsAu0i3q8W70NurXNTAM/7BD4MCXSxKP79/v37s2984xvR9t6G/Dl27FjtvuItXRsVFSsIaAeIvxB05swZdnEwayDQkoBCtMjT3v9MzTkkxq1bt3LhXSFsJNBv3rw5D22jez+FupFAv3v37vw91VNIHEozAmOIgn4Pl93Hd3H4cSKh9fpN+fnBJoknz0yzuZ5y7aE/p+7z48JL2d82KbdLUOvXk9hvPendopr/uXTif91zpWxH+g4BCMRLAPE+Xtv03jPE+3LxvuvWuro3/b0bmRNMikBR/PsmCWCHhmHD/UiQr1O0IOELQ/p76jF963ChTnsC5E9oz44jIeATsDtZ5iLOSXiX+CMRXklhJcpLyFm7dm3+t5LH6r2nn346s6IRM6gbga6i4Msvv9xpwbZMvA/h8KO2i545qpLZdiPaz9FFC3tKGk+ZB4Gnnnpq1b27vZcv+1/HDlX02VoWPlHe9PpcEmJxKItwHghAoC4BxPu6pCZYb27i/VBb6zRV6p5rgtOKIfVMoCj+fZMksD13793mJcDfe++9C2Fz6t4Iq55/gz8XcWgo28zxPJcvX16YU/qfAgEINCeg67F/fZaYP5Ui0V3iu0R4ifES5SXOS8jR3xLt9Z5EfIn5lGEIdBXvdfxzzz2Xvfnmm606XCXed3H4ceE4/BAf6qTzEq5739RqYIEPst+z3LsFBkxzgxDYsmVLvruMAgEIQCA2Aoj3sVlkwP6MLd63XaFvszo/5Na6puca0OScagIE5Oml2PF+LPkY49/bMD/qY91i4ymnkJy37tioNw6B1157bUFwlJBDgQAEmhGQ+OkL9xI4Yg7dVjQ6ha2R8C4RXuFsJMorvI0EWoW7UdgbvacwOKqnsDiUcQmEEO/dvK2bbLKuE07XWNouRIfCdyh3hP53nr9+zO1xLVB99iKv+ykt7FUToMYUCGgBt2gxbgpjYwwQgED6BBDv07dh6xGMLd4v67iNUayb7tu3b7cea9sD2VrXlhzH9UlAD0TWqz22+PcKU+IvMDz++OO1kHzzm9/MFJPcF4jaesvVOiGVZkFA88rG6db3DAUCEKhPwMazjnHXl0ajxK8S3rVTTQlhJdArQawEeiWM1f8S6JVIVvWUWJYSL4GQ4r3aeuGFF5Y+UzR1wukSS1vUJdrL29ePp602Uyo2nJZ2sOh7lwIBCEAAAhCAQBgCiPdhOCbZSszivYC++OKL0Yc5YGtdklN/Ep224riE8pji30us98V79bdOeeONNxY+93oApEAgBIHz589PNtxHCD60AYFlBIoWwHS9HqtIcJfwfuTIkVyIlyAvYV4C6Pr16/P/JdxLwFc9dnCNZanu5227U1dC/Ze//OXCONxazK3rhV93BF0dfqqOr9uPoevp2qB7tamG0xqaJ+eDAAQgAAEIFBFAvJ/xvIhdvFeSI/9GMDYvDrbWzfjDE8nQrUAusTwWT0iFyfHF+7rCiRLL+Z/7WMYTicnpRgcC165dW5hbWiCmQAAC9QjYz88QoacUikPCu0LYSKDfunVrHtpGAr1C3UigV7gRvad6ColDgYAloLBpVlx29xlVXvghaU7V4cd63WthBK/7kDOHtiAAAQhAAAJZhng/41kQu3hf5Mlx48aNGVuMoUNgkYDCfhTFv9fC15hFMVt94V4hfurGRZYg5Iv3Y49lTI6cOywBG44NgSEsX1qbNgGJnP61OaTXsoR3tS0RXklhJcqvWbMm/9HfSh6r91RHjhMUCDQloHsQG/bJzWd9F/Qdn33KDj/aWelfG0gI33R2Uh8CEIAABCBQTQDxvprRZGvELt4LvPXC/epXvzpZezAwCLQhUBT/XqEC6orlbc5ZdYw+p754r7AFdUqRuDrmOOr0mTppETh79iyLQ2mZjN5GQECJ0n1xTmKnvOKbFImX8n6WCC9veYnya9euzb3o9be86vWeYn1LzG/afpO+UHe+BJZ54Ws3FvOu2dywu6TbXBuanZHaEIAABCAAgXkSQLyfp93zUacg3hclriXJ4IwnLUMvJFAU//7YsWOj0dK5ffFeok+dYrdes1hXhxp1mhCwC8JKFEiBAASWE5AnrS/eK39EUVF4NAnvEuF3796di/KKPy+BXuFuNm/enL+nOPWqd+vWLdBDYHACcgqwebXc/D5z5kym3YOUegTsgjhe9/W4UQsCEIAABCDQlADifVNiE6qfgngv3PYGW+ILBQIQWCRQFP9+LPHbhvKpG7feftb73sbOHJofAZsQuW4i5fmRYsQQeIeAQhhK0HTi5u/8zu9kf/qnf5odOnQoTwgrgX7Dhg25QK/f+l8Cvd6XQH/9+nVQQiBKAhLp/bntL1DhhV9tMut1L37apUOBAAQgAAEIQCA8AcT78EyTaTEV8T72xLXJGJyOTppAUfx7xZofOma8xFHf615/19ktI4FI2639h+c6x03aqAyuFwJWrEFs6AUzjSZMQB7xEt7lIf+5z30u++hHP5p96EMfygX6f/gP/2Eu0MuzXiHRVK9uQvKEkdD1iRJQmBy88NsZVztw6uzIadc6R0EAAhCAAAQg4BNAvJ/xfEhFvC9KXDu0IDnjacLQEyKgz4UEe188Hzr+vbzs/fPv27evFkG7SIdHdC1sVGpB4MKFC70l3mzRHQ6BwCgEJFpKeFeMeXnKK+a8RHkJ9IpFr78Vm/7uu+/OvvCFL2Rf/OIX888NQv0o5uKkPRNY5oWv+xry7ywawObBwOu+5wlK8xCAAAQgMHsCiPczngKpiPcykY1TLC8ZCgQgsJqATRYrIX3I+PdPPPHEgniv/+sUPRz7HlzETa1DjTptCEik8efaWOGl2vSdYyDQlIAEes13CfTbt2/PRfk1a9bkP/p727Zt+Xuqo7p+uX379sJnRXVI6NnUAtRPhYDm9gsvvLBqzmveK9mykt1S3iFgve75HmVmQAACEIAABPolgHjfL9+oW09JvCdxbdRTic5FRsAmjJWAP9SDlTztfc/7uueVp70vqCr8DgUCfRCQB6U/1xSuCa/KPkjT5lAELl68mIuLEuHlLS9Rft26dbkXvf6WV73eO378eC7Q1xXgcZwYyoKcJyYCV65cWRXGz31n4IWf5aEQ/e9Q/c2O6JhmMH2BAAQgAIEpEkC8n6JVa44pJfFeQyJxbU3DUm32BCREKlyOL6IPEf9eD3Q23n0dEd5uv1ZMcoXLokCgLwLWu/LGjRt9nYp2IRCEgMLVSHhXnHnFm5cov379+lyg37hxY7Z58+ZcoFecetV79dVXO52XkIWd8HFw4gS06wQv/GIjamekL96fPXs2cWvTfQhAAAIQgED8BBDv47dRbz1MTbyXuOLfLMrLDIGvt+lBw4kTKIp/v7KyUit5bNuhS1zyxXudr07RcSQ9q0OKOqEI2Dknb0oKBMYmIMFdwvuhQ4dyIV4C/YYNG3KBXr/1vxZm9b7qXb9+vbcu2zwk3HP1hpqGIyawzAv/0qVLs3sO0a4d7Vbz79nwuo94AtM1CEAAAhCYDAHE+8mYsvlAUhPv8QJrbmOOmDeBovj3jz/+eG9Q9DDni/d1Y+1b7zbFJKdAoE8CdreHhEkKBIYgcOvWrVx4VwgbCfTymN+0aVMu0CvUjQR6edbrPdUbK0GsjWlNHpIhZgfniJGAvPDlXW5Dxej/5557LnvzzTdj7HYvfbJe9yzq9YKZRiEAAQhAAAKrCCDez3hSpCbey1T2ppHEtTOewAy9FoGi+PeKL99HUTgHX7yvcx4bf5yEiH1YhjaLCEh08MWYOQkwzIh+Ccg7VcL7yZMncxFeSWElykugX7t2bf63ksfqPc3Dc+fO9duhhq2r/1aolIBJgcBcCciByOaA8D8jem/qu4GLnKiuXr061ynBuCEAAQhAAAKDEkC8HxR3XCdLUbzXw6N9oFScbQoEIFBMoCz+fegHLp1HcfV98b6OB73q+J9peeFTIDAEAYXK8efeWB7OQ4yVc/RDQKK75pBEeInxEuUlzq9Zsyb/W6K93pOILzE/lWLDStVNPJ7K+OgnBNoS0CKvvO3n6IWv+0bCl7adORwHAQhAAAIQ6EYA8b4bv6SPTlG8F3A9RFpvl6QNQech0DMBxSPduXPnqnj0IRe+JML7wr3OV6dcuHABAbUOKOoEJ2DzqLBwFBzxJBq8ePFiLrxLhN+xY0cuyiu8jbzoFe5m69at+XsKg6N6CouTetGuKf8+q85CbOpjpv8QqEugjhd+3bZSqVfkdc+CdyrWo58QgAAEIDAFAoj3U7BiyzGkKt4XJa5tiYDDIDAbAvIy9sV1/R0y/r3EHr/9Om3rYfDMmTOELpnNLIxroNotYhPvKVwIZX4ElPhVwrtCfykhrAT69evX5wL9xo0b8/8l0B85ciSvp8SyUy2vvfbawjVZ1+iphwOZqi0ZV78ElnnhazF4SqGm7C5JfXfyfdnv/KJ1CEAAAhCAgE8A8X7G8yFV8Z7EtTOetAy9E4EnnnhilYBfJy59nZNKrPfFe3ltVpU33nhj1RbsqmN4HwIhCdidXHgYh6QbV1sS3CW8S4CXEC9BXsK8BHoJ9fpfwr0EfNWToD/HQqLaOVqdMbcloEVgG4LN7VqRwH3lypW2TUd1nE3YSwLrqMxDZyAAAQhAYAYEEO9nYOSyIaYq3ms8NnGtHjYpEIDAcgJ6yNy/f/+CyK449SHi39uwPHW2U9vkb3oApkBgSAISVvzwIArjREmXgELWSHhXCBsJ9Appo9A2EugV6kYCvULf6D3VU0gcynsE5Elrd6O89dZbIIIABCoIaMeKTYLuvltS98JX6EX/exKvez4OEIAABCAAgeEJIN4PzzyaM6Ys3hclrmX7ZjRTi45ETEDe7qHj36tN3+teCwJaKKgqNumbHhApEBiSgP0uIUTIkPTbn0vCu5LASoRXUliJ8koSq2Sx+lvJY/WeBCcllaXUI2ATUsrblgIBCNQjMFUvfOt1j8NUvflALQhAAAIQgEBIAoj3IWkm1lbK4r1Q23AHdTx9EzMR3YVALwSK4t8rVETbos+iL97Lu7+qKFmu9eSqI/hXtcv7EGhKwCbn1GIUZXwCEt3lySoRXmK8RHmJ8/Ki198S7fWeRHyJ+Szgd7eZXVC9du1a90ZpAQIzI7DMC1/3Syldq7Tzxr9X09/sxpnZhGa4EIAABCAQBQHE+yjMME4nUhfvSVw7zrzhrNMgUBT/vk6c+qLRHzt2bEG8V9tVxXp46oGWAoExCFy6dGlBnFA4J8owBLToLuFdIvzu3btzUV7hbSTQK9zN5s2b8/cUBkf1FBaH0g8Bm4NEoTFYUO2HNa1On4A+Oy+++OIq4Vv3WdrhlUp+FZsDA6/76c9dRggBCEAAAnESQLyP0y6D9Cp18Z7EtYNME04yUQJF8e/lPd9mB4uSPPqe93Vi19uH2hBx9ydqKobVMwF5SfqehfI+poQjoMSvEt4PHTqUJ4SVQL9hw4ZcoNdv/S+BXu+rnhLLUoYnYJNu1rmOD99LzgiBtAhIpJdYb73X9b/ug2L2wi/yumdnWlrzj95CAAIQgMB0CCDeT8eWjUeSunivAZO4trHZOQAC7xIoin+/a9euRluiFf7GF+71t15bVrTwZpMiVh2D2SDQFwHmY3eyEtwlvB85ciQX4uUxv3HjxlygX79+fS7Qy7Ne4blUr80iYfde0kIZAS3m2mvym2++CTAIQCAAAQn0KXrh2wU9cmAEmAw0AQEIQAACEGhJAPG+JbgpHDYF8b7IKyRmL5YpzBvGMC0CWgCz4nuT+Pc2fv6+ffsqASkxre+FppjjFAiMScAKK8T6Xm0NfbdKeFcIGwn0W7duzUV5CfQKdaO/d+zYkb+nWPUXL14c06ScuwEBzXd2nzQARlUItCBQ5YUfU5gqXe/tgp7u3SgQgAAEIAABCIxDAPF+HO5RnHUK4r1AvvDCCwsPnXj0RTG96ERCBCTaWAG/bvx7Gztf8e+rivXm0gICBQJjErDi5Zzj+kqg1+dfIrySwkqUX7NmTf6jv5U8Vu+pjupS0icgj1pfvCeMWfo2ZQRxEpAobp9b3GdPi54K4xZDsTub8bqPwSr0AQIQgAAE5kwA8X7G1p+KeC9PFv+hUze/FAhAoBkBedtbAb/OQpg87f3j6iSelae9/5klhmozW1E7PAGFbfLnpDwOFU5nqkVe8fqulAgvb3mJ8mvXrs296PW3vOr13smTJ3OBnh1tU50JWR4mzc597D1dezOyOAhcuXJllWe7+xzKwWFML/wir3sW9OKYN/QCAhCAAATmSwDxfr62z6Yi3ktgscmg2No544nN0FsRkICjePe+EF8V/14Pl/fee+/CMVVCvBWK9NmdskjayhgcNAoBJar1RcxYPCDbwtDim4R3Lcwp3rxEecWfl0CvePSKSy+BXnHqVe/WrVttT8VxCRO4dOnSwry/cOFCwqOh6xBIh8Dt27ej9MKXUG+dorhPS2de0VMIQAACEJgmAcT7adq11qimIt5rsCSurWVyKkFgKQGJfdb7fv/+/aUeYLa+xP6qomP8h8I5hyepYsX7wxJ4+eWXF+ZmCuGcrl+/ngvvhw4dyoV4CfQbNmzIBXr91v979uzJ31c91adAwBEocn5IfdEK60IgNQIxeeHrmqBdWYTRSm0W0V8IQAACEJg6AcT7qVt4yfimJN6z7XvGE5mhByVQFP9ece2Liq37+OOPV/bFxnpV2CsKBGIgoF0jvmARSyJlecRLeJeHvAR6ecxv2rQpF+jlSS+BXp71ek/16oS7ioE3fRifgA07GMucH58MPYDAsATkhW9zT7jvI+0Ke/PNNwfpkPW6n3oIuUGgchIIQAACEIBAAAKI9wEgptrElMR72cCKgvJkoUAAAs0JFMW/VwxWWw4ePLjgqV8l/CiOqi+O6m9iKze3D0f0Q6DIC1mCyhBFnwMJ74oxLxFeMeclykugVyx6/a3Y9HpPXpHnzp0bolucY+IEuG+auIEZXlIE9B1kd4D590x6r+/wNTYnUQo70JIyMp2FAAQgAAEItCSAeN8S3BQOm5p4jwfZFGYlY4iBQFH8+507d2Y2nr1e88PsVHnR28+ohCMKBGIioDBOfYYLkOiu9iXCb9++PRfl16xZk//o723btuXvqY7EfAoE+iKghSkWU/uiS7sQaE9AXvY2B8sQXvjKF0by6vZ240gIQAACEIBAnwQQ7/ukG3nbUxPvid0a+YSje0kRUOgNm4zWj38vId4X7iXkVxUlQvQfDAnvUUWM94cmYBeYvvrVrzbuwsWLF3PhXSK8vOUlyq9bty73ole4G3nV673jx4/n9dh90hgxBwQgQK6gABBpAgI9ERjDC9+G7cHrvifj0iwEIAABCECgBQHE+xbQpnLI1MR72YWH0anMTsYRAwFtn7YJbF38+z/90z9deE+hdpaVosU1efgvKxJSX3/99UoUaufSpUvZ888/n/+uatdvUOfQcfqp2jlQ2REqJE/AhnZSvN9vfOMbq8alhScJ75r3SggrgV7x5yXQb9y4Mf9fAr3i1Kveq6++mjwbBjAdAkVJKeV1S4EABOIiUOWFHyq0m/W6l6NFk3upuKjRGwhAAAIQgMD0CCDeT8+mtUc0RfGexLW1zU9FCNQioCS0VsCXGHnfffdld999d/6j90+dOrW0PZsMVHG7y4oE+7179+ZCqOLqLysSV1XP/lSJ/npfXtH2uKrz1YJGpaQJOO9DecY/+uij2a/+6q/mQrwEeQnzmjMbNmzI/5dwLwFfn4nr168nPW46Px8CVqjT9bjvWNrzoctIIRCWgBaQlXfIhrnS/7oHCpHjy4aM0/8UCEAAAhCAAATiIYB4H48tBu/JFMV7QSQB2+BTiRNOmMCdO3eylZWVBQFfsbqdcO9+P/zww5nqlhW7K6YoAa6OdWK8RPQq8d7VVZJPv9R5kJWnvc7h6voLBmqXMg8Ct27dyoV3CfUS6Ddv3px95CMfeTdR7Ic//OHsP//n/5y/p3oKiUOBQOoEXnzxxQUhUIkwKRCAQNwEXnvttTxheZGIr2eftl741vEJr/u45wG9gwAEIACBeRJAvJ+n3fNRT1W8v3bt2sKNrUJ/UCAAgfYErl69uhD/3gr37n95IZcJ+Db5WlGIBoWt2bJlSx76RmWZeK+HTb1/9OjRVgMr2g4uIb9qwaDVyThodAIS3rXIIxFeSWHlNS9br127Nv9bC1J6T8KIvjN8cWTZLpHRB0YHINCQgK7RVvxbtvDasHmqQwACPRLowwvfet23yfXS45BpGgIQgAAEIACBv9FvpeF+6xn2rruckg+ZeRCYqnivrd/ynPUfTuWtQoEABNoTcDHuy4T7ZQK+FYv0+awTomGZkC7Peb1fFR6n6YgR75sSi6f+uXPncvFdIrzEeInyEudlU/0t0V7vScSXmL+snDlzZuE7hNi/8diZnnQjoHwN/v0RQl03nhwNgTEIhPLCL1rMI//FGBblnBCAAAQgAIHlBPC8n/EMmap4L5PKc9d/OCV244wnOkPvTEDx6hU6p0q4LxPw5bnfRixaJqS7sDpucBJXuwqszvO+rTd/Z9A0UElAYWskvEuE3717dy7Kr1u3LhfoN23alIe90XsKg6N6CovTptj4whI8KRCYAgEbduPGjRtTGBZjgMDsCMgL34bAcvdaWoD+8z//88IQO0Vhd+xrzz777Ox4MmAIQAACEIBAzIbFUZ8AAGpvSURBVAQQ72O2Ts99m7J4T+LanicPzc+GQFPhvkjAl2en/2AoMb9OWSbeK6GtEs7Ki1qhdlziWf0tD+w2RaK92nFhe9q0wTHdCSjxq4R3JYJVKCYJ9EoQK9soYaz+l0B/6NChvN6rr77a/aSmBQma/pxVPGEKBFInQKLa1C1I/yGwmoBCDtrdYu7766mnnsra/Oj4rkX9qrM7Us9suu/Sjkr9buKIYY/t2meOhwAEIAABCMRKAPE+VssM0K8pi/fCd/bs2QXxpU4SywGwcwoIJEXgt37rt7L777+/tte9E+/vu+++7NSpU3l4HBvGqm585WXivRPr5YGvhz09JOq3RH291/TzruMJmTPc1JTgLuH9yJEjuRAvQV7CvGywfv36/H8J9xLwVW9oz3d5NFpPRL1GgUDKBGxsayUSp0AAAukTePvttwu98NsI9zqmi3gvwd7di+kebVnR/aG7n/N/1xH9dc9nj/XzJqVvVUYAAQhAAAIQeI8A4v2MZ8PUxXubuFYJMykQgEBzAo899lj2wAMP1BbwVVfHqFhPzyafwzrivR2NHviaJrKV55Ye+PTTxOOrOcl5HSExQcK7QthIoN+6dWse2kb2UagbCfTaPaH3VE8hcWIqdseIFngoEEiVgD6PdiGV612q1qTfECgmYL3whxbvnRjvQhsuE+9dXe2g9Esd5wvncKFFAncd02vcy/HJgAAEIACBqRJAvJ+qZWuMa+rifZHHr0KAUCAAgeYE6gr4vnCvs9jY4U08PZvEvPdH1NSDXg9/euCr4+nVnNz0j5DwLi89ifBKCitRfs2aNfmP/lbyWL2nOm1DGo1BUQKC732vuUyBQKoE7HwmFFSqlqTfEFhOQAt1+nzr+2tI8d6J5y704LJ7MQnuTR0t/FG7MId2AdJ546d0r8F8hgAEIAABCNQhgHhfh9JE60xdvJfZbOLaCxcuTNSaDAsC/ROoEvCtcK8e2eSITRbQhhDvEe7rzRs9CMuWEuHlLS9Rfu3atfnDt/6WV73ekwedxHyJB6kXmztFMYUpEEiVgHY9+YtR2p1IgQAEpktgaPHeklx2D6f49nq/rdNEWdtuUaAqXM90rc7IIAABCEBgqgQQ76dq2RrjmoN4T+LaGhOBKhBoQKBMwC8S7ovET+2IqVuWPfhJTC5KLuu8rvRg6Bd5hFkPrbbx8ev2P7V6iisv4V0i/O7du3NRXvHnxVnhbjZv3py/pzj1qnfr1q3Uhti4v88888yC4Nlk8anxyTgAAj0R0Lz1hXuFq2hyLe6pWzQLAQj0SCBm8d6F1XHD1/1Z3TBeLjyiDbfj2mq6+7JHE9A0BCAAAQhAIBgBxPtgKNNraA7ivaxiE9devXo1PWPRYwhERMAK+EXCvborMdgXjOrsfJHo7n70ACYvb/e/9dBysU1dwlrVc6/5uNyDnu+J5bZcS8D3z1l2rojwd+rK9evXc+H90KFDeUJYCfQbNmzIBXr91v8S6PW+6qn+nIvdvTV04tw5s2fs4Qjo2utfi11Yi3BnoCUIQCA2AjGL97r30v2dBHjdt7nEs/q7KuSNi3dvnTQcf9dWbPagPxCAAAQgAIEuBBDvu9BL/Ni5iPckrk18otL9KAk4Ab9MuFenXcxVJxpVJfx0Irt78LK/7QOd6uvhz68ngd56b7kHPQn2rjivr7rnitIIJZ2SR7yEd3nIS4iXx/zGjRtzTvKkl0Avz/oDBw7k9RCky61rEy5rMZgCgZQIfOMb31iVqPbNN99MaQj0FQIQaEEgZvHe3XvpXsw5YOh3nR2RiPctJgOHQAACEIBA8gQQ75M3YfsBzEW8J3Ft+znCkRBYRkACvn6KimKe+56e+ruvOOgS65ctDLjYqv9/e/cTKseVmA/bS28CXnqRHwxZmTALrzLeZ5HZCEzIwgQCQ8hCWQx4OQlaZWDMBDHejYM23mQQQ0IWloKRkQxGIAuEsRAIccHICIEsI4SNQBjMwP3y9nzlqVvq7lvV3VV1quo5cJHu7fpz6jmn/719+pzTPjyYUmvHMsF7Rq0loM+c8wnl84Y4c9Hn//lgI7dlrvrPP/98SpdXTF3XPX88f/68mPqpCIHTBPJtw/pjsQ+gThNzO4F5CEwhvG9KV4M46oMtmtu0Ce/z+kchQIAAAQJzEhDez6k1O17LUsL7sHz22Wedp+/oyGlzAgRqAnlzVQ+MMgp/rJKvYWeO5ymWBPRxTAj/s5/9bBXKv/zyy6uf/P+tt95a3ZZtsq1yeIHr16+f6Mtz+hDo8FqOWJqAqQNLaxH1ITCMQMnhfXPO+7rIaXPWnxbwn7b/MPrOQoAAAQIEDisgvD+s56SOtqTwPl8Rby7W1tco4El1ApUl0JNAc47lsaZmyVQ7+Rp2ySWj4jM6PiF8RosllH/11VdXo+jz/4yqz23vv//+KqD32DVsazZHLt+8eXPYCjgbgR0F1r32yTQ6CgEC8xeYa3iflsvro3Wv7U5bzHb+re4KCRAgQGCuAsL7ubZsi+taUngfDqPPWnQKmxA4gECmGrl8+fKJD8ya89Af4DSTOkQ+vEjwnnnmM998QvnMP583oJmPPvPSJ6DPPPXZ7quvvprU9c25spkmp/nhb/q4QqB0geaCy20WDS/9mtSPAIF2AiWH9xlYkdc/zcWz83v+3lyMNt94q7+OzLQ62S5hfb1kKsH83Tfk2vURWxEgQIDAdASE99Npq4PXdGnhfXP05NWrVw9u6oAECBwfP3ny5ETYmVHlSygJ3BO8v/vuu6sgPgH9a6+9tnojmX/z+y9+8YvV7dnuyy+/XALLLK7xypUrJ/p0+rhCoGQB6/2U3DrqRqB/gTHC+4Tu1U9e++TbhNXvzaA9Uxrmp1qwNttVf6vrVKPpM9VOVap573P8+v6mzOm/XzkDAQIECIwjILwfx72Isy4tvM9XxTPvdX0EpQCmiK6oEjMTuHPnzon7WdacmEv55ptvVsF7prBJQJ8R82+88cYqoM9UNwnoM7I+t2W7saYLmot3KdfR7NP5XSFQskBz3ZF8AKUQILAcgaHD+ypkz+uhdT8Zbd8M5RO+17dNQN/8pmYV1DcXsU1on7C/vn9G3isECBAgQGCOAsL7ObZqy2taWngflubCtXMKFVs2u80I9C6Qb7XUPyR79OhR7+c85Akyp3yC97wJTAifRWETyucN4iuvvLL6fxaPzW35VkHzDekh6+JYZQg0v00iCC2jXdRis0AWCa8/Dh8dHeEiQGBBApcuXTrxGFB/PDjt/9l3qJKwfts0NxmRv20qnHxoYJqcoVrLeQgQIEBgLAHh/VjyBZx3ieG9xdsK6HiqMGuBKc0PntA9b2ATwieMTyifcP7ll19e/T+hfW5LiJ8wX1muwLopSNLXFQIlCiQMa67TYKHrEltKnQgQOE0go+vzzWmFAAECBAgsWUB4v+DWX2J4n+a2cO2CO71L712gubbE9evXez/nthN8/vnnq+A9IXy+np1QPtPbZBRXprt58803V7dlGpxsl2lxFALrBG7evHkiEE1fVwiUKNCc5il9VyFAgMDUBDLI4ty5c1OrtvoSIECAAIGDCwjvD046nQMuNbxvhosJ8xUCBA4jkLC+PuJziIAzC78meH/nnXdWC8ImoP/Rj360Cuhff/311e8J6N97773VdllYViHQVaA5h/jYH0x1rb/tlyGQb4lkOq8pT122jJZylQQIECBAgAABAgTaCQjv2znNcqulhvfrFq7NdDoKAQL7CfQ5tUgC9wTvCeATxCeQTzCfgD5BfX5PcJ8AP9sl0FcIHFJgSlNCHfK6HWtaAg8fPjwR3CfIVwgQIECAAAECBAgQmK6A8H66bbd3zZca3gfOwrV7dx8HIPCCQBamrY/2zMK1XUqmrEnwnilsEtBnSptMbZOAPlPdJKDP1De5LdtlShyFwJACzWnXprYY85BWzjWOQPPbT/fu3RunIs5KgAABAgQIECBAgMBBBIT3B2Gc5kGWHN5buHaafVatyxZofiiWeZfXlQTvWQQ2IXwWhU0on0Vis1hs/p/FY3NbPgjIfKcKgVIEEoTWP6C6fft2KVVTDwLHzW+HpK9aWFnHIECAAAECBAgQIDBtAeH9tNtvr9ovObwPXEYFDz03914NZmcChQvU51n+9a9/ffz73/9+FcInjE8on3A+o+jz/4T2uS0hfsL87777rvCrUz0Cx8dPnjw58bxx5coVLASKEbh79+6J/nnjxo1i6qYiBAgQIECAAAECBAjsJiC8381tFnstPby3cO0surGLGFEgo5ATvCeE/+d//ufjH//4xz8E9K+99trx3/zN36xuyzQ42S7T4igEpi5w+fLlEwHpt99+O/VLUv+ZCDQXqs389woBAgQIECBAgAABAtMWEN5Pu/32qv3Sw/uM9P3ggw9OhDAWrt2rS9l5hgJZ+DXB+7vvvrtaEDaj5hPMZwR9/s3vCej/5V/+5fiXv/zlKqjPN1pu3bo1Qw2XRODFNVOOjo6wEBhdoLnmSIL8LCKuECBAgAABAgQIECAwbQHh/bTbb6/aLz28D14CxvrUOZmzWyGwNIGvvvpqFdC/9957qyD+pz/96fHrr7++Cuh/9KMfrQL6t99++/idd95ZbbduAcRPPvnkxH3pwYMHS2N0vQsRSN+uP29kgVCFwNgCN2/ePNEvN605MnY9nZ8AAQIECBAgQIAAgW4CwvtuXrPaWnj/4vzFGYn//fffz6qdXQyBCOSbJgneMzI+Af2bb765CuUT0L/66qur/589e3Z1W0Zsfv75563hcux6mJn/m8O+NZ8NJyaQ54hmf/e8MbFGnFl11z0GP3v2bGZX6XIIECBAgAABAgQILFNAeN+x3TPi7uuvv964V25f99NlTtxse/v27eNr166t/u2rCO//KNtcuPb+/ft9kTsugd4FEtAnWEwIn0VhE8q//PLLq5/8P4vH5rZsk20PUZojkTMKXyEwZ4HmN03MLT7n1i7/2jJ1U/0DJY/B5beZGhIgQIAAAQIECBBoKyC8bymVwP7cuXOrUarnz59fu1cCrNy+7idBfJuSsL65/5kzZ3oJ8YX3f2wRC9e26Zm2KUkgo+IzOj4hfEbLJ5R/5ZVXVo8d+X9G1ee2ixcvrgL6vkfBN6drWDetTkl+6kJgX4H0cVOu7ato/0MJXLlyxbRlh8J0HAIECBAgQIAAAQKFCQjvWzRIplKpQvs24f2nn376wuj7NiPvq/A/HxJU2+dvCe/z0+YYLS7nh02E93+kWLdw7aGtu7SLbQlEIOFggvfMM5/55hPKZ/75PAZlPvrMS5+APvPUZ7tvvvlmFLgsiHj58uUTwZH7zyhN4aQDCqSP18P73AcUAmMIPH78+IW+aKHaMVrCOQkQIECAAAECBAj0IyC8P8W1Cs+r6WvahPe7LtR44cKFVTDXDL6q0fj5UOCQRXj/J83mwrV9Tld0yDZ0rGkLfPnll6vg/d13310F8QnoX3vttdXjQP7N77/4xS9Wt2e7bF9aefLkyYngKCNAFQJLEMi3X+oB/tOnT5dw2a6xMAGvXwprENUhQIAAAQIECBAgcGAB4X1H0D7D+03HTpi/7bwdL+GHzYX3f5JrBpD5toWRa7v2LPvVBTIiPsF7RsgnoM+I+TfeeGN1n85I+gT0GVmf27Ld1KacuXPnjulDdPlFCnz22Wcn+v7U7ruLbLSZXbRvDs6sQV0OAQIECBAgQIAAgTUCwvuO3aKv8D5z6ufYmaN6XRHed2yoHTa3cO0OaHZZCSRASfCe+29C+Mw5n1A+99vMRZ//Z2763JbRuof+Fs2YzdCca/nRo0djVse5CQwmkL5eH3n/8ccfD3ZuJyIQAWv26AcECBAgQIAAAQIE5i8gvO/Yxm3C+/qCswns2ixWW813v2nb6pgdq7t1cyPvT/J4E3zI3jXPYyV0T1iXEP5nP/vZKpR/+eWXVz/5/1tvvbW6LdskzJ97ef78+Ynw0jdW5t7irq8u8P333x+nz9cD/L4Xh9YCBOoCzUEHeR2jECBAgAABAgQIECAwLwHhfcf2PG0EfML3o6Oj1YK1+X/C+9P2SRXGCu+rDuDfXx3/+te/Pv6f//mfE0HMb37zm2M2v1qUwc9//vPjf/qnfzr+67/+6+Of/OQnx3/xF39x/Gd/9mer+/H/+3//7/gv//IvV7f93d/93Wq7f/u3f1uUT/3+8B//8R8n7i//+Z//uVgLjxPLepyo2vt3v/vdifvAb3/7W/eBXy2zLwz9GJC1UOofHOX1S17HDF0P59Pf9QF9QB/QB/SBZfWBvP5VCBAYVkB439G7TRDfPOT58+dXwV+mxtlU2oT3+SDgkMXI+xc1b968eeLNsIVrD9njyjlW5qbOyPh33nlntSBsRs1n/vncT19//fXV7xlBn3nqs91XX31VTuUHrslHH3104j5RD4u2/T/7KQTmLtD8xlaeQxQCQwg011zI7woBAgQIECBAgAABAvMTEN53bNNdwvuMwM9+2+a5rua8v3Dhwtoa7XLe0y5NeP+i0OPHj00DclrHmcjtCdwTvGd0YoL4BPIJ5nNfeu2111a/J7hPgJ/tvvzyy4lc2bDVTEB/6dKlzj/Zb9+SDzW3fejZPH62z0+bkuNW26/7NwuFKwROE3j27NmJ54zLly9b7Pw0NLfvLfCHP/zhhSmbnjx5svdxHYAAAQIECBAgQIAAgfIEhPcd22SXEL0K7zOdzraSY587d+6FTU5bzLbjJfywufB+vVxzAc779+/vSmy/ngW++eabVfD+/vvvrwL6n/70p8dvvPHGKqB/9dVXVwH922+/vbot233++ec912h+hx8jvM9jXh4LuzzeVt9wyj5tAvz62iTr/p/jKQTaCDSfM4SobdRss49AXpfUv/mUue8VAgQIECBAgAABAgTmKSC879iuXcKk6tDVvPfNkZwJmOp/y6j7ddPrXLx4cfX3NoFUl8sR3q/Xyocs9TfFH3/8cRdW2/YgkOA994OE8FkUNqF87hOvvPLK6v9ZPDa3ffjhh1u/4dJD1WZ/yKHD+ywAWj3Otn28zfRW9X3aPFZuGnlfnX/bN6Vm3+gusJPAnTt3Tjxn3L17t9P+NibQVSCvS+qvUyxU21XQ9gQIECBAgAABAgSmIyC8b9FWGTlf/SQgShhf/V6f0uHMmTOrrzFXC9YmUKpGj+bv9VKNpq+P7qzmvc/xs2+16G3bAKvFpZzYRHi/Xuy777574evoptDo2ru6b5+wNOF7QviE8QnlE86n/+f/Ce1zW0L8hPnKMAJDhvd5zMvjaLXWRNvHvuyTDz+rbzm1Ce836VUj+N3nh+lfczhLc7o1o6Dn0KrlXkMem+rBfV5f5nWLQoAAAQIECBAgQIDAPAWE96e0axWyb5pioT46M2+gEiLVt00Qv24EZxXUN+e4T2jVPEbCyj6K8H6zanPh2oysVPYXyLQ1Cd4Twmc6m4Tymd4m95lMd5Npb3JbpsHJdpkWRxlXYMjwvnmlbcL76nE3gda+4X31uNzXY+64LensfQmsm3/8+fPnfZ3OcRcu0Pymh0WSF94hXD4BAgQIECBAgMDsBYT3PTRxQqTmlDjN05wWMlVTOvRQvR8OKbzfrNscSWkRwvY9MQu/JnjPQrBZEDYBfRaITRCbBWPzewL6LCSb7bKwrFKuQMnhfR5r06/yeJpy2uPqacrVFGVdFsk97ZhuX4ZA8wNfa6Uso92Hvsp8UJTXI/WR93m9ohAgQIAAAQIECBAgMF8B4f1IbVtNsTPS6VenFd5v128uQrjPVBxjtnMf507gnuD9vffeWwXxCeQTzCdI/dGPfrT6PcF9Avxsd+/evT6q4ZgDCJQc3meKm3y7qSr7hPfVBwEWqh2gU83wFM0FRG/cuDHDq3RJYwvkdUg9uM/rFIUAAQIECBAgQIAAgXkLCO9HaN9Mo5O58McuwvvtLdBcuPaTTz4Zu8kGPX/m0E3wnilsEtC/+eabq6ltEtBnqpsE9AlOc1u2y5Q4yvwESg3vc/9sLuS9T3hfLVRbzbc/v5Z0RX0KZJqc5jzkGSWtEDikwPXr10/0Mx+MH1LXsQgQIECAAAECBAiUKSC8L7NdBqmV8H4781IWrk3wntApIXwWhU0o//LLL69+8v8sHpvbss269RsG6axOMppAqeF9PjhqjpLfJ7zPt6Hqo/hHA3fiyQpkoVrTmUy2+Yqv+LNnz070r/Q1C9UW32wqSIAAAQIECBAgQGBvAeH93oTTPYDw/vS2m8vCtQndP/zww1UIn4Ayofwrr7yyGrmc/2dUfW7LnN8J8wUCp/eNpWxRYnif/py+m/6awL76SZhf/3vbNqqOV82d33Y/2xGoC9y9e/dEuOpbHPrHIQWa/cvUTIfUdSwCBAgQIECAAAEC5QoI78ttm95rJrw/nXhKC9fm6/MJ3hPCv/3226tQPvPPJ8zMdDc//elPV7dlnvps980335wOYItFC1RTgVy6dOm4609C/31L+u66OeirsD23b/rJSPq2JR9oddm+7XFttyyBJ0+emI98WU0+2NVmCqZ8AF//ZsejR48GO78TESBAgAABAgQIECAwnoDwfjz70c8svG/XBM03zGMuXPvll1+ugvd33313tSBsAvrXXnttFWDm3/yegD63Z7tsrxDYReDp06fHly9fXoVFXYP7bN9neL/perZNm5P7bRalbZaMjq5G6+/iZB8ClUAC1uo+U4WsmepEIbCvQIL6enCf1yXWVNhX1f4ECBAgQIAAAQIEpiEgvJ9GO/VSS+F9O9aMaK+/ae574dqMiE/wnhHyCeIzYv71119fBYwZSZ+APiPr33nnndV2Fqxr1462ai/w8OHD4yzgWvX7IcP7+jQ46fMZFV/97euvv956EZvC++y3aRR/NdXOumC/vZgtCfxR4NatWyeeL7KwskJgX4FMkVN/HZIpdBQCBAgQIECAAAECBJYhILxfRjuvvUrhfbvGz/zv9TfN+f++QV+OmeA9c3YnoM+c8wnlEzBmLvr8P6FlbssIu88//7xdZW1FYE+B5odVQ468r0L2TVPhnLZgchXeN0P+jLrPMS9cuHBCZ1uovyej3RcqkL5Wf764fv36QiVc9qEE1r0G8Y2OQ+k6DgECBAgQIECAAIHyBYT35bdRbzUU3ren3XXh2gT0CXISwv/sZz9bhfIvv/zy6if/f+utt1a3ZZtsqxAYSyBTMDRHDTc/tOrye0brl1K2TadTSh3VYx4CzaA132D5/vvv53FxrmIUgeYHqj4QGqUZnJQAAQIECBAgQIDAaALC+9Hoxz+x8L59GzTnm828xtV8sxkVn9HxCeEzWj6h/Kuvvroa6Zv/Z1R9bnv//fdXAX3CHYVASQIJFzMdVDOcT/CYKXSmXrIYba5FITCEQPO+NIf70BBuzrFeoLnujv6kpxAgQIAAAQIECBBYloDwflntfeJqhfftGz8j3379618f/8M//MNxgsAf//jHx3/+53++CugzH33mpU9An3nqE9B/9dVX7Q9uSwIjCmQKqCtXrrwQ3OcDqixaO/WSqXbOnTs39ctQ/wkJNEdKf/bZZxOqvaqWJPD48eMTj831gQMl1VNdCBAgQIAAAQIECBDoT0B4359t8UcW3p9sogTuCd7ffffdVRCfUfOvvfbaKqDPv3/1V391/Ld/+7fH//iP/3j8y1/+8vi//uu/im9jFSSwTSDBUMKg5oj7jz/++Pj58+fwCBDYQSAfetXvUxk5rRDYRWDXKft2OZd9CBAgQIAAAQIECBAoU0B4X2a7DFKrJYb333zzzSqgzxQ2CegzYv6NN95YBfSZ6iaB/dtvv726LdtlBGVVLBo3SLd0koEE7t+//0Jon8Dxxo0b5ugeqA2cZr4CzalO9l3kfL5SrmyTQF5zZLqv+gdB+pH+QoAAAQIECBAgQGB5AsL75bX5D1c81/A+b3gTvF+8eHEVwmdR2ITyCehfeeWV1f+zeGxuS8CSaTXaFqPg2krZrmSB27dvrw3u83eFAIH9BTJVTj10rX8QvP/RHWEJAl988cWJPpRvRCkECBAgQIAAAQIECCxPQHi/vDafTXif0D3hSEL4hPEJ5RPOv/zyy6v/J7TPbQnxE+YfojQXrk34Xy1ce4jjOwaBPgWyMG1G1jenycnvGYmvECBwGIEsKlq/n2URW4VAF4GrV6+e6EMeo7vo2ZYAAQIECBAgQIDAfASE9/Npy85XMoWR959//vkqeE8If/bs2VUon+ltMoo+0928+eabq9syDU62y7Q4fZfmdAgJaRQCpQtkDvuM3GwG95nzPnPfKwQIHE4gH5Q1pzzJ3xQCbQSePHly4rE6fclAgTZytiFAgAABAgQIECAwPwHh/fzatPUVlRzeV9PcvP7666vAPgH9e++9twros7DsmCXTH9QD0OvXr49ZHecmcKpAFtBctzDtlStXjs2hfCqfDQjsJJDnhvpzxYMHD3Y6jp2WJ9Ccdim/KwQIECBAgAABAgQILFNAeL/Mdl9ddcnhfcnNkhHMzdHLz549K7nK6rZggXwzpDkCOP0303gYCbzgjuHSexc4Ojo68Vxx69at3s/pBNMXWPetjXwAqxAgQIAAAQIECBAgsEwB4f0y2114v2e7N+cNv3Pnzp5HtDuBwws0vyVSfeiUENEUDIf3dkQCdYF8q6X+QW++/aIQOE3AQrWnCbmdAAECBAgQIECAwLIEhPfLau8TV2vk/e6Nb+Ha3e3s2b9AgvkE9OsWpk2grxAgMIxApqaq3w8zl7lCYJtAc22ShPkKAQIECBAgQIAAAQLLFRDeL7ftTZuzR9snHLVw7R6Adu1NIFMuZEqcZnCfqXMsrtwbuwMTWCtw+/btE/fFu3fvkiKwUaD5bY08bn/33XfECBAgQIAAAQIECBBYsIDwfuGNv+DL3/vSE8JYuHZvRgc4oECCn+ZI3/TRTNdhzuQDQjsUgZYCzW9pZVS1QmCTQPPDHusk6CsECBAgQIAAAQIECAjvF9wHTJuzX+OvW7g2f1MIjCHw+PHjVUjfHHGfsFC/HKNFnJPA8WptieaC0e6PesY6gfSV5mN4HtcVAgQIECBAgAABAgSWLSC8X3D7C+/3b/zmwrWmRNjf1BG6C9y/f3/t/Pbpn5lGRyFAYDyB5vNE7q8KgabAgwcPTjyO51tUCgECBAgQIECAAAECBIT3C+4Dwvv9G9/CtfsbOsJ+As1pFqqR9/m7QoDA+AJZcLT+jZibN2+OXyk1KE6guVbJ0dFRcXVUIQIECBAgQIAAAQIEhhcQ3g9vXswZhff7N8W6hWsT6CsE+hbIiPrmiN4qIDSyt299xyfQXqA5xVqm0clzh0KgEnj27NkL356yUK3+QYAAAQIECBAgQIBABIT3C+4HwvvDNH5z4doEqgqBPgUSBmYu++b89pkv2RzJfco7NoHdBK5evXri/up+upvjXPe6c+eOb2fMtXFdFwECBAgQIECAAIE9BYT3ewJOeXfh/WFaz8K1h3F0lHYCT58+XbswbeZH/vbbb9sdxFYECAwq0Axn87tCIAK+wacfECBAgAABAgQIECCwTUB4v+D+Ibw/XONbuPZwlo60WeDhw4fHmXKjOeI+cyVbmFbPIVCuwJMnTyxGWm7zjFqzPK7XH9M//PDDUevj5AQIECBAgAABAgQIlCUgvC+rPQatjfD+cNzr3nyb0/hwvo50fHzv3r0XQvsEPrdu3TJ/tg5CoHCBPB9kWqt6SJtvbSkEfPivDxAgQIAAAQIECBAgsE1AeL/g/iG8P1zj+9r74Swd6aRA+lYC+uZo+/yeQF8hQGAaAjdv3jxxP/7iiy+mUXG17E3AtHu90TowAQIECBAgQIAAgdkICO9n05TdL0R4391s2x7NOY0tXHtY3yUeLVPhZEqcZnCfqXPybQ+FAIHpCDx48ODEffn69evTqbya9iLQ/EaVPtELs4MSIECAAAECBAgQmLSA8H7Szbdf5YX3+/k193727NkLIatpEQ5rvKSjZfHZLELbDO4z9UYWrVUIEJiWwHfffXfi/pwP4UyvNq02PHRtM799/THeh7KHFnY8AgQIECBAgAABAtMXEN5Pvw13vgLh/c50G3fMqLn6G/G7d+8e/iSOOHuBx48fvzA/dvrVxx9/fOwDodk3vwucsUDuw/XniEePHs34al3aNoG0fXOhWh/m6DMECBAgQIAAAQIECDQFhPcL7hPC+8M3/rqFaw9/Fkecs8D9+/fXzm+faZgyjY5CgMB0BZrTpHz22WfTvRg130uguQZCpt5TCBAgQIAAAQIECBAgILzXB34QEN4fvjNYuPbwpks64u3bt9cG9/m7QoDA9AWePHly4j6eqbGU5QlkCqVMm1QfeZ+p0hQCBAgQIECAAAECBAgI7/UB4X3PfaC5cG1G1ykEtglkRH1G1jfnt8/vGYmvECAwH4GsWyG0nU977nIlR0dHJ/pAFiZXCBAgQIAAAQIECBAgsE7AtDkL7hdG3vfT+OsWrs0oO4XAOoHMYd+cBzvBXgK+zH2vECAwL4FMlVMP7zOVjrIsgeZi5A8ePFgWgKslQIAAAQIECBAgQKC1gPC+NdX8NhTe99emzYVrhTP9WU/5yE+fPl27MG2CHVMoTLll1Z3AZoEEtfXwPs8XynIEmlMnZfocC9Uup/1dKQECBAgQIECAAIGuAsL7rmIz2l54319jWri2P9u5HDl9pDnncQK9TJ9gYdq5tLLrIPCiQO7fzSmy3OeX01Nu3bp1ov2tabKctnelBAgQIECAAAECBHYREN7vojaTfYT3/TWkhWv7s53DkfNNjHXz2yfUMQJzDi3sGghsF2h+O8u0KcvoMesWqs03sBQCBAgQIECAAAECBAhsEhDeL7hvCO/7bXwL1/brO8WjJ5hvjrqsQnxTK02xRdWZwG4CzQ/wMg++Mn+BL7744sQHt1nvRCFAgAABAgQIECBAgMA2AeH9gvuH8L7fxs+c5c3R1Rau7de85KNnWoxMidPsE5k6J1PoKAQILEeg+fyQBaqV+Qs0FydPmK8QIECAAAECBAgQIEBAeK8PrBUQ3vffMZphrdHV/ZuXeIYEdVmEthncJ7AzZUKJLaZOBPoXaD4mZCFTZb4CeayvPwfkg1trHcy3vV0ZAQIECBAgQIAAgUMJGHl/KMkJHkd433+jZR7j+pv1Dz/8sP+TOkNRAo8fPz5OSN8M7jMC8/nz50XVVWUIEBhOIFPl1B8XfLg7nP0YZ8rCtPX2zhRqCgECBAgQIECAAAECBE4TEN6fJjTj24X3/Tdu5jhvBrePHj3q/8TOUITA/fv31y5Me+PGDSMui2ghlSAwnkCeC+phrvnPx2uLvs+c1wIZaV9vb9+06Fvd8QkQIECAAAECBAjMQ0B4P4923OkqhPc7sXXeycK1nclmsUNzlGUV2uTvCgECBNYFutZFmWe/aH6Qe/Xq1XleqKsiQIAAAQIECBAgQODgAsL7g5NO54DC+2HaqrkwYUbfCWiGsR/jLJnDOCPrm9Pk5PcEOAoBAgQqgevXr594rMhUa8r8BJrr3xwdHc3vIl0RAQIECBAgQIAAAQK9CAjve2GdxkGF98O1kzfuw1mPeabMYZ+pL9YtTJu57xUCBAjUBb744osTjxc3b94ENDMBH+DPrEFdDgECBAgQIECAAIGBBYT3A4OXdDrh/XCt0Vy49sqVK8Od3JkGEXj69OnahWnT1glvFAIECDQF8oFf/cO+rJGS6XSU+QiYOm8+belKCBAgQIAAAQIECIwhILwfQ72Qcwrvh2uIdQvXGok9nH/fZ3r48OELixEmkMs3LjKNjkKAAIFNAvmAz0Km8+wfnvvn2a6uigABAgQIECBAgMCQAsL7IbULO5fwftgGMfpuWO+hznbv3r2189vfunXLCNqhGsF5CExYoPnckN+VeQjkg936BzMffvjhPC7MVRAgQIAAAQIECBAgMJiA8H4w6vJOJLwftk3Mezusd99ny4jKBPTrFqZNoK8QIECgjUC+hVV/HLl69Wqb3WwzAYHmgsSeGybQaKpIgAABAgQIECBAoDAB4X1hDTJkdYT3Q2r/8VwWrh3evI8zZiqcZlsmfPvggw+OM9JSIUCAQFuBfBCYx456gJ+58JVpCzTXM0j7atdpt6naEyBAgAABAgQIEBhDQHg/hnoh5xTeD98Q9+/fPxHQWLh2+DbY94z5BkVzjuqEMlloMovWKgQIEOgqcPPmzRPPDV988UXXQ9i+MIG7d++eaNMbN24UVkPVIUCAAAECBAgQIEBgCgLC+ym0Uk91FN73BLvlsOtGWFq4dvh22PWMaauE9M2pcj7++GMjKndFtR8BAsfND3YFvdPuFHmuz/z29eeKR48eTfui1J4AAQIECBAgQIAAgVEEhPejsJdxUuH9OO1w+/btE2/oM+JSKV+gGa5VoUxCtkyjoxAgQGBXgeYUK5lGJwGwMk2BBPXNhWq15zTbUq0JECBAgAABAgQIjC0gvB+7BUY8v/B+HHwL147jvs9Zmx+4VKFM/q4QIEDgEAL5Bo+R2oeQHP8YzWmQ7ty5M36l1IAAAQIECBAgQIAAgUkKCO8n2WyHqbTw/jCOuxylGdIcHR3tchj79CyQEfUZWd+cJie/ZyS+QoAAgUMJNOdI9+HgoWSHPc533333wnPGs2fPhq2EsxEgQIAAAQIECBAgMBsB4f1smrL7hQjvu5sdao/mFCxXr1491KEdZ4PARx99tDaEXxfMb/tb5ry3ToFuRoDAoQWePHliQfNDo45wvHv37p1ox+vXr49QC6ckQIAAAQIECBAgQGAuAsL7ubTkDtchvN8B7UC7rFu4NsGN0p9AAvlLly51/qkH+VeuXDnOtEcKAQIE+hBoLojt8aYP5X6PmeeJ+vPGgwcP+j2hoxMgQIAAAQIECBAgMGsB4f2sm3f7xQnvx2385jzqt27dGrdCMz/7vuH9J598svPCtAlvvv76663C2ebatWurn33CnjbnmnlTuzwCkxXI80A9+DWl2rSaMt/KqrdfPoyxUO202lBtCRAgQIAAAQIECJQmILwvrUUGrI/wfkDsNaeycO2w/vuE9wnUdglgEtifO3fu+KWXXjo+f/782gvONmfPnl1tU//ZtP0mtTbnGlbc2QgQ6CqQD9/q4a8pV7oKjrt988MX6xaM2x7OToAAAQIECBAgQGAOAsL7ObTijtcgvN8R7oC7NReu/eKLLw54dIeqC+wT3u8i+cEHH/wQ2m8L7zPSPkF9NcK2HsLnGG1K23O1OZZtCBAYTyCLZNfD+9y38zelfIEsVJv2qrefaY/Kbzc1JECAAAECBAgQIFC6gPC+9BbqsX7C+x5xWx7awrUtoQ6w2ZDhfUbPnjlz5rgadbktvF8X7iTI37ZPnaPLuQ7A6BAECPQskCm66gHww4cPez6jwx9CIB++19stH84rBAgQIECAAAECBAgQ2FdAeL+v4IT3F96P33gWrh2uDYYM75tX1TaIr++3yz7Zf9f9hmsJZyJAYJvAvXv3ToTAn332GbAJCFy9evVEu+XDeYUAAQIECBAgQIAAAQL7Cgjv9xWc8P7C+zIaL8FMfbSehWv7aZcphffVyPsLFy50xhDedyazA4GiBJrroXz44YdF1U9lXhR4+vSp6Y50DAIECBAgQIAAAQIEehEQ3vfCOo2DCu/LaKd1b/ozd65yWIEphfcJ7RPC77LYofD+sP3G0QiMIZDAvv6hbp4nlHIFmh/C+7ZEuW2lZgQIECBAgAABAgSmJiC8n1qLHbC+wvsDYu55KAvX7gl4yu7Pnz9fBWGXLl3q/JP99i1dAvXMYd9l+2bd9tl33+u0PwEChxFohsGZSkcpUyALCjcXqvVhS5ltpVYECBAgQIAAAQIEpiggvJ9iqx2ozsL7A0Ee4DDNhe4yd66yv0C+wXDnzp0fRrCWHt5nuowsdJufdQvZthER3rdRsg2BsgWySG195H0WsVXKFLDwfJntolYECBAgQIAAAQIE5iIgvJ9LS+5wHcL7HdB62mXdyL0nT570dLb5Hzaed+/efWE0ZOnh/blz51bB/ddff71zIwnvd6azI4FiBNY9J5hOrZjmOVER35wrs13UigABAgQIECBAgMBcBIT3c2nJHa5DeL8DWo+7mDN3f9w//OEPx5le4vLlyydGrVYjWEsO7w8R3EdQeL9/P3IEAiUIXL9+/cTjWKbUUsoSaC4unOlzfMhSVhupDQECBAgQIECAAIGpCwjvp96Ce9RfeL8HXg+7rlu4NqMvldMFEtpn6qHmIo/1aSdKnvM+wX1C96Ojo1MvNgHetil1hPenEtqAwCQE8nhQfwy7devWJOq9pErWp2VLW928eXNJl+9aCRAgQIAAAQIECBAYQEB4PwByqacQ3pfXMr5+371NEmZfuXJl7Uj7hCkJ9Ks5iYcceX/t2rXj6ieB+tmzZ3/4vT4tzoULF1bBfQL8+j7V/+vb5v/rwvm25+quaw8CBMYSePbs2YnHtXyjKB9UKmUIpC2a3/J6/PhxGZVTCwIECBAgQIAAAQIEZiMgvJ9NU3a/EOF9d7O+92guXJswX1kv8OjRo+Ms7NscXV/9nlAlnlXYleB+07bb/p79upYqZE/Qvu7n008//eGQ58+fX7tNtV9923xQkb8n8K9Kl3N1vQ7bEyAwrkDzg0lroYzbHvWz5/G4/tyRtlIIECBAgAABAgQIECBwaAHh/aFFJ3Q84X15jbVukcJMp6P8SSAjG5vfUKgHKAntM+/9HKccygj7hPfmvnaPILAMgdu3b58IiLMQt1KGQHNNgjzvKAQIECBAgAABAgQIEDi0gPD+0KITOp7wvszGsnDt+nbJiNNmWFIP7bNQYOYfnvNigWfOnDnOdSoECCxDIB9W1h/n8m0jZXyB5pRGaaM5P/eML64GBAgQIECAAAECBJYrILxfbtsfC+/LbHwL155slyzOmkUAt01tkw885h6cZPqczIuvECCwHIFM+5UP7OqPf8+fP18OQKFXaqHaQhtGtQgQIECAAAECBAjMUEB4P8NGbXtJwvu2UsNv15zLPXO3L60koLp169bW0D6hviBraT3D9RJYlsCNGzdOPA5mAW5lPIF8oJKF0OsfqGQNFoUAAQIECBAgQIAAAQJ9CAjv+1CdyDGF9+U21JIXrs0I+uY8z81R9wmzMiJfIUCAwNwFEtbXHwPzoaUynkCC+np7JMivFkYfr1bOTIAAAQIECBAgQIDAXAWE93Nt2RbXJbxvgTTSJgmwm1MlzH3h2iwwm6kImtddD0ky533mvlcIECCwFIF8u6i5voeweLzWb34TwiLC47WFMxMgQIAAAQIECBBYgoDwfgmtvOEahfdlN35zypjM6z7HktD+3r17x5cvX944Rc7HH398bFqCOba+ayJAoI1Acyq1LGSrDC+QD9ab3wTL4rUKAQIECBAgQIAAAQIE+hIQ3vclO4HjCu/LbqSMMG+OtkzQPZeSkaOZHqg5d3D9mq9cuSK0n0uDuw4CBHYWyOju+mNjvqWkDC+QD5qb3wYbvhbOSIAAAQIECBAgQIDAkgSE90tq7ca1Cu/Lb/zmaMu5LFT44MGDraF9Av1soxAgQIDA8Wq6sOYHm1yGF2h+2Pzw4cPhK+GMBAgQIECAAAECBAgsSkB4v6jmPnmxwvvyG39uC9dm6puMpm9OO1D9nmAk12w+5/L7phoSIDCcQB4Tm1OLma5lOP+cKVMV1Z+70h6eq4ZtA2cjQIAAAQIECBAgsEQB4f0SW/3/v2bhffmNv27h2m+//bb8ijdqmNA+89ZvCu0TgmQ6gjlNCzS5RlJhAgSKFrh58+aJx9B80KkMJ9D0N3XRcPbORIAAAQIECBAgQGDJAsL7Bbe+8H4ajd9cuPb27dvTqPj/1TJTPVy/fn1jaP/BBx8cJwAR2k+mSVWUAIGRBDKVmPnWx8Gfywfp4+g5KwECBAgQIECAAAEC+wgI7/fRm/i+wvtpNOC6hWtL/6p+vh1w48aNjaF9Aqh8CJFARCFAgACB0wXyeDnnRcxPFxhvi6OjoxP2n3zyyXiVcWYCBAgQIECAAAECBBYlILxfVHOfvFjh/XQafyoL1z5//vy4ObVAc6qcfJMg2ykECBAg0E2gOf1YpiRT+heYynNw/xLOQIAAAQIECBAgQIDA0ALC+6HFCzqf8L6gxjilKqUvXJsRoZ999tnWkfYJ9ac4X/90eomaEiAwd4GsDVL/QDSPu0q/AlP89lu/Io5OgAABAgQIECBAgMCQAsL7IbULO5fwvrAG2VKdUufbTb0yZ33mrt+0GG3mvE/4oRAgQIDAfgJPnz498Vj74Ycf7ndAe58q0Fx3xgcmp5LZgAABAgQIECBAgACBAwoI7w+IObVDCe+n1WLN6WjGXLg2C8xmBOjly5c3hvaZ3uHx48fTQlZbAgQIFC7QfNz1jabdG+yjjz7a+o2xTR9KZz+FAAECBAgQIECAAAECQwgI74dQLvQcwvtCG2ZDtRKENxcrHHrh2pwvU/hsC+0zN7B5mKfVt9SWAIHpCDSnKMsHqcpuAnlOvXTpUuef7HeI8uDBg+Ovv/661aG6bFs/YD7cyYf9165dW/2rECBAgAABAgQIECAwLQHh/bTa66C1Fd4flHOQg125cuVEgH///v1BzpuT5FyZomHTSMTULeGCQoAAAQL9CTx8+PDE4/Ann3zS38lmfuSxwvsE9ufOnTt+6aWXjs+fP79Vucu2zQMlrM856j9nzpwR4s+8X7s8AgQIECBAgACBeQkI7+fVnp2uRnjfiauIjY+Ojk6ENpmapu+SoKj5oUE9wE+gn9H4Q38LoO/rdnwCBAiUKJBpy5ofouZvSneBMcL7rBFThfanhfddtm1efT5Mz/HzIUE1tVL+lvA+P6Zb6t5f7EGAAAECBAgQIEBgDAHh/RjqhZxTeF9IQ3SoxpAL12bqm3w4sGmkfabOyXQNQvsODWhTAgQIHEAgC4HXH5t962k31KHD+yo8r6av2Rbed9l23dVfuHBhFd43Q/pqNP6nn366G5q9CBAgQIAAAQIECBAYVEB4Pyh3WScT3pfVHm1r01y49s6dO213bbXdkydPjjMNw6bQPiMB7969e2ykZytOGxEgQODgAs1vYWUefKW7wNDhfbOGp428r2/fZdvst2n7hPldj9Vd1h4ECBAgQIAAAQIECBxKQHh/KMkJHkd4P8FG+78qNxeuzQj4Q4x+zxv65mjOZoCfDwoy+l8hQIAAgfEE8nhdf3zO84DSXWCu4X3myU9Af/HixbUowvvufcUeBAgQIECAAAECBMYSEN6PJV/AeYX3BTTCjlVozkG/z5QJz549O26O5m+G9hnV+fz58x1razcCBAgQOLRA83kg35pSugnMNbyv5ru/du3axvA+Ab5CgAABAgQIECBAgED5AsL78tuotxoK73uj7f3AzSkTMs1N15IwPqH8pulx8veE+ha16yprewIECPQvkLnL64/fWYNE6SYgvO/mZWsCBAgQIECAAAECBIYXEN4Pb17MGYX3xTRFp4p89NFHWwP3TWF89kvJtDeZ/iZz12/aNtPnPH36tFO9bEyAAAECwwlkUfH6Y3gWGFfaCWT6uVu3bq38Ll261Pkn+x2idJm+psu2bUbenz179hCX4BgECBAgQIAAAQIECPQsILzvGbjkwwvvS26dzXXbJ2zIyMxtoX3Cn21TLyQQyFy620pG6mdEaL6un393Kc1jGP2/i6J9CBCYs0DWOmk+npvebHOLxyaLrTenG5pjeF/NeX/hwoW1IF0+CJjzfci1ESBAgAABAgQIEJiCgPB+Cq3UUx2F9z3B9nzYfcL7TSPtE9pnFOemkiDg3LlzqwXwzp8/v3G7hPXZpv5z5syZTiF+wqjmMfL7aR8a9Mzu8AQIEChOoLnI+D7rnxR3cQeoUD7giMmNGzc2ftNsjuF96PK8meftZjltMdsDsDsEAQIECBAgQIAAAQIHFBDeHxBzaocS3k+txf5Y30OG9xmBeFrYU4XpCe23hffV1/QTFlQj5fO3hPf5aTN6vjrXxYsXTzRO5vhXCBAgQOCkwBdffHEilM46Jcrx6vkmHyZfvnz51Gnm5hLe5/m2/jybUffrPvjO82v+ftpzv35EgAABAgQIECBAgEAZAsL7MtphlFoI70dh3/ukhwjvP/zww+OEPqeVKnyvpr/ZFt5XQUEzpK9G43/66adbT5f9cvxNX/M/ra5uJ0CAwNIEMhVM/RtV+QA0o82XWL7//vvj+/fvH1+9evXUwD6hfrXg79DhfaaUq37ynJe556vfm98wa7ttNZq+/s246gP1HD/Xmt9zvNO+QbfEvuOaCRAgQIAAAQIECJQsILwvuXV6rpvwvmfgng6/T3ifwCKj2HcNd7a96d90WxXKb5tuJ1RVqGB6nJ46jsMSIDBLgeYc7tvWLZkjQH3x2U1Tw1V/z/Q5Dx8+/OE5MMH9afusuz377VKqkH3d1HD5W/1D7i7bVkF988PvhPb55lv9fM1vtu1yHfYhQIAAAQIECBAgQGA4AeH9cNbFnUl4X1yTtKrQPuF9RibuUzYF9KfNodtmpF81LU9Vv4T+baba2ed67EuAAIGpC9y5c+dEAJ3f5142LT67LmjPhxtZrH3Oi/lWH35vmgonz9GmyZn7vcL1ESBAgAABAgQIzFVAeD/Xlm1xXcL7FkgFbrJPeL/v5WwK4atRfwkQ1pVq1N+282eu/Hy9P6MC6yMF8//TptzZ97rsT4AAgakKZKR9PbROWD3H0mbx2coh0wfdunXrOKPyl1DyPJlrVggQIECAAAECBAgQmJ+A8H5+bdr6ioT3ramK2nCu4X0V8GcEfjU/b/5NqJ/bLFpbVDdUGQIEChFIqJ3gth7gz2mUeZfFZzPffea93/dbZoU0batq5MPtPE8qBAgQIECAAAECBAjMU0B4P892bXVVwvtWTMVtNNXwPqPqt5VNo/OrKXksZFtcV1QhAgQKEbh58+aJ8L7NguSFVH1tNXZZfPbZs2clX5K6ESBAgAABAgQIECBAYCcB4f1ObPPYSXg/zXYsMbw/LWDfZc77euu02X+aranWBAgQ2F8gU5fVR95fv359/4OOcIR9Fp8dobpOSYAAAQIECBAgQIAAgd4FhPe9E5d7AuF9uW2zrWYlhvepbwL2dV/dP20x2+pamwvWCu+n2T/VmgCB4QUyTU49vM80OplOZwrF4rNTaCV1JECAAAECBAgQIEBgLAHh/VjyBZxXeF9AI+xQhVLD+0xrkwA/YX29ZAHa/D0jQ+slv2cu46pk3t5sl3nu6yW/5++bFsPdgdAuBAgQmJ3Axx9/fCLAf/ToUbHXaPHZYptGxQgQIECAAAECBAgQKExAeF9YgwxZHeH9kNqHO9fQ4X1C8+onIXrmrq9+rwf1CeOr26sFZ7PduilvqtH4GW1fL2fOnDnOT33/6m+HE3QkAgQIzE/g3r17J8L75gehJVyxxWdLaAV1IECAAAECBAgQIEBgSgLC+ym11oHrKrw/MOhAhxsyvK9C9mox2ea/GS1fLwmLErbXt8vI+2apgv7mIrQ5Xz4cqO+fgL8+Qn8gZqchQIDApASePHlyIry/cuVKEfW3+GwRzaASBAgQIECAAAECBAhMVEB4P9GGO0S1hfeHUBz+GJcuXToR0NTnOd72/+w3VEkI35wmp37uakT+pm0S1m/bf6jrcB4CBAhMSeDy5csnnh/G/ODT4rNT6jnqSoAAAQIECBAgQIBAqQLC+44tk0CxOad38xDV18ITUO7ytfV99297ScL7tlK2O7RARudnQUWFAAECBA4n8Nlnn50I74+Ojg538BZHsvhsCySbECBAgAABAgQIECBAoIOA8L4lVgL7c+fOrZ2/u36IanHN+rQf1RzebU617/5tzlFtI7zvomXbQwlkqp3clxQCBAgQOKxABhjUv4F1/fr1w55gzdEsPts7sRMQIECAAAECBAgQILBgAeF9i8bPCOFq0c11i29Wh6jm8U4wWX1VPX+rFtw87evr++7f4lJObCK87ypmewIECBAgUK5A5pdvTp+Wv/VRLD7bh6pjEiBAgAABAgQIECBA4KSA8P6UHlGF79X0N9vC+yy+mdubIX01mr65uGfz1Pvu37VzC++7itmeAAECBAiULfDJJ5+cCPAfPnx4sApbfPZglA5EgAABAgQIECBAgACBVgLC+1ZMf9poW3i/6baE+dv2q46+7/4dL+VYeN9VzPYECBAgQKBsgXv37p0I7zMP/r7F4rP7CtqfAAECBAgQIECAAAECuwkI7zu6bQrYMyd+brt48eLaI54W3u+7f8fLWG0uvN9FzT4ECBAgQKAsgY8++uiF6XKa0+es+z37bSoWny2rjdWGAAECBAgQIECAAIFlCgjvO7b7phC+mq/+2rVrG8P77Lup7Lt/x8sQ3u8CZh8CBAgQIFCgQIL5S5cudf7JfvXSdfHZK1euHP/v//7vcV77HB0ddZbJNxMzpWD2zxSDp60N1PkEdiBAgAABAgQIECBAgMDEBYT3HRtwbuF91QH8+6vVNxH8MNAH9AF9QB+YWh/YJ7zPtf7mN785fv/994//+7//+9QR/L///e+Pf/vb3x7//d///eobh/Wfn/zkJ8f/+q//2uq59K233nph/xzr5z//eav9p9ZG6utxRR/QB/QBfUAf0Afm0Ad+97vfdUzRbE6AwL4CwvuOgvuE92fPnt14tjYj77ft3/EyVpubNmcXNfsQIECAAIGyBPYJ769evXpqYH/58uXVyPhnz56tLvyDDz54YarAjKA/bYrASi3Hak41mFH3eZ2TvxuBX1b/UhsCBAgQIECAAAECBMYTEN53tD9tzvsLFy6sPeJpb2irOe933b/jZQjvdwGzDwECBAgQKFBgn/B+29z4N27cOH748OFxptOplzNnzqyC9mbJuj95vZPXNNtKXuusm0ow0+fk7xnQoBAgQIAAAQIECBAgQIDAHwdf5+f/3iu99FL1C5jNAttC+Nx27ty5F3Y+bTHaaod99+/abkbedxWzPQECBAgQKE/gkOF95rG/d+/ecRasXVeq1zTnz59/4eZqRH1G4W8rVcjfDOmrEf2nhf/ltYAaESBAgAABAgQIECBAoB8B4X1H123hfTWSrPmmc9Ob1LxprX81vOv+Hav+wubC+30F7U+AAAECBMYX2De8T2h+69at48ePH596MXndsusUgtXBq6kCM+Ches20biqdUytjAwIECBAgQIAAAQIECMxcQHjfooHzNe7qJ29Y81Xx6vd6UF+9Gc3teROa36uvgDdHqK0budZl/xbVPnUT4f2pRDYgQIAAAQLFC+wT3t+/f//4+++/73SNmTYnP81ydHS0Cvbz2ue0ktdJOUb1QUD+zYcICgECBAgQIECAAAECBAj8SUB4f0pvqEL2vKlc99P8anj9zWi1fUbeN0sV1DfnuG+7/yE6sfD+EIqOQYAAAQIExhXYJ7zfpebVwIQMVkjgnt8zSKF63dMmvM95q28cdt1vlzrbhwABAgQIECBAgAABAlMUEN731GoJ/bctuHbaomyn7X+IagvvD6HoGAQIECBAYFyBocP7XG0GGySwr34yUKF6bXNaeJ/XONWit9UUgtUUg+vWDhpX19kJECBAgAABAgQIECAwnoDwfiT7vGkd++vhwvuRGt9pCRAgQIDAAQXGCO/XVb+aNif/bisJ6NdNu5NvM5o+54Adw6EIECBAgAABAgQIEJi8gPB+hCbMm9MSRpYJ70dofKckQIAAAQIHFiglvK9Gz2+7vG0L3ma/TYvhHpjM4QgQIECAAAECBAgQIDAJAeH9JJqpn0oK7/txdVQCBAgQIDCkQAnhfbWWz6Z1fhLap1Th/bpBDNVtzfWAhrR0LgIECBAgQIAAAQIECJQkILwvqTUGrovwfmBwpyNAgAABAj0IDB3eZ077fIswgX1+Mg1gpsFZF8hnfvvmaPpqcduE9NUxMtVO9s+229YM6oHPIQkQIECAAAECBAgQIFCsgPC+2Kbpv2LC+/6NnYEAAQIECPQtMHR4n7A+IXv9Z92I+1x3NSK/OZq+mmKnfoyzZ88enzZfft+Wjk+AAAECBAgQIECAAIGSBIT3JbXGwHUR3g8M7nQECBAgQKAHgUuXLh0nwO/6k/32KdWo+W3HyCj9baPpMzLfSPt9WsG+BAgQIECAAAECBAjMWUB4P+fWPeXahPcLbnyXToAAAQIEBhDIdDoZqa8QIECAAAECBAgQIECAQHcB4X13s9nsIbyfTVO6EAIECBAgUJxA5sVfNw9+cRVVIQIECBAgQIAAAQIECBQqILwvtGGGqJbwfghl5yBAgAABAgQIECBAgAABAgQIECBAgEB3AeF9d7PZ7CG8n01TuhACBAgQIECAAAECBAgQIECAAAECBGYmILyfWYN2uRzhfRct2xIgQIAAAQIECBAgQIAAAQIECBAgQGA4AeH9cNbFnUl4X1yTqBABAgQIECBAgAABAgQIECBAgAABAgRWAsL7BXcE4f2CG9+lEyBAgAABAgQIECBAgAABAgQIECBQtIDwvujm6bdywvt+fR2dAAECBAgQIECAAAECBAgQIECAAAECuwoI73eVm8F+wvsZNKJLIECAAAECBAgQIECAAAECBAgQIEBglgLC+1k2a7uLEt63c7IVAQIECBAgQIAAAQIECBAgQIAAAQIEhhYQ3g8tXtD5hPcFNYaqECBAgAABAgQIECBAgAABAgQIECBAoCYgvF9wdxDeL7jxXToBAgQIECBAgAABAgQIECBAgAABAkULCO+Lbp5+Kye879fX0QkQIECAAAECBAgQIECAAAECBAgQILCrgPB+V7kZ7Ce8n0EjugQCBAgQIECAAAECBAgQIECAAAECBGYpILyfZbO2uyjhfTsnWxEgQIAAAQIECBAgQIAAAQIECBAgQGBoAeH90OIFnU94X1BjqAoBAgQIECBAgAABAgQIECBAgAABAgRqAsL7BXcH4f2CG9+lEyBAgAABAgQIECBAgAABAgQIECBQtIDwvujm6bdywvt+fR2dAAECBAgQIECAAAECBAgQIECAAAECuwoI73eVm8F+wvsZNKJLIECAAAECBAgQIECAAAECBAgQIEBglgLC+1k2a7uLEt63c7IVAQIECBAgQIAAAQIECBAgQIAAAQIEhhYQ3g8tXtD5hPcFNYaqECBAgAABAgQIECBAgAABAgQIECBAoCYgvF9wdxDeL7jxXToBAgQIECBAgAABAgQIECBAgAABAkULCO+Lbp5+Kye879fX0QkQIECAAAECBAgQIECAAAECBAgQILCrgPB+V7kZ7Ce8n0EjugQCBAgQIECAAAECBAgQIECAAAECBGYpILyfZbO2uyjhfTsnWxEgQIAAAQIECBAgQIAAAQIECBAgQGBoAeH90OIFnU94X1BjqAoBAgQIECBAgAABAgQIECBAgAABAgRqAsL7BXcH4f2CG9+lEyBAgAABAgQIECBAgAABAgQIECBQtIDwvujm6bdywvt+fR2dAAECBAgQIECAAAECBAgQIECAAAECuwoI73eVm8F+wvsZNKJLIECAAAECBAgQIECAAAECBAgQIEBglgLC+1k2a7uLEt63c7IVAQIECBAgQIAAAQIECBAgQIAAAQIEhhYQ3g8tXtD5hPcFNYaqECBAgAABAgQIECBAgAABAgQIECBAoCYgvF9wdxDeL7jxXToBAgQIECBAgAABAgQIECBAgAABAkULCO+Lbp5+Kye879fX0QkQIECAAAECBAgQIECAAAECBAgQILCrgPB+V7kZ7Ce8n0EjugQCBAgQIECAAAECBAgQIECAAAECBGYpILyfZbO2uyjhfTsnWxEgQIAAAQIECBAgQIAAAQIECBAgQGBoAeH90OIFnU94X1BjqAoBAgQIECBAgAABAgQIECBAgAABAgRqAsL7BXcH4f2CG9+lEyBAgAABAgQIECBAgAABAgQIECBQtIDwvujm6bdywvt+fR2dAAECBAgQIECAAAECBAgQIECAAAECuwoI73eVm8F+wvsZNKJLIECAAAECBAgQIECAAAECBAgQIEBglgLC+1k2a7uLEt63c7IVAQIECBAgQIAAAQIECBAgQIAAAQIEhhYQ3g8tXtD5hPcFNYaqECBAgAABAgQIECBAgAABAgQIECBAoCYgvF9wdxDeL7jxXToBAgQIECBAgAABAgQIECBAgAABAkULCO+Lbp5+Kye879fX0QkQIECAAAECBAgQIECAAAECBAgQILCrgPB+V7kZ7Ce8n0EjugQCBAgQIECAAAECBAgQIECAAAECBGYpILyfZbO2uyjhfTsnWxEgQIAAAQIECBAgQIAAAQIECBAgQGBoAeH90OIFnU94X1BjqAoBAgQIECBAgAABAgQIECBAgAABAgRqAsL7BXcH4f2CG9+lEyBAgAABAgQIECBAgAABAgQIECBQtIDwvujm6bdywvt+fR2dAAECBAgQIECAAAECBAgQIECAAAECuwoI73eVm8F+wvsZNKJLIECAAAECBAgQIECAAAECBAgQIEBglgLC+1k2a7uLEt63c7IVAQIECBAgQIAAAQIECBAgQIAAAQIEhhYQ3g8tXtD5hPcFNYaqECBAgAABAgQIECBAgAABAgQIECBAoCYgvF9wdxDeL7jxXToBAgQIECBAgAABAgQIECBAgAABAkULCO+Lbp5+Kye879fX0QkQIECAAAECBAgQIECAAAECBAgQILCrgPB+V7kZ7Ce8n0EjugQCBAgQIECAAAECBAgQIECAAAECBGYpILyfZbO2uyjhfTsnWxEgQIAAAQIECBAgQIAAAQIECBAgQGBoAeH90OIFnU94X1BjqAoBAgQIECBAgAABAgQIECBAgAABAgRqAsL7BXcH4f2CG9+lEyBAgAABAgQIECBAgAABAgQIECBQtIDwvujm6bdywvt+fR2dAAECBAgQIECAAAECBAgQIECAAAECuwoI73eVm8F+wvsZNKJLIECAAAECBAgQIECAAAECBAgQIEBglgLC+1k2a7uLEt63c7IVAQIECBAgQIAAAQIECBAgQIAAAQIEhhYQ3g8tXtD5hPcFNYaqECBAgAABAgQIECBAgAABAgQIECBAoCYgvF9wdxDeL7jxXToBAgQIECBAgAABAgQIECBAgAABAkULCO+Lbp5+Kye879fX0QkQIECAAAECBAgQIECAAAECBAgQILCrgPB+V7kZ7Ce8n0EjugQCBAgQIECAAAECBAgQIECAAAECBGYpILyfZbO2uyjhfTsnWxEgQIAAAQIECBAgQIAAAQIECBAgQGBoAeH90OIFnU94X1BjqAoBAgQIECBAgAABAgQIECBAgAABAgRqAsL7BXcH4f2CG9+lEyBAgAABAgQIECBAgAABAgQIECBQtIDwvujm6bdywvt+fR2dAAECBAgQIECAAAECBAgQIECAAAECuwoI73eVm8F+wvsZNKJLIECAAAECBAgQIECAAAECBAgQIEBglgLC+1k2a7uLEt63c7IVAQIECBAgQIAAAQIECBAgQIAAAQIEhhYQ3g8tXtD5hPcFNYaqECBAgAABAgQIECBAgAABAgQIECBAoCYgvF9wdxDeL7jxXToBAgQIECBAgAABAgQIECBAgAABAkULCO+Lbp5+Kye879fX0QkQIECAAAECBAgQIECAAAECBAgQILCrgPB+V7kZ7Ce8n0EjugQCBAgQIECAAAECBAgQIECAAAECBGYpILyfZbO2uyjhfTsnWxEgQIAAAQIECBAgQIAAAQIECBAgQGBoAeH90OIFnU94X1BjqAoBAgQIECBAgAABAgQIECBAgAABAgRqAsL7BXcH4f2CG9+lEyBAgAABAgQIECBAgAABAgQIECBQtIDwvujm6bdywvt+fR2dAAECBAgQIECAAAECBAgQIECAAAECuwoI73eVm8F+wvsZNKJLIECAAAECBAgQIECAAAECBAgQIEBglgLC+1k2a7uLEt63c7IVAQIECBAgQIAAAQIECBAgQIAAAQIEhhYQ3g8tXtD5hPcFNYaqECBAgAABAgQIECBAgAABAgQIECBAoCYgvF9wdxDeL7jxXToBAgQIECBAgAABAgQIECBAgAABAkULCO+Lbp5+Kye879fX0QkQIECAAAECBAgQIECAAAECBAgQILCrgPB+V7kZ7Ce8n0EjugQCBAgQIECAAAECBAgQIECAAAECBGYpILyfZbO2uyjhfTsnWxEgQIAAAQIECBAgQIAAAQIECBAgQGBoAeH90OIFnU94X1BjqAoBAgQIECBAgAABAgQIECBAgAABAgRqAsL7BXcH4f2CG9+lEyBAgAABAgQIECBAgAABAgQIECBQtIDwvujm6bdywvt+fR2dAAECBAgQIECAAAECBAgQIECAAAECuwoI73eVm8F+wvsZNKJLIECAAAECBAgQIECAAAECBAgQIEBglgLC+1k2a7uLEt63c7IVAQIECBAgQIAAAQIECBAgQIAAAQIEhhYQ3g8tXtD5hPcFNYaqECBAgAABAgQIECBAgAABAgQIECBAoCYgvF9wdxDeL7jxXToBAgQIECBAgAABAgQIECBAgAABAkULCO+Lbp5+Kye879fX0QkQIECAAAECBAgQIECAAAECBAgQILCrgPB+V7kZ7Ce8n0EjugQCBAgQIECAAAECBAgQIECAAAECBGYpILyfZbO2uyjhfTsnWxEgQIAAAQIECBAgQIAAAQIECBAgQGBoAeH90OIFnU94X1BjqAoBAgQIECBAgAABAgQIECBAgAABAgRqAsL7BXcH4f2CG9+lEyBAgAABAgQIECBAgAABAgQIECBQtIDwvujm6bdywvt+fR2dAAECBAgQIECAAAECBAgQIECAAAECuwoI73eVm8F+wvsZNKJLIECAAAECBAgQIECAAAECBAgQIEBglgLC+1k2a7uLEt63c7IVAQIECBAgQIAAAQIECBAgQIAAAQIEhhYQ3g8tXtD5hPcFNYaqECBAgAABAgQIECBAgAABAgQIECBAoCYgvF9wdxDeL7jxXToBAgQIECBAgAABAgQIECBAgAABAkULCO+Lbp5+Kye879fX0QkQIECAAAECBAgQIECAAAECBAgQILCrgPB+V7kZ7Ce8n0EjugQCBAgQIECAAAECBAgQIECAAAECBGYpILyfZbO2uyjhfTsnWxEgQIAAAQIECBAgQIAAAQIECBAgQGBoAeH90OIFnU94X1BjqAoBAgQIECBAgAABAgQIECBAgAABAgRqAsL7BXcH4f2CG9+lEyBAgAABAgQIECBAgAABAgQIECBQtIDwvujm6bdywvt+fR2dAAECBAgQIECAAAECBAgQIECAAAECuwoI73eVm8F+wvsZNKJLIECAAAECBAgQIECAAAECBAgQIEBglgLC+1k2a7uLEt63c7IVAQIECBAgQIAAAQIECBAgQIAAAQIEhhYQ3h9Q/MGDB8frfr799tvWZ8m2t2/fPr527drq3z6L8L5PXccmQIAAAQIECBAgQIAAAQIECBAgQIDA7gLC+93tTuyZ0P6ll15a+5Mgvk1JWN88xpkzZ3oL8YX3bVrFNgQIECBAgAABAgQIECBAgAABAgQIEBheQHh/IPMqvP/0009fGH3fZuR9tf+5c+eOq+3zt4T3+WlzjK6XIrzvKmZ7AgQIECBAgAABAgQIECBAgAABAgQIDCMgvD+QcxW+599dyoULF1aj7pshfTUaPx8KHLoI7w8t6ngECBAgQIAAAQIECBAgQIAAAQIECBA4jIDw/jCOq9H2Cd93De+z7/nz51+oTcL8TbftW3Xh/b6C9idAgAABAgQIECBAgAABAgQIECBAgEA/AsL7A7nuE95//fXXq4D+4sWLa2sjvD9QIzkMAQIECBAgQIAAAQIECBAgQIAAAQIEJiIgvD9QQ61bsPbs2bPHbRarrfbdtG21iO2BqvrDYYy8P7So4xEgQIAAAQIECBAgQIAAAQIECBAgQOAwAsL7wziujpLw/ejoaDV1Tv6f8L7NqHnh/QEbwaEIECBAgAABAgQIECBAgAABAgQIECAwAwHhfc+NmHnsE+BnapxNpU14nw8CDl3+/d///bjqAP79FYtfMXA/0Af0AX1AH9AH9AF9QB/QB/QBfUAf0Af0gfV94He/+92hoynHI0DgFAHhfc9dJCPwE95/+umnG89UzXl/4cKFtdu0Gb3f82U4PAECBAgQIECAAAECBAgQIECAAAECBAgMKCC87xm7Cu8znc62koD+3LlzL2xy2mK2PVff4QkQIECAAAECBAgQIECAAAECBAgQIEBgBAHhfc/o1bz333777YkzZaqc+t8y6n7d9DoXL15c/T3bKwQIECBAgAABAgQIECBAgAABAgQIECCwDAHh/YHa+cyZM8cffPDBDwvW3r59ezWSPsF7/l4v1Wj6zIdflWre+4T92bda9NaUOQdqIIchQIAAAQIECBAgQIAAAQIECBAgQIDAhASE9wdqrAT0CfATtlc/CeLXzXVfBfXNOe4T2jePkZH3CgECBAgQIECAAAECBAgQIECAAAECBAgsS0B4f+D2zlQ4zSlxmqeo5sHfNBVORuabJufADeNwBAgQIECAAAECBAgQIECAAAECBAgQmJCA8H6Exqqm2Bnh1E5JgAABAgQIECBAgAABAgQIECBAgAABAhMQEN4P3EiZRidz4SsECBAgQIAAAQIECBAgQIAAAQIECBAgQGCTgPBe3yBAgAABAgQIECBAgAABAgQIECBAgAABAoUJCO8LaxDVIUCAAAECBAgQIECAAAECBAgQIECAAAECwnt9gAABAgQIECBAgAABAgQIECBAgAABAgQIFCYgvC+sQVSHAAECBAgQIECAAAECBAgQIECAAAECBAgI7/UBAgQIECBAgAABAgQIECBAgAABAgQIECBQmIDwvrAGUR0CBAgQIECAAAECBAgQIECAAAECBAgQICC81wcIECBAgAABAgQIECBAgAABAgQIECBAgEBhAsL7whpEdQgQIECAAAECBAgQIECAAAECBAgQIECAgPBeHyBAgAABAgQIECBAgAABAgQIECBAgAABAoUJCO8LaxDVIUCAAAECBAgQIECAAAECBAgQIECAAAECwnt9gAABAgQIECBAgAABAgQIECBAgAABAgQIFCYgvC+sQVSHAAECBAgQIECAAAECBAgQIECAAAECBAgI7/UBAgQIECBAgAABAgQIECBAgAABAgQIECBQmIDwvrAGUR0CBAgQIECAAAECBAgQIECAAAECBAgQICC81wcIECBAgAABAgQIECBAgAABAgQIECBAgEBhAsL7whpEdQgQIECAAAECBAgQIECAAAECBAgQIECAgPBeHzi4wIMHD46//vrrrcfN7Z9++unxtWvXjo+Ojg6ybc677ufbb789+DX2ccCx3KpridPt27dXbZJ/uW3um+m/m/pb/j4FuzH7W3yq+/+U+lruK2O6dXnc7OMxatdjxiyPK/nJ/7eV5uPQGNvuep2H3q8Et+qa2vT7Q1//rscrwa1LHXa9zkPv16XOfd1Pu9Th0Ne/6/G61Lkvt3rdq9cmu17PUPuN7TbV9wxju031PcOYblN+zzCmW72vTe09QwluU33PMNRzkPMQmKKA8H6KrVZonfMkce7cueOXXnrp+Pz58xtrefHixdU29Z+zZ8+uDfzbbpsnyeYxq98TGJVcxnSrXD744IO1fqd9CDOm65hum/pa9fdt/X9Ms5x7TLecf919Om4J8UsuJbptetwsxTFmqWPz/rLp/pE+0Nz2zJkza/tGX9uWYFeKW5fHC25/FOjadty2u+U1Zamla1sP8ZiVx9bqMfS0D0rHci3BbYrvGUpwm+J7hhLcpvieoQS3Kb5nKNmt9PcMYz0nOS+BKQkI76fUWgXXtQp/qzcOm8KZarsEeFXJp+nrAv8u21YvxHOs5miakkdBj+2WNljnnL+f9o2IMbvj2G6bRtFU9Uo/LLGM7VaFF/X7f+6fVcBb6n11bLcuj4Ul9bt8cJrnguqxpP4BSK6pXqrH8IR1VT/I3xLe56feN/rathS7Etzqzw2nPa9z+9O3+7q0HbeTbhcuXPhhEEfu71W/K3UARpe2HuIxq3p+rdxKDe9LcJvie4YS3Kb4nqEEtym+ZyjBbYrvGUpwm+p7hlJeE6kHgZIFhPclt85E6lYFLNXI2W0j7xPCJKhrlmo0bn2kd5dtqxfipb5ZWdeUJbjlDXLaK2+ap1JKcNtkVb1pLjGELsEt/Sz9rVnyYjd/L/H+W4Jbl8fCku7H6+4HCfLXPUdUfaO5T/Xmrf6BWF/blmJXgluXfs/tTx/Wdmk7bts/5K5e15X6TbYubT3EY1aeJ3Kekp9P0+dLcJvie4YS3Kb4nqEEtym+ZyjBbYrvGUpwm+p7hlJeE6kHgZIFhPclt85E67YpvE8wv+m2ZkDTZdswTfGFeLN5x3Cr3uSVPD3OaXeDMdw2fRiTutRHlZ9W9zFvH8Ot+pCuGdJXo0Sm0A+Hduv6WDhmn2p77nWGm1yrsKAe4PW1bdv6j7XdkG5tn5/Gsuhy3jHdqnqeNp1gl+sZatux3arXdVMaXJC2GcMtz6HVN5RKD+839d8h3ebwnmHbY0tfz5FzeM8whtsc3jOM4TaH9wxDu83xPcNQr3mch8AUBIT3U2ilidWxy4vG6tKqF9LV16PXBTabts3f5/BCfAy3aqR4ZRv3EkeNb7sLjOG2rj7rvj1S8l13DLf61AFVUL/ua7HcXlqNnkzp+lhYsl3qVo28rwdy1ZuNTR981ftqX9ty275WzRTD56H726Y+tK7P62/b+1t8qufU0tdDqbflkI9v9ddtuX9WzxlTDO+HdpvDe4YxHt/m8J5hDLc5vGcYw20O7xmGdpvbe4bSXyupH4GhBYT3Q4sv4HynTZuT0UHNUr1wr89tWs113GbbdYtPZXqeUudKXdcNxnDL/NJxypvkeKcO+cn/S523vWk3hluzDtteLJV6lx/LLUFM1deqN4LN+c9LNUu9xnDr8lhYsl3qVn0Nuh7INT+8XXcfj3tKX9ty++Nj/6Yy1fB+yP62yW5dHfS3F/tb7tt5zZafvDbJ496UXsMN/fhW9aE8j9ano5xieD/0/XQO7xnG6G9zeM8whtsc3jOM5Tb19wxjuM3pPUPpr5XUj8DQAsL7ocUXcL5tb/KrNxV5o5HArlrYpQqN62/Uumwb1myfDwGqN4DVIpilzpe6LqDaVNcuFl22rdxz3rxAil3+zQv03FbyorWV31j9rd5+1bQvUxohOKZb9UZ93f2+9IfIMdy63KdL9ts0h3VfgXyX43KbX3g/dH9b14dKn7e9S5273J+6bFvVIQMGqueEahDBVKahq3+w2Hwd18Wiy7Y5ZzXwpT4V3dTC+7Hup1N/zzCG2xzeM4zh1nycneJ7hjHdpvyeYQy3ubxnKPl1uboRGEtAeD+W/IzPe9oIvQSceXNT/eTNWfVE0xxl1WXbdaTVyN4pz6VdXVcXi7bbVi/Em3bV1BRTmGu2hP62aXGgku/mY7ilX1VWeUGbbyxUUyPkA6MplDHc4tL2Pl2qYdq6Gg3UnJqrTWBVjSzta1tuL61dTL7Nh6Ql2o3R35oO2+pQolnqVIJbZTOl54ax3PK42PywYErh/Vhum+5/U3nPMJbb1N8zjOXW7G9Te88wltvU3zOM5TaH9wylvkZSLwJjCwjvx26BGZ7/tHBr3SVXo4fajPTusm31JmYKU8CM4dacv7LeNrvUZ4zuvEs9u/Sh07atRgtO7ev9Y7hVUyE0+0llOIXpc8Zw23S/Oq1vjnF/3HTOqu3XfZB62oeFdfO+ti3Jql6XMdzWWezS78c0LcFtWx3GtNl27hLcmv0/fa8+srxEuzHcqufNagBMNeVQ9bqu+nuJXlWdxnDb5jGV9wxjuU39PcNYbvU+N8X3DGO5Tf09w1huc3jPUPLzlroRGFNAeD+m/kzPvcub/GqEVRuSLttWL8TbfCjQ5tx9bjOG29RfiKc9xnCr94OMfFu3jkOffeUQxx7a7bR1AXapzyEcuh5jl3p2eczqa9uu13nI7duEmHFd9+2LdQvU9rXtIa/5EMca061Z/136/SEMdjlGCW5t6rDLtfW5T5s6D33fq6aXKDm8H8utOc1Qfcqh6v8lvzYZy61NeF/ye4Yx3ab8nmFMtym/ZxjLbervGcZy2/b41uX9RZ+vNRybAIHdBYT3u9vZc4NA1zf51TQIbeY27bJtqlfNe9+cpqHExhvDrXrz15yrPb+nPlMYTT6GW9V/Kqc2fbe0Pje0W/VCfF1AW902h2mamu3c5TGrr23H7Htt18+o5jRtjsyv3mzUw7u+th3TqXnusd2mGt6X4Na2Dvrbgx8INk1tWL2GK3Xqw7ZtPeRj1hSmzSnRbQrvGcZ2m+p7hrHdpvqeYUy3Kb9nGNNt0+uKLu8vSnptoi4ECJwUEN7rEQcRqL6uW18kpfpb/U1X/pYXf3kSyU9GVWVk0LpAr8u2OUaOVS1YW190teSpOMZ2S+NX81BXC9amTptWqj9IZznAQUpwy2VUo5Cm8OFQ6ju2W+WVIKN6DMh9tnqhW+royrHdujwWHuDudbBDVIFV2rduuO65oXpjkbCu/li07kOmvrY92IXveaAS3Lo8Xux5uQfbvQS3LnU42IXveaAude7rvlfdz6v7fp4X6s8Xe15iL7uX4LbuwkoP70twm+J7hhLcpvieoRS3qb1nKMFtiu8ZSnCb6nuGXp6oHZTAzASE9zNr0DEup5rWYN1XdvO3+nzz1Veg69tuGrXcddu8GK8fNyFQyXPdl+CW/pJ6VKPbKr+8YCo1kC7Jrevo9THun9U5S3GrRlI376ulfk29BLcuj4Vj9rHmuas3Xm2eG7Jvgrvm4/im54e+ti3BrwS3Lv2+BLN6MDJmf+vadiXYda1zH/e9PP43X4fksaDkb/+V4LYtvC/12woluFUDh6b0nqEEtym+ZyjJbUrvGUpxm9p7hhLcpvqeoYTXQ+pAoHQB4X3pLTTT+lWjbttcXpdtEzhn+1KD5zbXu22bLhZdts05K7t961ji/l0sumxb4rUesk5dLLpsW70BLHWk/b6GXSz62nbfaxhz/4RObftGX9uOef27npvFbnLcynLLfb/U4Hk3qZN76W+7KfbhNvf3DF1fa3UxnvN7hj7dduv909mrSx/qa9vpaP2ppn1YdHl/MUUzdSawRAHh/RJb3TUTIECAAAECBAgQIECAAAECBAgQIECAQNECwvuim0flCBAgQIAAAQIECBAgQIAAAQIECBAgQGCJAsL7Jba6ayZAgAABAgQIECBAgAABAgQIECBAgACBogWE90U3j8oRIECAAAECBAgQIECAAAECBAgQIECAwBIFhPdLbHXXTIAAAQIECBAgQIAAAQIECBAgQIAAAQJFCwjvi24elSNAgAABAgQIECBAgAABAgQIECBAgACBJQoI75fY6q6ZAAECBAgQIECAAAECBAgQIECAAAECBIoWEN4X3TwqR4AAAQIECBAgQIAAAQIECBAgQIAAAQJLFBDeL7HVXTMBAgQIECBAgAABAgQIECBAgAABAgQIFC0gvC+6eVSOAAECBAgQIECAAAECBAgQIECAAAECBJYoILxfYqu7ZgIECBAgQIAAAQIECBAgQIAAAQIECBAoWkB4X3TzqBwBAgQIECBAgAABAgQIECBAgAABAgQILFFAeL/EVnfNBAgQIECAAAECBAgQIECAAAECBAgQIFC0gPC+6OZROQIECBAgQIAAAQIECBAgQIAAAQIECBBYooDwfomt7poJECBAgAABAgQIECBAgAABAgQIECBAoGgB4X3RzaNyBAgQIECAAAECBAgQIECAAAECBAgQILBEAeH9ElvdNRMgQIAAAQIECBAgQIAAAQIECBAgQIBA0QLC+6KbR+UIECBAgAABAgQIECBAgAABAgQIECBAYIkCwvsltrprJkCAAAECBAgQIECAAAECBAgQIECAAIGiBYT3RTePyhEgQIAAAQIECBAgQIAAAQIECBAgQIDAEgWE90tsdddMgAABAgQIECBAgAABAgQIECBAgAABAkULCO+Lbh6VI0CAAAECBAgQIECAAAECBAgQIECAAIElCgjvl9jqrpkAAQIECBAgQIAAAQIECBAgQIAAAQIEihYQ3hfdPCpHgAABAgQIECBAgAABAgQIECBAgAABAksUEN4vsdVdMwECBAgQIECAAAECBAgQIECAAAECBAgULSC8L7p5VI4AAQIECBAgQIAAAQIECBAgQIAAAQIEliggvF9iq7tmAgQIECBAgAABAgQIECBAgAABAgQIEChaYG14X/3Rv786ZsBAH9AH9AF9QB/QB/QBfUAf0Af0AX1AH9AH9AF9QB/QB/QBfWCsPvD/AbgfGojHv3wtAAAAAElFTkSuQmCC" width="255px" alt="как рассчитать средний курс валюты за период"/></p>
<p>
<p>Например, вы&nbsp;купили 100&nbsp;¥ по&nbsp;10&nbsp;₽, а&nbsp;спустя некоторое время&nbsp;— еще 200&nbsp;¥ по&nbsp;11,5&nbsp;₽. RUONIA может использоваться в&nbsp;ценообразовании широкого круга финансовых инструментов, включая корпоративные кредиты и&nbsp;облигации. В&nbsp;наибольшей степени она&nbsp;участвует в&nbsp;ценообразовании на&nbsp;рынке деривативов, которые позволяют хеджировать процентный риск. Министерство финансов выпускает облигации федерального займа с&nbsp;привязкой купона к&nbsp;RUONIA, а&nbsp;Федеральное казначейство привязывает к&nbsp;RUONIA стоимость размещения временно свободных бюджетных средств. Нельзя однозначно сказать, какой уровень курса всегда выгоден стране в&nbsp;целом, в&nbsp;которой одновременно функционируют хозяйствующие субъекты с&nbsp;различными экономическими интересами.</p>
</p>
<p>
<p>Величина этого эффекта зависит от&nbsp;наличия отечественных товаров, способных заместить импорт, наличия неиспользованных факторов производства для&nbsp;расширения выпуска, чувствительности спроса на&nbsp;ввозимую продукцию к&nbsp;изменению ее&nbsp;цены. В&nbsp;то&nbsp;же время снижение реальных доходов экономических субъектов, связанное с&nbsp;повышением цен&nbsp;из-за удорожания импортной продукции, может ослабить спрос как&nbsp;на&nbsp;импорт, так&nbsp;и&nbsp;на&nbsp;отечественную продукцию. Во-первых, валютный курс напрямую воздействует на&nbsp;внутренние цены через цены импортных товаров. При&nbsp;ослаблении национальной валюты импортные товары дорожают, это&nbsp;чревато ростом инфляции. 4&nbsp;Закона Банк России во&nbsp;взаимодействии с&nbsp;Правительством Российской Федерации разрабатывает и&nbsp;проводит единую государственную денежно-кредитную политику. Официальный документ «Основные направления единой государственной <a href="https://srp-trade.org/kontent-proekta-za-chto-otvechajut-kopirajter-i/">контент проекта:</a> денежно-кредитной политики» ежегодно подготавливается Банком России и&nbsp;рассматривается Государственной Думой в&nbsp;соответствии со&nbsp;ст.</p>
</p>
<p>
<ol>
<li>Так, в конце 2013 — начале 2014 года интерес международных инвесторов к активам стран с формирующимися рынками, в том числе к российским активам, заметно снизился.</li>
<li>Так, например, ослабление национальной валюты может привести к росту доходов от внешнеэкономической деятельности (в частности, вывозных таможенных пошлин на продукты нефтегазовой отрасли), а также к повышению поступлений по НДС и акцизам на ввозимые товары.</li>
<li>В экономике с ограничениями на движение капитала влияние финансового счета на курс валюты существенно снижается, а основным фактором, определяющим динамику курса, становится торговый баланс.</li>
<li>Подобная практика также не противоречит концепции режима плавающего валютного курса.</li>
<li>В то же время снижение реальных доходов экономических субъектов, связанное с повышением цен из-за удорожания импортной продукции, может ослабить спрос как на импорт, так и на отечественную продукцию.</li>
</ol>
<p>
<p>Официальным источником такой информации, как&nbsp;правило, являются материалы центральных банков соответствующих стран, в&nbsp;том&nbsp;числе опубликованные на&nbsp;их&nbsp;официальных сайтах. Да, информация о&nbsp;курсах иностранных валют по&nbsp;отношению к&nbsp;рублю, опубликованная на&nbsp;официальном сайте Банка России, является официальной информацией Банка России и&nbsp;не&nbsp;требует дополнительного письменного подтверждения от&nbsp;Банка России. Плавающий курс является важной составляющей режима таргетирования инфляции, при&nbsp;котором главная цель центрального банка&nbsp;— обеспечение ценовой стабильности. Такой курс позволяет Банку России проводить самостоятельную&nbsp;ДКП, направленную на&nbsp;решение внутренних задач, а&nbsp;именно на&nbsp;снижение инфляции. У&nbsp;инвесторов есть способ, который помогает снизить эффект колебания курса,&nbsp;— стратегия усреднения.</p>
</p>
<p>
<h2>Как считать среднюю цену для&nbsp;расчета налогов?</h2>
</p>
<p>
<p>Таким образом, курс рубля не&nbsp;определяется правительством или&nbsp;центральным банком, он&nbsp;не&nbsp;является фиксированным и&nbsp;какие-либо цели по&nbsp;уровню курса или&nbsp;темпы его&nbsp;изменения не&nbsp;устанавливаются. Банк России в&nbsp;нормальных условиях не&nbsp;совершает валютных интервенций с&nbsp;целью повлиять на&nbsp;динамику курса рубля. Это&nbsp;отличает режим плавающего валютного курса от&nbsp;многочисленных разновидностей режима управляемого курса. Если продать часть валюты, то&nbsp;средняя цена покупки оставшейся позиции изменится.</p>
</p>
<p>
<h2>Для&nbsp;чего RUONIA нужна Банку России?</h2>
</p>
<p>
<p>У&nbsp;большинства российских банков из-за санкций есть ограничения на&nbsp;перевод долларов и&nbsp;евро. Во&nbsp;время спокойной ситуации на&nbsp;рынке его результаты вас, скорее всего,  не&nbsp;удивят и&nbsp;покажутся скучноватыми, но&nbsp;вот в&nbsp;период сильных колебаний курса калькулятор заиграет новыми красками. Чтобы самостоятельно уплатить налог, воспользуйтесь подробным гайдом по&nbsp;заполнению декларации 3-НДФЛ. Указать доход от&nbsp;сделок с&nbsp;валютой нужно на&nbsp;шаге «Указать доходы в&nbsp;пределах РФ». На страницах конкретных валют вы найдёте&nbsp;детальную&nbsp;историю&nbsp;изменений их курса и ещё больше графиков.</p>
</p>
<p>
<h2>График курсов валют</h2>
</p>
<p>
<p>Между тем&nbsp;Банк России стремится максимально ясно донести до&nbsp;широкой аудитории свою политику плавающего курса (см. также ответы на&nbsp;вопросы «Каковы цели, задачи и&nbsp;механизм курсовой политики Банка России?» и&nbsp;«Зачем Банк России перешел к&nbsp;режиму плавающего курса?»). Структурный дефицит или&nbsp;профицит ликвидности&nbsp;— это&nbsp;состояние баланса центрального банка, которое формируется за&nbsp;счет длительного накопленного действия факторов формирования ликвидности. Структурный дефицит или&nbsp;профицит характеризует направление и&nbsp;объем требований центрального банка к&nbsp;банкам (или&nbsp;соответствующих обязательств) по&nbsp;возвратным операциям денежно-кредитной политики.</p>
</p>
<p>
<h2>Средний курс ЦБ в России</h2>
</p>
<p>
<p>Аукционы Банка&nbsp;России, проводимые по&nbsp;ставкам, близким к&nbsp;ключевой, создают для&nbsp;банков альтернативу операциям на&nbsp;денежном рынке. Наконец, механизм усреднения обязательных резервов позволяет банкам отказаться от&nbsp;операций на&nbsp;невыгодных для&nbsp;них&nbsp;условиях, гибко изменяя предложение или&nbsp;спрос на&nbsp;рынке в&nbsp;зависимости от&nbsp;уровня ставок. Это&nbsp;означает, что&nbsp;курс иностранной валюты к&nbsp;рублю определяется рыночными силами&nbsp;— соотношением спроса на&nbsp;иностранную валюту и&nbsp;ее&nbsp;предложения на&nbsp;валютном рынке. Курс остается единым и&nbsp;рыночным, лишь изменяется круг данных для&nbsp;его&nbsp;расчета. Следует отметить, что&nbsp;и&nbsp;международный валютный рынок, и&nbsp;внутренние валютные рынки большинства стран мира являются именно внебиржевыми.</p>
</p>
<p><img 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" width="251px" alt="как рассчитать средний курс валюты за период"/></p>
<p>
<p>При&nbsp;этом могут увеличиться расходы бюджета на&nbsp;обслуживание внешнего государственного долга. В-четвертых, динамика валютного курса влияет на&nbsp;балансы банков, домохозяйств, компаний&nbsp;— происходит переоценка их&nbsp;валютных активов и&nbsp;обязательств. Влияние ослабления национальной валюты на&nbsp;финансовые аспекты деятельности организаций (увеличение долгового бремени, повышение доходности вложений) зависит от&nbsp;валютной структуры их&nbsp;активов и&nbsp;обязательств. При&nbsp;этом ослабление рубля может стимулировать внутреннее производство за&nbsp;счет переключения спроса с&nbsp;подорожавших импортных товаров и&nbsp;услуг на&nbsp;отечественные (эффект импортозамещения).</p>
</p>
<p>
<p>Если вы&nbsp;купите валютную облигацию за&nbsp;850&nbsp;¥, то&nbsp;из&nbsp;формулы расчета средней цены нужно будет убрать 850&nbsp;¥, купленные в&nbsp;первой сделке. Некоторые платежи приводят к&nbsp;перераспределению средств между корсчетами разных банков, при&nbsp;этом общий объем ликвидности банковского сектора не&nbsp;меняется. Но&nbsp;есть и&nbsp;операции, вызывающие изменение совокупного объема корсчетов,&nbsp;— это&nbsp;платежи, одной стороной по&nbsp;которым является банк, а&nbsp;другой&nbsp;— Банк&nbsp;России или&nbsp;его&nbsp;клиент. К&nbsp;ним&nbsp;относятся автономные факторы&nbsp;— те&nbsp;операции, на&nbsp;которые регулятор не&nbsp;может повлиять (по&nbsp;крайней мере в&nbsp;рамках проведения денежно-кредитной политики), и&nbsp;собственно операции Банка России по&nbsp;управлению ликвидностью.</p>
</p>
<p>
<p>Дивиденды, купоны и&nbsp;пополнение счета влияют на&nbsp;среднюю цену так&nbsp;же, как покупка валюты. Для&nbsp;расчета новой средней цены будет использоваться биржевой курс валюты на&nbsp;момент зачисления дивидендов или купонов, то&nbsp;есть цена последней сделки на&nbsp;Московской бирже. Управление банковской ликвидностью и&nbsp;ставками денежного рынка&nbsp;— неотъемлемый этап проведения денежно-кредитной политики. В&nbsp;дополнение к&nbsp;основной цели&nbsp;— поддержанию ценовой стабильности&nbsp;— Банк России устанавливает операционную цель&nbsp;— сближение ставок в&nbsp;сегменте «овернайт» денежного рынка с&nbsp;ключевой ставкой.</p>
</p>
<p>
<p>Банки используют эти&nbsp;средства для&nbsp;расчетов друг с&nbsp;другом и&nbsp;с&nbsp;Банком России через его&nbsp;платежную систему. В&nbsp;некоторых случаях расчеты можно провести только через корсчета в&nbsp;центральном банке. Поэтому в&nbsp;определенном смысле можно сказать, что&nbsp;ликвидность&nbsp;— это&nbsp;деньги банков.</p>
</p>
<p>
<h2>Что такое средняя цена покупки валюты и&nbsp;как ее&nbsp;посчитать?</h2>
</p>
<p>
<p>Плавающий валютный курс, действуя как&nbsp;встроенный стабилизатор, позволяет снизить <a href="https://fxdu.net/kakie-sushhestvuyut-vidy-analiza-na-rynke-foreks/">какие существуют виды анализа на рынке форекс</a> чувствительность экономики к&nbsp;внешним шокам, смягчить ее&nbsp;адаптацию к&nbsp;изменению внешних условий. При&nbsp;фиксированном валютном курсе влияние внешних шоков на&nbsp;экономику не&nbsp;сглаживается. Режим фиксированного или&nbsp;управляемого курса делает&nbsp;ДКП&nbsp;зависимой от&nbsp;политики других стран и&nbsp;внешнеэкономической ситуации. Валютные интервенции центрального банка, проводимые для&nbsp;воздействия на&nbsp;курс, влияют также на&nbsp;ликвидность банковского сектора.</p>
</p>
<p>
<p>При&nbsp;этом корсчет банка за&nbsp;каждый день может быть любым&nbsp;— главное, чтобы средний корсчет за&nbsp;установленный Банком&nbsp;России период усреднения превышал объем <a href="https://forexlisting.net/forex-brokers/chestnyy-obzor-brokera-orbex/">честный обзор брокера orbex</a> обязательных резервов, который нужно поддержать на&nbsp;таких счетах. Текущий перечень иностранных валют, официальные курсы которых по&nbsp;отношению к&nbsp;рублю устанавливаются Банком России. По&nbsp;мере ослабления рисков для&nbsp;финансовой стабильности Банк России смягчает меры контроля за&nbsp;потоками капитала.</p>
</p>
<p>
<p>По&nbsp;ним&nbsp;сохраняется&nbsp;прежний режим выдачи средств, установленный Банком России. RUONIA выступает ценовым эталоном, то&nbsp;есть индикатором, сопоставление значений которого позволяет анализировать стоимость других процентных финансовых инструментов,  оценивать состояние кредитного или&nbsp;долгового рынков, а&nbsp;также их&nbsp;отдельных сегментов. Отличительной чертой эталонной процентной ставки является&nbsp;то, что&nbsp;на&nbsp;нее&nbsp;ссылаются другие финансовые инструменты. Для&nbsp;этого они&nbsp;используют как&nbsp;остатки средств на&nbsp;корсчетах, так&nbsp;и&nbsp;внутридневной кредит Банка&nbsp;России.</p></p>
]]></content:encoded>
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		</item>
		<item>
		<title>Руководство по основным графическим паттернам для начинающих</title>
		<link>http://www.tuncer.com.tr/rukovodstvo-po-osnovnym-graficheskim-patternam/</link>
		<comments>http://www.tuncer.com.tr/rukovodstvo-po-osnovnym-graficheskim-patternam/#comments</comments>
		<pubDate>Sat, 21 Oct 2023 01:22:19 +0000</pubDate>
		<dc:creator><![CDATA[TUNCER]]></dc:creator>
				<category><![CDATA[Форекс обучение]]></category>

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		<description><![CDATA[На современном спекулятивном рынке Клинья регулярно появляются в процессе среднесрочной тенденции. Теоретики графического анализа считают глобальной моделью именно Клин (Wedge), а популярные Флаг, Треугольник и Вымпел — его частными версиями. Простыми словами − после ее появления с равной вероятностью стоит ждать или продолжение, или разворот тренда. Схема отработки паттерна зависит только от фундаментальной ситуации на [&#8230;]]]></description>
				<content:encoded><![CDATA[<p>На современном спекулятивном рынке Клинья регулярно появляются в процессе среднесрочной тенденции. Теоретики графического анализа считают глобальной моделью именно Клин (Wedge), а популярные Флаг, Треугольник и Вымпел — его частными версиями. Простыми словами − после ее появления с равной вероятностью стоит ждать или продолжение, или разворот тренда. Схема отработки паттерна зависит только от фундаментальной ситуации на рынке и поведения спекулянтов перед пробоем границы.</p>
<p>Геометрически Клин это схема из двух непараллельных (как правило, сходящихся) трендовых линий, которые двигаются в одну сторону. Чем больше угол наклона, тем вероятнее будет отработка модели после выхода цены заграницу фигуры. Главное условие при формировании Клина – наличие рыночных манипуляций, но не краткосрочных, как на новостях, а стабильного активного рынка. Фактически, вдоль обеих границ модели мелкие клиенты накапливают StopLoss/TakeProfit,  которые спекулянты регулярно сбивают. За счет этого и появляются «свежие» max/min, но в процессе того как крупные игроки формируют свой торговый интерес, амплитуда движения снижается – цена готовится к развороту.</p>
<div style='text-align:center'><iframe width='561' height='314' src='https://www.youtube.com/embed/rJ45uiEVhgU' frameborder='0' alt='паттерн клин' allowfullscreen></iframe></div>
<p>Разница в цене между двумя линиями составляет 3%, что является ожидаемой целью для фиксации прибыли после пробоя сопротивления (верхней части фигуры). Вы можете использовать открытие восходящего треугольника в качестве проекционной ценовой цели для пробоя. На нашем примере разница цен при открытии паттерна треугольника составляет ~$2000.</p>
<h2>Классический вариант трейдинга модели клин</h2>
<p>Классическая фигура состоит из 2 свечей и выглядит следующим образом. В любом случае пробой паттерна восходящего клина обычно приводит к медвежьему рынку. Следуя бычьему тренду, цена встречает сопротивление и вскоре находит поддержку.</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://boriscooper.org/wp-content/uploads/2021/06/ebef661f-79f2-4750-9396-fda525406ea9.jpg" width="306px" alt="паттерн клин"/></p>
<p>Сужающийся Клин на графике — сильный сигнал продолжения или разворота тренда, в зависимости от контекста. Он похож на треугольник, но обе его стороны направлены вверх или вниз. Поймать зарождающийся паттерн сложно — новичкам для этого пригодятся <a href="https://boriscooper.org/pattern-niskhodyashchiy-klin-padayushchiy-klin-tekhnicheskiy-analiz-rukovodstvo-po-primeneniyu/">нисходящий клин</a> индикаторы и плагины для торговых терминалов. Но в отличие от треугольника, модель клин имеет определенный наклон. Очень часто я вижу то, что эту фигуру путают с фигурой симметричный треугольник, или симметричный треугольник&#8230;</p>
<h2>процентный откат: примеры анализа и торговли</h2>
<p>Он формируется, когда цена на время прекращает ярко выраженное движение, и ее колебания происходят внутри достаточно узкой горизонтальной области. При этом внутри этого треугольника колебания стоимости постепенно становятся меньше. Сужение диапазона свидетельствует о том, что часть игроков в силу тех или иных причин покидает рынок. Этот паттерн выглядит как треугольник, который расположен не по вертикали, а по горизонтали. Также у этой него есть так называемый флагшток, который образуется несколькими импульсными свечами, предшествующими появлению вымпела. Курс движения стоимости может быть поднимающимся – это так называемая «бычья» направленность.</p>
<p>Начало «бычьего клина» состоит из внезапных падений, за которыми следуют высокие объемы. Достигнув «ямы», клин отскакивает, образуя несколько треугольников роста. В подавляющем большинстве случаев восходящий клин заканчивается выходом из медвежьего тренда, поэтому его часто считают сигналом к ​​продолжению медвежьего тренда. Второй способ торговли с нисходящим клином заключается в том, чтобы ждать роста цены выше линии тренда (пробоя сопротивления), как в первом примере. Затем следует разместить ордер на покупку в момент повторной проверки линии тренда (пробитый уровень сопротивления становится поддержкой). Не смотря на то, что этот паттерн не самый точный из фигур, торговать по нему довольно таки просто.</p>
<h2>Паттерн 1-2-3 &#8211; торговля по свечной модели</h2>
<p>Здесь можно наблюдать хороший момент для открытия сделки на продажу. В отличие от восходящего клина, нисходящий клин формирует линию сопротивления с более крутым наклоном по сравнению с линией поддержки. В обоих случаях формирование модели заканчивается тогда, когда происходит пробой нижней трендовой линии.</p>
<ul>
<li>Именно их активность или, наоборот, пассивность, задают вектор дальнейшего движения цены.</li>
<li>Ордер STOP LOSS выставляется на пунктов за противоположной границей клина.</li>
<li>Понять суть графических моделей восходящего и нисходящего клина достаточно просто.</li>
<li>Представленные данные – это только предположения, основанные на нашем опыте.</li>
<li>Добиться запланированных финансовых успехов можно при строгом соблюдении правил риск-менеджмента и предупреждении типичных ошибок.</li>
</ul>
<p>Восходящие клинья становится паттернами медвежьего разворота, если формируются во время восходящего тренда. Это связано с тем, что данная фигура указывает на снижение объема покупок, и разворот тренда может быть неизбежен. На примере выше мы можем увидеть паттерн, образующий U-образную форму в конце медвежьего тренда.</p>
<h2>Пробои уровней: как научиться торговать без рисков</h2>
<p>Вне зависимости от того, представлен график в виде одной баров или свечей, при проведении анализа можно заметить, что на нем могут присутствовать гэпы. При «бычьем» поглощении тело первой свечи окрашено в темный цвет, а тело следующей свечи – в светлый цвет. Вторая свеча как бы поглощает первую, что обозначает изменение текущего курса со снижающегося на возрастающий.</p>
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" width="302px" alt="паттерн клин"/></p>
<p>В примере на скриншоте снизу показаны оба метода торговать паттерн нисходящий Клин в трейдинге. Пробой границы обычно происходит в сторону, противоположную направлению линий. Во период, когда выплачиваются дивиденды, стоимость акции компаний резко падает, и образуется дивидендный гэп. Впоследствии он закрывается, и цена возвращается к своему прежнему уровню.</p>
<h2>Как определить тейк профит и стоп лосс</h2>
<p>При этом появлению формации предшествует тренд, а не боковое движение. Владение знаниями о графических фигурах позволяет трейдерам прогнозировать рыночную ситуацию. А прогноз, в свою очередь, необходим для успешной торговли. Повторного теста предыдущего пробитого сопротивления не было. Как видно из рисунка, тренд  был остановлен прорывом и возвратом к более низкой поддержке с появлением нового тренда. На рисунке показано, что клин имеет сужающуюся форму, а флаг — прямоугольник с направленным вниз углом.</p>
<p>В отличие от «Треугольника», фигура «Клин» имеет направленность обеих трендовых линий в одну сторону (либо обе линии направлены вверх, либо обе – вниз). В отличие от «Вымпела», у «Клина» отсутствует так называемый флагшток. То есть, если к фигуре «Клин» добавить флагшток, то получится ни что иное как «Вымпел».</p>
<h2>Трейдинг на разворотах: из хаоса рождается порядок</h2>
<p>После максимального сжатия конструкции (6-7) возникает импульс, выходящий за границы фигуры (7-8). Весь этот нисходящий тренд сформировав во вторичном тренде нисходящий клин, который условно есть бычьей формацией. Важные уровни прорыв и закрепления которых зависит развитие тренда указал стрелками. Также показал проценты с зоны разворота, если пойдём по бычьему направлению. Для поиска фигуры бычий и медвежий Клин на графике в трейдинге можно воспользоваться индикаторами. К примеру, известным скриптом Autochartist для платформ MetaTrader.</p>
<h2>Стратегия форекс торговли паттерна «Клин»:</h2>
<p>К таким относится и паттерн Клин, который может иметь совершенно разный смысл и часто его отработка зависит от того, где он образовался. Это сложная фигура, зачастую связанная с волновой теорией Эллиотта. Надежные флаги появляются во время быстрых и крутых трендов. Идеальные флаги длятся несколько недель и затормаживают ценовое движение. Лучшие результаты показывает на недельных графиках, на дневных графиках уровень отказов составляет около 18%. В рейтинге Булковски занимает второе место на бычьем рынке и 3 место на медвежьем рынке.</p>
<h2>Паттерн нисходящего клина — бычий или медвежий?</h2>
<p>Напомним, что восходящий паттерн чаще всего предупреждает трейдера о том, что за ним последует снижение котировок, а падающий, наоборот, предупреждает о росте. Мы перечислили основные признаки, благодаря которым можно точно определить, какой именно паттерн появился на графике. Как правило, это можно сделать еще на стадии формирования паттерна, не дожидаясь завершения этого процесса. А мы остановимся на моделях, которые внешне похожи на «Клин», но при этом имеют ряд существенных отличий. Эта информация поможет правильно идентифицировать паттерны на графике и использовать их в работе. Чтобы лучше разъяснить сущность формации, остановимся более подробно на основополагающих факторах ее образования.</p>
<p>При торговле фигурой «восходящий клин» трейдеры могут использовать различные стратегии входа в зависимости от приемлемого риска и предпочтений. Две основные стратегии входа — это методы прорыва и отката. Это оптимальная точка, и только при движении цены дальше этого уровня модель можно считать сломанной. С тейк-профитом все сложнее, так как он зависит от типа клина. В случае с начальным диагональным треугольником принято рассматривать целевой областью 61,8—76,4% от диапазона всего такого треугольника.</p>
]]></content:encoded>
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		<item>
		<title>Stockbroker: Definition, Types, Job Requirements, and Salaries</title>
		<link>http://www.tuncer.com.tr/stockbroker-definition-types-job-requirements-and/</link>
		<comments>http://www.tuncer.com.tr/stockbroker-definition-types-job-requirements-and/#comments</comments>
		<pubDate>Fri, 29 Sep 2023 11:48:21 +0000</pubDate>
		<dc:creator><![CDATA[TUNCER]]></dc:creator>
				<category><![CDATA[Форекс обучение]]></category>

		<guid isPermaLink="false">http://www.tuncer.com.tr/?p=12594</guid>
		<description><![CDATA[Full-service brokers offer a variety of services, including market research, investment advice, and retirement planning, on top of a full range of investment products. For that, investors can expect to pay higher commissions for their trades. Brokers receive compensation from the brokerage firm based on their trading volume as well as for the sale of [&#8230;]]]></description>
				<content:encoded><![CDATA[<p>Full-service brokers offer a variety of services, including market research, investment advice, and retirement planning, on top of a full range of investment products. For that, investors can expect to pay higher commissions for their trades. Brokers receive compensation from the brokerage firm based on their trading volume as well as for the sale of investment products. An increasing number of brokers offer fee-based investment products, such as managed investment accounts. As well as executing client orders, brokers may provide investors with research, investment plans, and market intelligence.</p>
<ul>
<li>Among practical applications are maintaining immunization registries and public health surveillance systems.</li>
<li>For example, Glassdoor data reveals an average annual median salary of $155,231 for informatics RNs.</li>
<li>Intellectual property brokers mediate between buyers and sellers of intellectual property.</li>
<li>But the average investor can’t just walk into an exchange and pluck a stock off the shelf.</li>
</ul>
<p>The broker’s role in the financial system is as a facilitator for buyers and sellers, creating efficiency and liquidity in the markets. A broker is the intermediary between an investor or trader and securities exchange. Brokers are the facilitators of liquidity in the financial system, and key players in the markets.</p>
<p>All the big players in brokerage and banking offer these services, including Goldman Sachs (GS), Morgan Stanley (MS) and Credit Suisse (CS). Yet the emergence of the digital age gave rise to online brokers, many of which are execution only. These are digital investing and trading platforms that allow clients to place trades in a few clicks, and often charge less commissions, yet may not offer specialised investment advice. The risks of loss from investing in CFDs can be substantial and the value of your investments may fluctuate. 71% of retail client accounts lose money when trading CFDs, with this investment provider. CFDs are complex instruments and come with a high risk of losing money rapidly due to leverage.</p>
<h2>Broker Sentence Examples</h2>
<p>Another reason is a broker ensures a smooth trading experience between an investor and an exchange and, as is the case with discount brokers, usually won&#8217;t charge a commission for normal trades. To conclude, investment brokers are professionals who buy and sell financial instruments on behalf of their clients. They can be classified as stock brokers, commodity brokers, forex brokers, and others, depending on the instrument they provide. Traditionally, a discount broker would only buy and sell on customers&#8217; behalf. In contrast, a full-service broker would provide a broader breadth of financial services such as research, advice, portfolio management, and more. Today, as online brokerages have forced commissions down to zero, discount brokers have distinguished themselves by providing research and other services in addition to pure execution.</p>
<ul>
<li>An increasing number of brokers offer fee-based investment products, such as managed investment accounts.</li>
<li>Whenever you buy insurance, you should get quotes from several insurers.</li>
<li>Captive agents, unlike brokers, work exclusively for an insurance company.</li>
<li>Broker regulation varies from country to country, so it’s important to conduct your own due diligence and look into your local broker licenses.</li>
<li>The larger brokerage firms tend to carry an inventory of shares available to their customers for sale.</li>
</ul>
<p>Some of these dealers, known as primary dealers,&nbsp;also work closely with the U.S. Primary dealers are obligated to participate in the auction of debt issued by the U.S. government. By bidding on Treasury bonds and other securities, these dealers facilitate trading by creating and maintaining liquid markets. They assist in the smooth functioning of domestic securities markets as well as transactions with foreign buyers.</p>
<h2>Mortgage Broker</h2>
<p>The Monetary Authority of Singapore (MAS) and the Singapore Exchange (SGX) have licensing authority. Mobile phone apps like Robinhood and SoFi cater to micro-investors, allowing even fractional share purchases. A broker also has the resources and tools to reach the widest possible base of buyers.</p>
<p>Insurance brokers or insurance agents&nbsp;sell, solicit, or negotiate insurance for compensation. Cargo brokers, shipping  agents, or port agents are responsible for handling shipments and cargo. The main advantage in using brokers is that they know their market well.</p>
<h2>How to use broker in a sentence</h2>
<p>Soon, Joanna receives an unexpected bonus at work, which she wants to invest too as a lump sum payment. After receiving advice from her broker, Joanna decides what works best for her, and makes a market order. All content on this website, including dictionary, thesaurus, literature, geography, and other reference data is for informational purposes only. This information should not be considered complete, up to date, and is not intended to be used in place of a visit, consultation, or advice of a legal, medical, or any other professional.</p>
<h2>Ship brokers</h2>
<p>Brokers register with the Financial Industry Regulatory Authority (FINRA), the broker-dealers’ self-regulatory body. In serving their clients, brokers are held to a standard of conduct based on the “suitability rule,” which requires there be reasonable grounds for recommending a specific product or investment. Opportunities for jobs in nursing informatics are exploding thanks to the use of electronic medical records and information technology in healthcare settings. The Health Information Technology for Economic and Clinical Health Act (HITECH) in 2009 and the Patient Protection and Accountable Care Act (PPACA) in 2008 increased the need for technology-based nurses. RNs earn a median annual salary of $81,220 per year or $39.05 per hour, according to US Bureau of Labor Statistics (BLS) data. However, the BLS doesn&#8217;t separate nursing informatics salaries from other RNs.</p>
<p>Broker services are used across a range of industries, including real estate, insurance, and of course, investing. A broker is a person or company authorized to buy and sell stocks or other investments. If you want to buy stocks, you will almost always need a broker — essentially, a middleman — to place those orders on your behalf. In this regard, broker-dealers are essential, and they are also well-compensated, earning a fee on either or both sides of a securities transaction. Full-service brokers tend to use their role as a brokerage as an ancillary service available to high-net-worth clients along with many other services such as retirement planning or asset management.</p>
<p>For many investors, the financial services industry is a strange and mysterious place filled with a language all on its own. Terms like &#8220;alpha,&#8221; &#8220;beta,&#8221; and &#8220;Sharpe ratio&#8221; don’t exactly roll off the tongue, nor does their use by industry insiders serve to lift the veil and make things less opaque. If you go through a broker, you only have to provide your information once. Brokers can also help educate you about insurance products, and they can explain the fine details of a policy’s terms and conditions, including important aspects an average consumer might overlook. Insurance brokers are professionals who serve as intermediaries between consumers and insurance companies.</p>
<h2>How does a broker make money?</h2>
<p>Most accounts in the markets today are managed by the account owners and held by discount brokers. To find the best online broker for you, look for discount brokers that require a low minimum investment and charge no ongoing account fees. If you’re new to investing, consider choosing an online broker that offers educational resources — many have libraries of how-to content on their websites to help you get started. The investing information provided on this page is for educational purposes only. NerdWallet, Inc. does not offer advisory or brokerage services, nor does it recommend or advise investors to buy or sell particular stocks, securities or other investments.</p>
<p>Additionally, for buyers and sellers alike, brokers can utilize their industry connections to find the best deal. Sometimes confused with real estate agents, real estate brokers are agents who have had experience in real estate and have passed a broker licensing exam. Having a broker license allows real estate brokers to run a firm and have agents work under them and assist in selling and purchasing properties.</p>
<p>According to a study by the United States Government Accountability Office, insurance brokers and agents must obtain a state license and comply with insurance regulations. <a href="https://trading-market.org/broker-definition-and-example/">define introducing broker</a> To qualify for a license, a broker must meet rigorous qualifications. A broker is an  intermediary between an insurance buyer and an insurance company.</p>
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		<title>Как торговать по свечным паттернам &#8220;Падающая звезда&#8221; учитесь торговать</title>
		<link>http://www.tuncer.com.tr/kak-torgovat%d1%8c-po-svechnym-patternam-padajushhaja/</link>
		<comments>http://www.tuncer.com.tr/kak-torgovat%d1%8c-po-svechnym-patternam-padajushhaja/#comments</comments>
		<pubDate>Thu, 20 Jul 2023 10:33:10 +0000</pubDate>
		<dc:creator><![CDATA[TUNCER]]></dc:creator>
				<category><![CDATA[Форекс обучение]]></category>

		<guid isPermaLink="false">http://www.tuncer.com.tr/?p=8710</guid>
		<description><![CDATA[Свечные паттерны являются одними из самых надежных торговых методов для трейдеров. Хотя паттерны падающих звезд очень легко идентифицировать, важно понимать, что паттерны свечей не должны быть единственной причиной для входа в сделку. Вы можете разместить стоп ордер на продажу на 2-5 пунктов ниже минимума свечи подтверждения или вы можете войти рыночным ордером, если уверены в [&#8230;]]]></description>
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" width="309px" alt="падающая звезда паттерн"/></p>
<p>
<p>Свечные паттерны являются одними из самых надежных торговых методов для трейдеров. Хотя паттерны падающих звезд очень легко идентифицировать, важно понимать, что паттерны свечей не должны быть единственной причиной для входа в сделку. Вы можете разместить стоп ордер на продажу на 2-5 пунктов ниже минимума свечи подтверждения или вы можете войти рыночным ордером, если уверены в дальнейшем снижении цены. В любом случае, ваш стоп лосс должен быть установлен на 2-5 пунктов выше максимума сигнальной свечи.</p>
</p>
<p>
<ul>
<li>На графике перед моделью падающей звезды находится боковая тенденция с низковолатильными торгами.</li>
<li>При укрупнении таймфрейма, три идущие подряд доджи становятся свечой «Волчек».</li>
<li>А применение в трейдинге на практике не требует сложных расчетов или установки и настройки сложных индикаторов.</li>
<li>Это означает, что трейдер открывает шорт на более высоком уровне цены ближе к стоп-лоссу, что снижает уровень риска.</li>
<li>Ведь крайне редко сигнал и без того редкой модели совпадает с движением тренда или показаниями индикаторов.</li>
</ul>
<p>
<p>Открывать короткую позицию стоило после того, как цена пробила поддержку.</p>
</p>
<p>
<h2>Куда можно выгодно вложить деньги – Примеры и Новые тренды</h2>
</p>
<p>
<p>Маленькое тело средней свечи отображает попытку быков протолкнуть цену выше. Как можно заметить, они не смогли это сделать, поскольку крупные инвесторы начали выходить из сделки и открывать позиции в противоположном направлении. После открытия крупных медвежьих позиций сформируется третья свеча, являющаяся началом новой тенденции. Утренняя фигура (morning star) состоит из трех японских свечей. Появление, при наличии подтверждающих факторов, говорит об окончании медвежьего тренда и формирование бычьего движения. Благодаря своей простоте, паттерн падающая звезда – это отличный инструмент для начинающих трейдеров.</p>
</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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width="302px" alt="падающая звезда паттерн"/></p>
<p>
<p>Свечи и свечные паттерны – это пульс рынка, определяющие ценовое действие (Price Action) и настроения участников рынка, что является движущей силой ценового действия. Четкая интерпретация рынка, простота в использовании и универсальность позволили свечам завоевать любовь многих трейдеров. Фигуры японских свечей «Звезды» являются достаточно распространенными формациями как на Форекс, так и на Фондовом рынке. В тоже время появлением модели на графике можно воспользоваться при принятии решения о закрытии позиции. В связи с этим рассмотрим только отдельные торговые моменты возникающие при появлении паттерна «Вечерняя звезда».</p>
</p>
<p>
<h2>Свечной паттерн «падающая звезда»</h2>
</p>
<p>
<p>Свечной паттерн Падающая Звезда состоит из трех отдельных свечей. Обзоры способов торговли на финансовых рынках, описания и данные по активам, личный опыт авторов с примерами. Прогнозы и котировки, инструменты для <a href="https://fxsteps.info/luchshiy-foreks-broker-kriterii-vybora/">https://fxsteps.info/luchshiy-foreks-broker-kriterii-vybora/</a> трейдеров, примеры покупки активов и торговли. Паттерн «Три звезды» ― одна из самых простых моделей, идентифицировать  ее не представляет особого труда. Однако сигналы формации требуют перед применением проверки.</p>
</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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width="305px" alt="падающая звезда паттерн"/></p>
<p>
<p>Также имеет разворотный смысл, но только теперь уже с медвежьего тренда на бычий. Если стоп не отодвинуть, то его может задеть буквально на пункт-два, после чего цена уйдёт вниз. Разумеется, размер этой “добавки” к стопу зависит от того, на каком тайм фрейме у нас образовался паттерн Падающая звезда. Если это дневной график или четырёхчасовой, то 4-6 вполне нормально. Правда, редко у кого хватает терпения торговать по таким периодам. Так же как и пин барам, этим сетапам должно предшествовать какое-то движение, которое они, по мнению трейдера, могут развернуть.</p>
</p>
<p>
<p>При появлении на ценовом графике «Падающей звезды» трейдеру необходимо рассмотреть возможность открытия позиции на продажу. При этом у “висельника” длинный нижний фитиль, а у падающей звезды длинный верхний фитиль. Кроме того, «висельник» — это более сильный сигнал на разворот, чем «падающая звезда». Первую короткую позицию можно было открыть при появлении нескольких паттернов «падающая звезда» с целью на уровне поддержки, от которого цена отскакивала вверх.</p>
</p>
<p>
<h2>Инфографика: Торговые сессии на Форекс</h2>
</p>
<p>
<p>Свечи могут принимать оба положения – бычье или медвежье, однако во втором случае ситуация считается более достоверной для принятия торговых решений. Это просто объяснить тем, что именно с такого бара должно начинаться рыночное падение после стадии роста. Перечисленные методы работают и на Форекс, и при работе с акциями, индексами, на товарном рынке. Оценивая соотношение риска и прибыли, используйте надежные методы управления рисками. Мы также рекомендуем применять стоп-лосс ордера, чтобы избежать больших убытков в периоды высокой волатильности.</p>
</p>
<p>
<p>Операции на финансовом рынке имеют высокую степень риска и могут привести к быстрым убыткам. Инвестируйте осознанно только тот капитал, потерю которого вы готовы допустить без критических последствий для себя. Вся информация публикуется в ознакомительных целях, отражает личное мнение автора и торговой рекомендацией не является. Binaryvip.ru не предоставляет платные услуги, не принимает какие-либо платежи, не отвечает за инвестиционные решения пользователей и функционирование программного обеспечения. Администрация сайта не несет ответственности за корректность информации в рекламных материалах. При любом использовании авторских материалов сайта активная прямая ссылка на данный ресурс обязательна.</p>
</p>
<p>
<h2>Свечной паттерн Падающая Звезда (Shooting Star)</h2>
</p>
<p>
<p>Однако с каждой попыткой «быки» слабели, а «медведи» становились сильнее. Это видно по формированию нескольких медвежьих паттернов, в том числе и разворотных, например, «повешенный», «падающая звезда», «марибозу». В сочетании с другими инструментами анализа рынка, такими как фундаментальный анализ, «молот» может дать представление о торговых возможностях. В этой статье мы расскажем о том, что представляет из себя свечной паттерн «молот» и как использовать его в торговле.</p>
</p>
<p>
<p>На 4-х часовом графике ниже видно, что цена не может пробить сопротивление и формирует несколько медвежьих фигур. Кроме того, индикатор MACD также начал двигаться в отрицательную зону. Первый сигнал на разворот цены — паттерн «падающая звезда», затем сформировались модели «висельник», «вечерняя звезда» и еще одна «падающая звезда». Дополнительным подтверждением послужили переход MACD в отрицательную зону и импульсный пробой уровня поддержки. Продолжая изучать устойчивые модели, которые могут формироваться на графиках японских свечей, сегодня рассмотрим свечной паттерн под названием «падающая звезда». Фигура формирует сигнал на продажу, предвещая разворот восходящего тренда.</p>
</p>
<p>
<h2>Японская свеча «‎повешенный» («‎висельник»)</h2>
</p>
<p>
<p>Установка тейк профита зависит от стратегии трейдера, при торговле каналами ставится на противоположной границе канала, при торговле уровнями ставится на следующем уровне. При появлении на графике свечной модели «Три звезды» трейдеру не рекомендуется открывать позицию. Это делает непродуктивными все попытки ее подтверждения с использованием технических индикаторов и трендовых линий. Ведь крайне редко сигнал и без того редкой модели совпадает с движением тренда или показаниями индикаторов.</p>
</p>
<p>
<p>Стоп-лосс в этом случае устанавливается выше сопротивления при открытии короткой позиции  и ниже поддержки при сделке на покупку. Сперва важно определить вершину по инструменту, так как именно на ней формируется «падающая звезда». Если паттерн возникает в восходящем тренде, то следует дождаться смены тенденции и пробоя нижней границы восходящего канала. Подтверждением о слабеющем потенциале «быков» стало построение «падающей звезды».</p></p>
]]></content:encoded>
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		</item>
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		<title>【 Лучшие трейдеры России 】 список и полный обзор каждого</title>
		<link>http://www.tuncer.com.tr/%e3%80%90-luchshie-trejdery-rossii-%e3%80%91-spisok-i-polnyj-obzor/</link>
		<comments>http://www.tuncer.com.tr/%e3%80%90-luchshie-trejdery-rossii-%e3%80%91-spisok-i-polnyj-obzor/#comments</comments>
		<pubDate>Fri, 02 Jun 2023 20:57:25 +0000</pubDate>
		<dc:creator><![CDATA[TUNCER]]></dc:creator>
				<category><![CDATA[Форекс обучение]]></category>

		<guid isPermaLink="false">http://www.tuncer.com.tr/?p=9572</guid>
		<description><![CDATA[Самое выдающееся достижение Сороса – это то, как он «кинул» Банк Англии. Эта операция связана с британским фунтом стерлингов, поэтому Сорос – это, по сути, Форекс трейдер. В 1967 году Сорос возглавляет два инвестиционных фонда, учрежденные «Arnhold and S. Bleichroeder» с начальным капиталом всего в $250 тыс. Однако, он сумел найти инвесторов и увеличить капитал [&#8230;]]]></description>
				<content:encoded><![CDATA[<p>Самое выдающееся достижение Сороса – это то, как он «кинул» Банк Англии. Эта операция связана с британским фунтом стерлингов, поэтому Сорос – это, по сути, Форекс трейдер. В 1967 году Сорос возглавляет два инвестиционных фонда, учрежденные «Arnhold and S. Bleichroeder» с начальным капиталом всего в $250 тыс. Однако, он сумел найти инвесторов и увеличить капитал фондов до значительной суммы.</p>
<ul>
<li>Предлагаем вашему вниманию ознакомиться с самими успешными зарубежными и российскими трейдерами.</li>
<li>Резвяков не сторонник постоянно находиться в рынке.</li>
<li>В биржевой торговле соотношение успешных и неудачливых игроков составляет 5/95.</li>
<li>Истории успеха самых известных и успешных трейдеров вдохновляют нас и в очередной раз доказывают, что каждый из нас может добиться успеха, если приложит максимум усилий.</li>
<li>В некоторых случаях лучше вовсе полагаться исключительно на личные знания.</li>
<li>Станислав Бернухов создал собственную торговую стратегию «Модель умного пробоя», основанную на системе Price Action.</li>
</ul>
<p>Сегодня их имена известны практически каждому трейдеру. Истории успеха самых известных и успешных трейдеров вдохновляют нас и в очередной раз доказывают, что каждый из нас может добиться успеха, если приложит максимум усилий. Криптотрейдинг, не считая майнинга, является одним из самых популярных способов заработка на криптовалюте.</p>
<h2>Марк Минервини: чистая стоимость – ничто, я просто хочу быть лучшим трейдером</h2>
<p>Кригер начал трейдерскую карьеру в «Banker’s Trust». Известность ему принесла серия прибыльных сделок с валютой Новой Зеландии. Дату 19 октября 1987 году СМИ назвали «черным понедельником», ведь в тот день Эндрю Кригер продал новозеландский доллар за 1 млрд.</p>
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" width="309px" alt="успешные трейдеры форекс"/></p>
<p>Джордж создал ряд хедж-фондов, а также множество благотворительных организаций по всему миру. Воодушевленный успехом Stanley Druckenmiller решил повторить это ещё раз. После тщательного анализа мировых валют и других активов, он обнаружил, что немецкие облигации за последние несколько лет демонстрировали незначительную положительную тенденцию. Однако по всем критериям должны непременно расти значительно больше. Стэнли вложил свои средства в немецкие облигации, а вот акции на тот момент приносили недостаточно большую прибыль. Этот трейдер сумел прославиться своей стратегией – двойная ставка на одно и то же.</p>
<h2>Самые известные трейдеры мира</h2>
<p>Вы знаете, как говорится, тренд – наш друг, и вам нужно следовать за ним, пока он не закончится. Как тренер он блестяще дает образование, а его стиль исключительно простой и последовательный. Хотя его чистая стоимость не указана ни в одном официальном источнике, ясно, что он крупный трейдер с многомиллионной прибылью. Станислав <a href="https://boriscooper.org/samye-uspeshnye-trejdery/">успешные трейдеры</a> Бернухов создал собственную торговую стратегию «Модель умного пробоя», основанную на системе Price Action. Стратегия признана непровозглашенным направлением торговли, как Минимали́стская програ́мма Хомского в лингвистике. Направление движения котировок определяется колебанием цен, а не изменением экономических индикаторов.</p>
<div style='border: grey dotted 1px;padding: 13px;'>
<h3>बोर्ड की परीक्षा देने वाले छात्रों को बड़ी राहत, उत्तराखंड विद्यालयी शिक्षा &#8230; &#8211; Angwaal News</h3>
<p>बोर्ड की परीक्षा देने वाले छात्रों को बड़ी राहत, उत्तराखंड विद्यालयी शिक्षा &#8230;.</p>
<p>Posted: Thu, 09 Nov 2017 08:00:00 GMT [<a href='https://news.google.com/rss/articles/CBMiaGh0dHBzOi8vd3d3LmFuZ3dhYWwuY29tL3V0dHJha2hhbmRuZXdzL3V0dGFyYWtoYW5kLWJvYXJkLWNoYW5nZWQtdGhlLXBhdHRlcm4tb2YtMTB0aC1hbmQtMTJ0aC1leGFtLTIyNTQz0gEA?oc=5' rel="nofollow">source</a>]</p>
</div>
<p>В Forex сообществе, Александр Резвяков считается одним из самых преуспевающих трейдеров в РФ. На протяжении уже 10 лет, он показывает достаточно большую доходность по торговле валютами. <a href="https://boriscooper.org/">https://boriscooper.org/</a> Его обучающие материалы, хвалит не одна тысяча учеников. Благодаря своим семинарам Резвяков сумел научить трейдеров, находить точки для входа даже там, где это, казалось бы, невозможно.</p>
<h2>Гармонический Паттерн «Cypher» [Стратегия торговли для Форекс и Криптовалют]</h2>
<p>Русские биржевые торговцы учились в иностранных профессионалов, воспринимались обществом как нечто непонятное. Помимо приведенных выше 10 лучших форекс-трейдеров есть значительное количество примеров других успешных трейдеров. Однако перечисленные 10 стали настоящими легендами Forex, заложив основы торговли на рынке. Трейдинг — это новый вид деятельности, который заставляет людей по-другому относиться к финансовым сбережениям. Для получения желаемой прибыли важно научиться читать рынок и составлять четкие стратегии.</p>
<p>Спустя почти 10 лет Синтия Кейс основала Kase and Company Inc, где занялась разработкой технических индикаторов. Синтия разработала одну из наиболее эффективных стратегий в истории рынка Форекс, работающую по принципам технического анализа. Клара выглядит прекрасно в свои годы, однако за внешностью милой женщины скрываются стальные нервы, гибкий ум и жесткая дисциплинированность. Все эти качества позволили Кларе стать одной из наиболее успешных и знаменитых женщин в трейдинге.</p>
<p>Ещё один знаменитый трейдер Bill Lipsitz всё своё наследство ($12 тыс.) вложил в валютную биржу. Благодаря большим познаниям в трейдинге и проверенной стратегии его инвестиция спустя некоторое время выросла до $250 тысяч. Позже он управлял инвест.портфелем крупной компании HCM.</p>
<h2>Тест стратегии форекс «Pha-Pha»: +343284,66% по GBP/AUD за 3 мес</h2>
<p>Выше перечислены основные стратегии на Форексе для трейдеров, предусматривающие индивидуальный подход к выбору актива и торговле. Торговые рекомендации предоставляются опытными участниками рынкам или специальными компаниями. Они могут раздаваться в виде сообщений, на специальных каналах, форумах или иными способам.</p>
<p>Джордж Сорос родился в 1930 году и считается, пожалуй, самым известным трейдером в мире. Он начал свою удивительную карьеру в мире финансов в 1954 году в Лондоне после того, как переехал из Венгрии во время Второй Мировой Войны. В 1970 году он основал Фонд Сороса, принесший ему более 40 миллиардов долларов за несколько десятилетий. Forex является необходимым звеном в функционировании мировой экономики и поддержания обменных операций капиталов между разными государствами.</p>
<p>Он рассуждал, что если все будут инвестировать в более прочные валюты, значит, нужно  искать явно переоценённые национальные валюты.</p>
<h2>Знаменитые женщины трейдеры</h2>
<p>Год спустя он принес банку прибыль в размере 300 миллионов долларов. После нескольких лет торговли на рынке и работы с трейдерами я понял, что есть две основные причины неудач. Вторая основная причина неудач – неспособность трейдера управлять рисками. Прибыльность торговли может быть получена в результате реализации четко сформулированной торговой стратегии. Торговля на фондовой бирже РТС популярна, поэтому успешных здесь много. Лучшие трейдеры России на фондовом рынке — те, на которых равняются остальные, кому подражают и копируют.</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://boriscooper.org/wp-content/uploads/2021/08/90de059d-8eb2-4c56-bbaa-9ba165f182e1-scaled.jpg" width="300px" alt="успешные трейдеры форекс"/></p>
<p>Дело в том, что 95% людей опускают руки после первых денежных потерь, в то время как 5% упорствуют. Непосредственная карьера трейдера началась в 1995 году в корпорации Enron с должности рядового трейдера. В то время молодой Джон, которому был 21 год,  использовал современные разработки и технологии, такие как торговля через интернет и алгоритмический трейдинг. За счет этого ему удалось показать великолепную доходность от торговли, и его заметило руководство. В Enron’е ему доверяют торговать, помимо нефти, еще и газом, а потом переводят на должность менеджера.</p>
<h2>О трейдерах:</h2>
<p>Он анализирует информацию в СМИ, выстраивая стратегию торговли на основе того, что поведение рынка зависит исключительно от его участников. Ларри известен не только как успешный трейдер, но и как автор нескольких книг по финансам, консультант и редактор. Многие знают его из-за регулярных побед в борьбе за Кубок Роббинса, получаемый лучшими торговцами фьючерсами.</p>
<h2>Форекс-брокеры или дилерские центры?</h2>
<p>Тогда Линда заняла должность аналитика в Crown-Zellerbach, фирме по производству бумаги, а также начала торговать опционами. Неординарные способности Линды впечатлили ее наставника и компания решила выделить ей для торговли 25 тысяч долларов, что было минимальным депозитом на тот момент. Долгое время Питер занимался только инвестициями, придя в мир трейдинга уже в 52 года. Но, благодаря своему опыту работы с финансами, он сумел всего за три года увеличить капитал компании, на которую работал, с 17 тысяч до 20 миллионов долларов.</p>
<p>В частности, когда пала Берлинская Стена, Стэнли Дракенмиллер поставил на немецкую дойч марку. Это была его первая крупная ставка, которая принесла ему прибыль в $1 млрд. Личные интересы – финансы, трейдинг, криптовалюты и инвестирование.</p>
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		<title>Биржа Форекс, как играть и заработать на торговле, время работы Forex</title>
		<link>http://www.tuncer.com.tr/birzha-foreks-kak-igrat%d1%8c-i-zarabotat%d1%8c-na-torgovle/</link>
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		<pubDate>Wed, 25 Jan 2023 12:54:10 +0000</pubDate>
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				<category><![CDATA[Форекс обучение]]></category>

		<guid isPermaLink="false">http://www.tuncer.com.tr/?p=11765</guid>
		<description><![CDATA[Многие начинающие инвесторы и профессиональные трейдеры уже остановили свой выбор на Альпари как на одном из самых надежных брокеров. Для результативной работы на Форекс компания предлагает все необходимые инструменты, которые можно использовать в любой точке земного шара. По аналогии с традиционными рынками, на Forex онлайн курс одной валюты выражается в количестве единиц другой (условных «деньгах»). [&#8230;]]]></description>
				<content:encoded><![CDATA[<p>Многие начинающие инвесторы и профессиональные трейдеры уже остановили свой выбор на Альпари как на одном из самых надежных брокеров. Для результативной работы на Форекс компания предлагает все  необходимые инструменты, которые можно использовать в любой точке земного шара. По аналогии с традиционными рынками, на Forex онлайн курс одной валюты выражается в  количестве единиц другой (условных «деньгах»). В данном случае стоимость 1 евро (товар) выражена в каком-то количестве долларов (деньги). На начало 2016 года ни одна компания, предоставляющая услуги по торговле валютой на рынке форекс, не соответствовала требованиям законодательства.</p>
<ul>
<li>Помимо удовлетворения заявок клиентов, банки могут проводить операции и самостоятельно за счёт собственных средств.</li>
<li>В моей статье вы узнаете все необходимые азы, которые зададут правильный вектор вашего развития как трейдера.</li>
<li>Затем важно проверить торговые условия и предложения форекс-платформы.</li>
<li>Кухня — в брокерском жаргоне обозначение внутреннего клиринга, когда заявки клиентов на проведение сделок удовлетворяются за счёт встречных заявок других клиентов того же брокера или самим брокером.</li>
<li>Ежеминутно множество трейдеров получают прибыль на курсовой разнице валют.</li>
</ul>
<p>Он не работает в выходные и дни международных праздников, таких как Новый год и католическое Рождество. Помимо этого, существуют национальные праздники, когда может не работать одна из сессий. Чтобы получить доступ к торговле, необходимо выбрать надёжного брокера, который предоставит доступ к торговле, а также удобную платформу (ПО) для интернет-трейдинга. Также для заработка понадобится «кредитное плечо», которое может составлять от 100 до 2000 и более. В результате, внеся на счёт при плече 1 к 100 всего 1000 долларов, при сделке вы сможете оперировать цифрой в 100 тыс.</p>
<h2>Предпосылки становления валютного рынка[править править код]</h2>
<p>Украина по состоянию на май 2015 года даже не имела законодательной основы для маржинальной торговли. Из-за особенностей валютного и налогового законодательства как российские, так и украинские дилинговые центры обычно не имеют юридического права на предоставление финансовых услуг. Чаще всего они действуют на основании лицензии на букмекерскую деятельность. Большинство же крупных дилинговых центров имеет зарубежную регистрацию. При этом местных представительств у них нет либо «представителями» являются сторонние консультанты, у которых отсутствует официальная регистрация на имя данной компании. Местные представительства никогда не несут юридической ответственности по спорам клиентов с материнской компанией.</p>
<p>В период активности той или иной сессии колебание курсов валют усиливается — возникают хорошие моменты для входа на рынок и получения прибыли на движении цен. Когда происходит перекрытие торговых сессий (одна еще не закончилась, а другая уже началась), объем торгов достигает своего пика, повышается волатильность, что выгодно для участников. Одно из преимуществ внебиржевого валютного рынка Forex — возможность круглосуточного открытия и закрытия сделок, что позволяет трейдеру совмещать основную деятельность с торговлей. При этом режим работы Форекса пятидневный — рынок открывается в понедельник и закрывается в пятницу.</p>
<p>Кухня&nbsp;— в брокерском жаргоне обозначение внутреннего клиринга, когда заявки клиентов на проведение сделок удовлетворяются за счёт встречных заявок других клиентов того же брокера или самим брокером. Это позволяет повысить скорость и снизить себестоимость проведения операций. Наибольшее влияние оказывают крупные международные банки, ежедневный объём операций которых достигает миллиардов долларов. Объём одного межбанковского контракта с реальной поставкой валюты на второй рабочий день (рынок спот) обычно составляет около 5&nbsp;млн долларов США или их эквивалент.</p>
<p>Они действительно ищут новых трейдеров форекс и хорошо поддерживают их с помощью обширной библиотеки образовательных ресурсов. Тем не менее, сама платформа поначалу может показаться пугающей для новичков с ее набором инструментов и рычагов форекс. Но если вы не совсем готовы к работе, сначала откройте демо-счет и получите $ фантастических денег для торговли. Однако, помимо эстетики, вы можете быть уверены, что FXCM — это бизнес для торговли на рынке Форекс. 1ТП82Т существует так долго, что успела сократить свое название от Forex Capital Markets, названия, которое она использовала при запуске в 2000 году.</p>
<h2>Новости компании</h2>
<p>Подобное развитие событий способствовало нормальному функционированию мировой экономики. В полной мере стал возможен обмен капитала между различными странами. Сегодня ежедневный и увеличивающийся со временем оборот международной торговой площадки составляет от 5 до 7 трлн долларов. Это значит заключать сделки на Форекс в рамках правил риск-менеджмента и своей торговой стратегии. У трейдера должен быть системный подход, его решения основываются на четких правилах, а не догадках. Если подходить к Форекс-трейдингу как к азартной игре — да.</p>
<h2>Основные стратегии торговли на Форекс</h2>
<p>Мы предоставляем трейдерам Forex Club самые выгодные торговые условия. Наш дилинговый центр обладает всеми необходимыми инструментами, чтобы вы смогли зарабатывать трейдингом. Форекс Клуб является <a href="https://goforex.info/blog-trejdera/foreks-ili-fondovyj-rynok-chto-luchshe.html">forex биржа</a> лучшим вариантом для трейдеров, которые находятся в поиске надежного Форекс брокера. Честный брокер всегда предлагает своим клиентам реальные условия, которые, тем не менее, остаются выгодными.</p>
<p>Это может объяснить, почему они могут требовать минимальный депозит в размере $100. Двести долларов — это верхний предел шкалы, поэтому вы гарантируете, что открытая вами учетная запись защищена от отрицательного баланса. Этот инструмент является важным фактором при использовании кредитного плеча, и не на всех счетах Admiral Markets он входит в стандартную комплектацию.</p>
<h2>По каким критериям следует выбирать брокера?</h2>
<p>Мы также выделили платформы форекс, которые, по нашему твердому убеждению, являются лидерами в этой области. Те, которые, по нашему мнению, подходят для начинающих, отличаются исключительной простотой использования, прозрачностью и отличными общими торговыми условиями. Мы думаем, что вы вполне можете согласиться с нашим выбором. Однако обычный начальный депозит обычно составляет около $100 или $200, но может достигать $500. Однако, если вы новичок на рынке Форекс, вам не нужно рисковать $10, если вы сначала откроете демо-счет. Они бесплатны и позволяют вам изучить платформу и освоить торговлю на рынке Форекс.</p>
<h2>Валютные пары на Форекс: что это и как заработать</h2>
<p>Чем больше кредитное плечо, тем меньше собственных средств требуется для открытия сделки. В каждой сделке необходимо использовать “стоп-лосс” — защитный ордер, который закроет сделку, если цена пошла вопреки прогнозу трейдера. Если трейдер прогнозирует рост актива в будущем, для получения прибыли необходимо открыть длинную позицию. Потенциальная прибыль и возможные риски трейдера зависят от объема сделок, которые обозначаются в лотах. Цепочка участников для частного трейдера ограничивается его Форекс-брокером и поставщиком ликвидности.</p>
<p>Термин «трассирование» связан с использованием переводного векселя&nbsp;— тратты. Таким образом, при трассировании кредитор выступает в качестве активной стороны, он продает вексель в валюте должника на своем валютном рынке. Развивающиеся национальные валютные рынки и их взаимодействие сформировали единый мировой валютный рынок, на котором стали свободно обращаться ведущие валюты в мировых финансовых центрах. С развитием интернет-технологий все больше людей стало зарабатывать, не выходя из дома. И для этого совсем не обязательно обладать какими-то специальными навыками или большой суммой денег, обеспечивающей хороший старт.</p>
<h2>Прогноз форекс, акций и криптовалют на 23 — 24 ноября 2023</h2>
<p>Если ранее курсы валют были устойчивы в силу действия золотого стандарта, то после таких решений плавающий курс золота привёл к неизбежным колебаниям курсов обмена между валютами. Это породило относительно новую область деятельности&nbsp;— валютную торговлю[5], когда курс обмена начал зависеть не только от золотого эквивалента валюты, но и от рыночного спроса/предложения на неё. На валютном рынке происходит согласование интересов инвесторов, продавцов и покупателей валютных ценностей. Платежи или переводы денежных средств через коммерческие банки проводятся в режиме онлайн. Однако за счет разницы курсов валюту выгоднее приобретать на Forex самостоятельно.</p>
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		<title>Стрелочные индикаторы для бинарных опционов без перерисовки  Стрелочные индикаторы без перерисовки</title>
		<link>http://www.tuncer.com.tr/strelochnye-indikatory-dlja-binarnyh-opcionov-bez/</link>
		<comments>http://www.tuncer.com.tr/strelochnye-indikatory-dlja-binarnyh-opcionov-bez/#comments</comments>
		<pubDate>Tue, 13 Dec 2022 21:00:55 +0000</pubDate>
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				<category><![CDATA[Форекс обучение]]></category>

		<guid isPermaLink="false">http://www.tuncer.com.tr/?p=11123</guid>
		<description><![CDATA[Их причина в недостаточной технической информированности рядовых пользователей https://boriscooper.org/indikatory-bez-zapazdyvaniya-i-pererisovki/ и отсутствии базовых знаний о хороших программах для трейдинга. Существуют трендовые стрелочные индикаторы, для , для , а также популярные бинарные стрелочные индикаторы. Позиция на вход определяется в момент появления зеленой точки на очень короткой свече. Вместо стрелок также могут отображаться цветные точки, но смысл остается [&#8230;]]]></description>
				<content:encoded><![CDATA[<p>Их причина в недостаточной технической информированности рядовых пользователей <a href="https://boriscooper.org/indikatory-bez-zapazdyvaniya-i-pererisovki/">https://boriscooper.org/indikatory-bez-zapazdyvaniya-i-pererisovki/</a> и отсутствии  базовых знаний о хороших программах для трейдинга.</p>
<ul>
<li>Существуют трендовые стрелочные индикаторы, для , для , а также популярные бинарные стрелочные индикаторы.</li>
<li>Позиция на вход определяется в момент появления зеленой точки на очень короткой свече.</li>
<li>Вместо стрелок также могут отображаться цветные точки, но смысл остается тот же.</li>
<li>Сигналы появляются на первой свече, и работать «KillBinarySignals-2» может на любых таймфреймах от М1 до D.</li>
<li>Кроме того, он используется в трейдинге для определения зон спроса и предложения, а его ломаная линия применяется для построения направления тренда.</li>
<li>Расширенная – как правило, служит подтверждением ценового движения по устоявшейся тенденции.</li>
</ul>
<p>Они выступают в роли дополнительных инструментов, так как их необходимо скачать и установить в терминале MetaTrade. Именно бинарные опционы дали возможность обычному человеку стать участником финансового рынка. Особенно привлекает в них то, что они позволяют совершать сделки на коротких таймфреймах. При таком методе трейдинга можно зарабатывать приличные деньги за небольшое время.</p>
<h2>Стрелочные индикаторы – их суть и предназначение для бинарных опционов</h2>
<p>Если есть любые сомнения – обязательно тестируем и только при стабильных результатах используем в реальных сделках. Инструмент являет собой линию, изменяющую цвет в зависимости от ценового роста или падения. Стрелки зеленого цвета, появляющиеся на графике, сигнализируют о покупке, а стрелки красного цвета — о продаже. Выбрав определенный актив для трейдинга, желательно протестировать инструмент на демо-счете, а уже затем переходить на торговлю реальными средствами.</p>
<p>Иногда бывает, что по такому сигналу вообще входить в рынок уже нельзя. Как правило, расчеты осуществляются с использованием показаний известных индикаторов и осцилляторов. Цвет линии изменился с зеленого на желтый при смене направления движения цены, что является сигналом для возможного открытия позиции. После того, как индикатор обработал данные согласно заложенного в нем алгоритма, он подает сигнал о возможности входа в рынок. Если вы имеете негативный или положительный опыт работы с Форекс-брокером, поделитесь им в , посвященном вопросам качества брокерских услуг. Вы можете оставить отзыв о вашем брокере, рассказав о преимуществах или недостатках торговли через него.</p>
<h2>Trend Master</h2>
<p>Достаточно своевременно совершить вход в рынок по направлению стрелки. Появление на графике таких сигналов, говорит о большой вероятности того, что рынок будет двигаться в указанном ими направлении. Это позволяет входить в сделку сразу же после закрытия текущей свечи и открытии следующей. Индикаторы для бинарных опционов, дающие максимально точные сигналы, без перерисовки – мечта каждого трейдера. Эти инструменты имеют в своей основе сложные алгоритмы, но зато они довольно просты в применении, и их легко использовать в работе.</p>
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" width="307px" alt="индикаторы без запаздывания и перерисовки"/></p>
<p>Доходы на опционных счетах могут достигать 170% от ставки. Что касается новых экспресс опционов, по ним в течение дня можно обработать порядка 100 операций или сделок в плюс&#8230;. Похожая на параболу кривая накладывается на текущий график цены.</p>
<p>Это означает, что в индикаторе должным образом не настроен стабилизирующий механизм на случай поступления новых котировок. Естественно, что подобные сообщения сложно считать надежными для торговли. Когда индикаторная кривая оказывается ниже уровня 30, трейдеру следует покупать бинарный опцион на повышение. Когда линия превышает рубеж 70, открывается позиция на понижение. В обоих случаях сделки заключаются при начале обратного движения цены.</p>
<p>В техническом анализе существует множество индикаторов-«стрелочников», но далеко не каждый из них стоит использовать для опционов. Часто при тестировании создается впечатление, что сигналы индикаторы отлично отслеживают рынок, но в реале многих постигает разочарование. Следующий индикатор без перерисовки – «QQENew» основан на сглаживании показателей RSI. Весь механизм формирования сигналов можно наблюдать на гистограмме. Сами же сигналы подаются в виде стрелок на графике цены – красная, это сигнал PUT, а зеленая – CALL.</p>
<h2>Механизм работы</h2>
<p>Я рекомендовал бы вам еще дополнительно добавить различные фильтры, чтобы получать более интересные точки входа. Хотел бы сделать одно небольшое отступление касательно бинарных опционов. Часто я встречаю такой момент, что люди частенько сравнивают бинарные опционы с рынком форекс.</p>
<p>Код инструмента сложный, в основе индикатора лежит расчет косинуса изменения цены, который рассчитывается на основе скользящих. Позиция на вход определяется в момент появления зеленой точки на очень короткой свече. По сути, это разворотный индикатор, который сигнализирует о том, что цена скоро сменит основное направление. Надо отметить, что стрелочные индикаторы похожи друг на друга только способом подачи сигнала для совершения сделки.</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://boriscooper.org/wp-content/uploads/2021/11/36f6408c-4a16-43a1-994d-564f0ad916ef.jpg" width="302px" alt="индикаторы без запаздывания и перерисовки"/></p>
<p>Однако большая часть компаний не внедряют их в свои платформы. Ведь практически любой индикатор можно найти в интернете и скачать бесплатно такой из интернета (или найти подходящую ссылку в этой статье). Стрелочные индикаторы – незаменимые помощники как для профессионального трейдера, так и для новичка.</p>
<h2>Стрелочные индикаторы без перерисовки и запаздывания</h2>
<p>Он широко используется в торговых стратегиях как самостоятельный элемент и в совокупности с другими техническими индикаторами. Такие индикаторы есть в любых современных и популярных торговых платформах. Они практически не перерисовываются, но могут иметь такой недостаток, как отставание от реального движения рыночных котировок. Например, ADX или индикатор скользящих средних значений.</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://boriscooper.org/wp-content/uploads/2021/11/711b7dcd-226a-4b5d-8f74-b4e0e44085f6-scaled.jpg" width="309px" alt="индикаторы без запаздывания и перерисовки"/></p>
<p>Но на мой взгляд использования только лишь одного этого индикатора будет мало! Вы можете сказать, мол, можно использовать мартингейл и тогда вообще не надо ничего добавлять. Kill Binary Signals 2 &#8211; это новая версия известного стрелочного индикатора. Предыдущая его версия имела много неточностей, давала перерисовку. Разработчики постарались исправить ошибки, поэтому появилась вторая улучшенная версия универсального indicator. Если график идет по горизонтали, тогда наиболее точные сигналы идут от oscillators.</p>
<h2>Так ли идеальны стрелочные индикаторы?</h2>
<p>Если вы заинтересуетесь данными инструментами, то сможете скачать их с нашего сайта и установить на свой терминал MT4. Если максимально упростить восприятие торгового сигнала от осциллятора, то трейдеру следует играть на повышения, нажимая Call, когда стоимость инвестиционного актива ушла слишком глубока вниз. Нужно играть на понижение, нажимая Put, когда цена чрезмерно выросла и ушла вверх. К данному типу аналитических инструментов, например, относится скользящая средняя линия SMA либо EMA, ADX, а также параболик.</p>
<h2>Трендовые</h2>
<p>Данный индикатор совместим практически с любой торговой платформой, в том числе с популярными сегодня . Помимо этого «BrainTrend2Sig» одинаково замечательно подает сигналы при торговле любым активом (акции, валюты, индексы, сырье). Итак, какие же индикаторы для опционных торгов без перерисовки наиболее точные? Начнем с индикатора «BrainTrend2Sig», который не так давно появился на рынке опционов, но уже успел завоевать популярность. Как показывают результаты его тестирования, это практически самый точный из индикаторов без перерисовки, используемый в торговле опционами.</p>
<p>Если его желтая скользящая вошла в зону черных линий, но не пересекла их, значит тренд сделал коррекционное движение. Начинающему трейдеру для поиска оптимальных точек входа в рынок, как правило, недостаточно просто следить за графиком, ему необходимы подтверждающие сигналы, чтобы открыть сделку наверняка. В этом спекулянтам, работающим на финансовых рынках, помогают разнообразные технические индикаторы .</p>
<h2>Принципы Работы Индикаторов Для Бинарных Опционов</h2>
<p>Как только свечи начинают приближаться к линии, это  говорит о том, что тренд замедляется, и в скором времени можно ожидать его разворот. Необычный стрелочный индикатор без перерисовки и запаздывания, который полностью освобождает рабочее пространство. Трендовый Bollinger Bands и осциллятор RSI располагаются в одном дополнительном окне под ценовым графиком. Оригинальная версия использования зон перекупленности/перепроданности, где источником данных для полос Боллинджера являются данные индикатора RSI. Именно этот стрелочный индикатор без перерисовки рекомендуется тем, кто хочет торговать на периодах меньше часа – он отлично отслеживает тренд и фильтрует рыночный шум.</p>
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		<title>Акции ЛУКОЙЛ: купить онлайн во «Фридом Финанс», стоимость на сегодня в Москве, график котировок, дивиденды</title>
		<link>http://www.tuncer.com.tr/akcii-lukojl-kupit%d1%8c-onlajn-vo-fridom-finans/</link>
		<comments>http://www.tuncer.com.tr/akcii-lukojl-kupit%d1%8c-onlajn-vo-fridom-finans/#comments</comments>
		<pubDate>Wed, 09 Nov 2022 08:25:37 +0000</pubDate>
		<dc:creator><![CDATA[TUNCER]]></dc:creator>
				<category><![CDATA[Форекс обучение]]></category>

		<guid isPermaLink="false">http://www.tuncer.com.tr/?p=8045</guid>
		<description><![CDATA[К концу текущего апреля стоимость акций Лукойла на бирже ожидаем на уровне 4668 руб., к концу мая 5020, а в последний день июня 4392 руб. В перспективе полугода акции Лукойла вырастут в цене &#8211; в октябре 2023 ожидаем 5097 руб. В дальнейшем стоимость будет проседать и поэтому через год ориентир в 3972 руб. Брокер предоставит [&#8230;]]]></description>
				<content:encoded><![CDATA[<p><img class='wp-post-image' style='display: block;margin-left:auto;margin-right:auto;' src="https://forex-helper.ru/wp-content/uploads/2021/04/b98f1a6f-6164-44ae-b04e-cc12f2f3897f.jpg" width="356px" alt="лукойл акции график"/></p>
<p>К концу текущего апреля стоимость акций Лукойла на бирже ожидаем на уровне 4668 руб., к концу мая 5020, а в последний день июня 4392 руб. В перспективе полугода акции Лукойла вырастут в цене &#8211; в октябре 2023 ожидаем 5097 руб. В дальнейшем стоимость будет проседать и поэтому через год ориентир в 3972 руб.</p>
<ul>
<li>Брокер предоставит доступ к торговому счёту через терминал (программа для торговли на бирже).</li>
<li>В дальнейшем стоимость будет проседать и поэтому через год ориентир в 2800 руб.</li>
<li>Через 2 года в декабре 2024 прогнозируемая стоимость акций составит 5153 руб.</li>
<li>В дальнейшем стоимость будет проседать и поэтому через год ориентир в 4295 руб.</li>
<li>Главным драйвером роста акций ЛУКОЙЛ на момент июль 2023 года являются прогнозируемые большие дивиденды.</li>
</ul>
<p>Для компьютера самой распространенной является программа Quik (Квик). Есть также приложения для смартфонов/планшетов на Android и iOS. Например, у компании Финам оно называется &#8220;Финам Трейд&#8221;.</p>
<h2>Какой ISIN код у акций компании ЛУКОЙЛ?</h2>
<p>На территории России Лукойл имеет 12% от запасов нефти. Сохранится ли высокая прибыль ЛУКОЙЛ в будущем? Вероятнее всего, прибыль и дальше продолжит расти. Как мы отметили, всё решают цены на нефть. Для приобретения акций компании следует обращаться в профессиональные<br />
брокерские компании, коммерческие банки, инвестиционные фонды. Отслеживать<br />
котировку акций можно на российских биржах РТС и ММВБ.</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://forex-helper.ru/wp-content/uploads/2020/02/zagruzheno-600x401.jpg" width="355px" alt="лукойл акции график"/></p>
<p>В России компания добывает  16,4% нефти. ЛУКОЙЛ — одна из крупнейших нефтегазовых компаний в мире, на ее долю приходится 2% мировой добычи нефти и 1% доказанных запасов углеводородов. Компания представлена более чем в 30 странах, а в России ее деятельность охватывает около 70% регионов. Главным драйвером роста акций ЛУКОЙЛ на момент июль 2023 года являются прогнозируемые большие дивиденды.</p>
<h2>Сведения о компании НК Лукойл ПАО</h2>
<p>Информация на сайте носит исключительно ознакомительный характер и не являются призывом к действию. Инвестирование сопряжено с рисками потери денежных средств. Текущая доходность не является гарантией прибыли в будущем. ЛУКОЙЛ добывает более <a href="https://forexinstruments.com/">https://forexinstruments.com/</a> 16% всей нефти в России. Акции Лукойла &#8211; одни из старейших на отечественном фондовом рынке и учитываются при составлении индекса голубых фишек. Лукойл добывает примерно 2% от общего количества нефти в мире и обладает 1% запасов нефти.</p>
<div style='text-align:center'><iframe width='563' height='316' src='https://www.youtube.com/embed/yd4gIEBDNNk' frameborder='0' alt='лукойл акции график' allowfullscreen></iframe></div>
<p>В перспективе полугода акции Лукойла снизятся в цене &#8211; в июле 2023 ожидаем 3860 руб. В дальнейшем стоимость будет проседать и поэтому через год ориентир в 3223 руб. К концу текущего сентября стоимость акций Лукойла на бирже ожидаем на уровне 4383 руб., к концу октября 4640, а в последний день ноября 4564 руб. В перспективе полугода акции Лукойла снизятся в цене &#8211; в марте 2023 ожидаем 3722 руб. В дальнейшем стоимость будет подрастать и поэтому через год ориентир в 4179 руб. К концу текущего декабря стоимость акций Лукойла на бирже ожидаем на уровне 4509 руб., к концу января 4418, а в последний день февраля 4858 руб.</p>
<h2>Акции Лукойла прогноз на 2023, 2024 и 2025 годы</h2>
<p>В течение двух лет минимальная цена на акции опустится до 3405, а самая высокая коснется 5663 руб. Через 2 года в марте 2025 прогнозируемая стоимость акций составит 4508 руб. В течение двух лет минимальная цена на акции опустится до 3972, а самая высокая коснется 6604 руб. Через 2 года в апреле 2025 прогнозируемая стоимость акций составит 5358 руб. В течение двух лет минимальная цена на акции опустится до 4295, а самая высокая коснется 7143 руб. Через 2 года в мае 2025 прогнозируемая стоимость акций составит 5796 руб.</p>
<p>Брать надолгосрок акции нефтяной компании может показаться не совсем разумным, поскольку всё больше  разговоров в мире об отказе жидких углеводородов. Но реальный спад намечается только к 2030 г. До этого времени добыча не должна упасть (как минимум). Стоит ли держать и покупать акции ЛУКОЙЛ? Это во многом зависимости от текущей цены.</p>
<h2>График изменений стоимости акций ПАО «Нефтяная компания “ЛУКОЙЛ”»</h2>
<p>В течение двух лет минимальная цена на акции опустится до 4064, а самая высокая коснется 6759 руб. Через 2 года в декабре 2024 прогнозируемая стоимость акций составит 5153 руб. В течение двух лет минимальная цена на акции опустится до 3064, а самая высокая коснется <a href="https://forex-helper.ru/">https://forex-helper.ru/</a> 5097 руб. Через 2 года в январе 2025 прогнозируемая стоимость акций составит 4058 руб. В течение двух лет минимальная цена на акции опустится до 3269, а самая высокая коснется 5437 руб. Через 2 года в феврале 2025 прогнозируемая стоимость акций составит 4328 руб.</p>
<p>Через 2 года в октябре 2024 прогнозируемая стоимость акций составит 3436 руб. К концу текущего ноября стоимость акций Лукойла на бирже ожидаем на уровне 5689 руб., к концу декабря 6542, а в последний день января 7143 руб. В перспективе полугода акции Лукойла вырастут <a href="https://eduforex.info/">https://eduforex.info/</a> в цене &#8211; в мае 2023 ожидаем 6740 руб. В дальнейшем стоимость будет проседать и поэтому через год ориентир в 5733 руб. К концу текущего февраля стоимость акций Лукойла на бирже ожидаем на уровне 3778 руб., к концу марта 3616, а в последний день апреля 3554 руб.</p>
<h2>График акций</h2>
<p>В перспективе полугода акции Лукойла вырастут в цене &#8211; в августе 2023 ожидаем 4119 руб. В дальнейшем стоимость будет проседать и поэтому через год ориентир в 3439 руб. К концу текущего марта стоимость акций Лукойла на бирже ожидаем на уровне 3834 руб., к концу апреля 3766, а в последний день мая 3701 руб. В перспективе полугода акции Лукойла вырастут в цене &#8211; в сентябре 2023 ожидаем 4290 руб. В дальнейшем стоимость будет проседать и поэтому через год ориентир в 3582 руб.</p>
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