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	<title>Форекс Обучение Archives - Rich Ting World</title>
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		<title>&#8220;Обыграй дилера: Победная стратегия игры в блэкджек&#8221; скачать fb2, rtf, epub, pdf, txt книгу Эдвард Торп</title>
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		<dc:creator><![CDATA[chrism]]></dc:creator>
		<pubDate>Tue, 19 Nov 2024 17:05:19 +0000</pubDate>
				<category><![CDATA[Форекс Обучение]]></category>
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					<description><![CDATA[<p>Автор использовал разные подходы для инвестирования о которых более менее подробно рассказал в книге. Ничего не ждал от этой книги автор не очень известный эдвард торп человек на все рынки и даже не миллиардер, но остался приятно удивлен, его взгляды на благотворительность тоже заслуживают внимания. Торп&#160;— автор бестселлера «Обыграй дилера» (англ.&#160;Beat the Dealer; 1962&#160;год), в [&#8230;]</p>
<p>The post <a href="https://richtingworld.com/obygraj-dilera-pobednaja-strategija-igry-v/">&#8220;Обыграй дилера: Победная стратегия игры в блэкджек&#8221; скачать fb2, rtf, epub, pdf, txt книгу Эдвард Торп</a> appeared first on <a href="https://richtingworld.com">Rich Ting World</a>.</p>
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" width="602px" alt="эдвард торп книги"/></p>
<p><p>Автор использовал разные подходы для инвестирования о которых более менее подробно рассказал в книге. Ничего не ждал от этой книги автор не очень известный <a href="https://forexinstruments.com/blog/chelovek-na-vse-rynki-jedvard-torp-skachat/">эдвард торп человек на все рынки</a> и даже не миллиардер, но остался приятно удивлен, его  взгляды на благотворительность тоже заслуживают внимания. Торп&nbsp;— автор бестселлера «Обыграй дилера» (англ.&nbsp;Beat the Dealer; 1962&nbsp;год), в котором математически доказал, что при игре в блек-джек можно получить преимущество путём подсчёта карт3.</p>
</p>
<p><img decoding="async" 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" width="608px" alt="эдвард торп книги"/></p>
<p><h2>Похожие авторы</h2>
</p>
<p><p>Он также разработал и применял эффективные методы для хедж-фондов на финансовых рынках. Эдвард Торп (англ.&nbsp;Edward Oakley Thorp; 14 августа 1932&nbsp;года, Чикаго, США)&nbsp;— американский профессор математики, менеджер хедж-фонда, игрок и теоретик блек-джек, один из основателей алгоритмической торговлиисточник не указан 471  день, известен как «отец носимого компьютера»2.</p>
</p>
<p><h2>Другие книги автора</h2>
</p>
<p><p>Те одаренные читатели, которые не испугаются трудностей тренировки и практического применения изученного, смогут достичь профессионального уровня. Одна из лучших книг о фондовом рынке написанная от первого лица самим инвестором, про то как обыграть казино не очень интересно поэтому до 11 главы я прослушал в аудио версии которая есть на ютуб. В книге просто и понятно объясняется как вообще можно зарабатывать на фондовом рынке. Автор знаком с Баффетом и Баффет даже рекомендовал его как инвестора своим бывшим вкладчикам, а это многое говорит о его уровне знаний.</p>
</p>
<ol>
<li>Автор использовал разные подходы для инвестирования о которых более менее подробно рассказал в книге.</li>
<li>В книге просто и понятно объясняется как вообще можно зарабатывать на фондовом рынке.</li>
<li>Он также разработал и применял эффективные методы для хедж-фондов на финансовых рынках.</li>
<li>Те одаренные читатели, которые не испугаются трудностей тренировки и практического применения изученного, смогут достичь профессионального уровня.</li>
<li>Торп — автор бестселлера «Обыграй дилера» (англ. Beat the Dealer; 1962 год), в котором математически доказал, что при игре в блек-джек можно получить преимущество путём подсчёта карт3.</li>
</ol>
<p><h2>Скачать книгу</h2>
</p>
<p><p>«На протяжении более чем полувека меня чаще всего спрашивают, можно ли по-прежнему обыграть казино при помощи стратегий, описанных в книге “Обыграй дилера”. И несмотря на то, что время идет, ответ на этот вопрос остается утвердительным. Используя эту книгу, вы можете быстро научиться, даже не считая карты, играть в благоприятных случаях с шансами, близкими к равным. Освоив простейшие навыки подсчета карт, вы можете получить скромное преимущество.</p></p>
<p>The post <a href="https://richtingworld.com/obygraj-dilera-pobednaja-strategija-igry-v/">&#8220;Обыграй дилера: Победная стратегия игры в блэкджек&#8221; скачать fb2, rtf, epub, pdf, txt книгу Эдвард Торп</a> appeared first on <a href="https://richtingworld.com">Rich Ting World</a>.</p>
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		<title>Дилер на рынке форекс: значение и определение термина Альфа-Форекс</title>
		<link>https://richtingworld.com/diler-na-rynke-foreks-znachenie-i-opredelenie/</link>
					<comments>https://richtingworld.com/diler-na-rynke-foreks-znachenie-i-opredelenie/#respond</comments>
		
		<dc:creator><![CDATA[chrism]]></dc:creator>
		<pubDate>Tue, 19 Nov 2024 11:41:39 +0000</pubDate>
				<category><![CDATA[Форекс Обучение]]></category>
		<guid isPermaLink="false">https://richtingworld.com/?p=9871</guid>

					<description><![CDATA[<p>Законы РФ запрещают гражданам самостоятельно совершать сделки с валютой на межбанке. Это доступно только профессиональным участникам рынка. Частным лицам приходится заключать договоры с посредниками. Дилеры предоставляют котировки активов и терминал для торговли, проводят обучающие курсы, делятся аналитикой ситуации на международных рынках. Именно дилинговые центры на сленге трейдеров называют «кухнями». При этом посредник может менять котировки, [&#8230;]</p>
<p>The post <a href="https://richtingworld.com/diler-na-rynke-foreks-znachenie-i-opredelenie/">Дилер на рынке форекс: значение и определение термина Альфа-Форекс</a> appeared first on <a href="https://richtingworld.com">Rich Ting World</a>.</p>
]]></description>
										<content:encoded><![CDATA[<p>Законы РФ запрещают гражданам самостоятельно совершать сделки с валютой на межбанке. Это доступно только профессиональным участникам рынка. Частным лицам приходится заключать договоры  с посредниками. Дилеры предоставляют котировки активов и терминал для торговли, проводят обучающие курсы, делятся аналитикой ситуации на международных рынках.</p>
<p>Именно дилинговые центры на сленге трейдеров называют «кухнями». При этом посредник может менять котировки, видит все ордера. Недобросовестные компании манипулируют этой информацией для собственной выгоды. Их главной задачей в процессе онлайн торговли является валютное регулирование на внешнем  рынке, а именно – предотвращение резких скачков курсов национальных валют. Это необходимо, чтобы не допустить начала очередной волны экономического кризиса, а также для поддержания баланса экспорта и импорта. Центральные банки, их решения и выступления представителей оказывают прямое влияние на рынок форекс.</p>
<p>На этом рынке реально начать за доли секунд совершать сделки по купле-продаже иностранной <a href="https://forexinstruments.com/blog/foreks-diler-i-broker-chto-u-nih-obshhego-i-v-chem/">форекс дилер это простыми словами</a> валюты, так как он функционирует круглосуточно 5 дней в неделю, и имеет огромный оборот. Колебания курсов валют в разы ниже в сравнении с фондовым рынком. Для этого брокерские компании-посредники предоставляют кредитное плечо. Подробнее об этом важнейшем условии торговли на валютном рынке для частных трейдеров вы можете прочитать в отдельном материале на сайте FxTeam. Дилинговые центры дают трейдерам возможность открывать сделки на валютном рынке.</p>
<h2>Форекс-дилер: определение и требования</h2>
<p>Как только на бирже появляется котировка, она передается поставщикам ликвидности, а они, в свою очередь, передают ее брокерским компаниях, с которым заключили контракт. Так новая цены оказывается в онлайн-платформах частных трейдеров, подключенных к рынку тем самым брокером. Внесено в реестр&nbsp;лицензированных форекс-дилеров в разделе профессиональных участников рынка ценных бумаг на официальном сайте Центрального банка Российской Федерации. На производном рынке услуги доступа предоставляет форекс-дилер. Такая деятельность полностью вписывается в механизм торгов на розничном рынке Форекс.</p>
<h2>Брокерские компании</h2>
<p>Форекс-дилер — это, простыми словами, такой же участник рынка. Поэтому может возникнуть конфликт интересов с трейдерами. Дилер создает для клиентов котировки и спреды, а не транслирует рыночную информацию. По этой причине деятельность ДЦ в Российской Федерации жестко контролируется центробанком.</p>
<h2>Советы по выбору надежного дилера</h2>
<ol>
<li>В результате между дилером и трейдером неизбежно возникает конфликт интересов.</li>
<li>Источником же заработка брокера является только комиссия (некоторые дилеры добавляют в список своих доходов и комиссионные).</li>
<li>Термин произошел от английского словосочетания foreign exchange — обмен валют, которое точно отражает назначение рынка.</li>
<li>Это доступно только профессиональным участникам рынка.</li>
<li>Остальные участники рынка, посредством счетов, открытых в коммерческих банках, осуществляют необходимые обменные и депозитно-кредитные операции.</li>
</ol>
<p>После ужесточения законодательства о Форекс многие дилеры не смогли получить лицензию, поэтому продолжили деятельность как дилинговые центры. Они зарегистрированы на территории иностранных государств. Юридически трейдер слабо защищен при сотрудничестве с таким поставщиком услуг. Дилер, выступая контрагентом по сделке, зарабатывает, когда участник торгов несет убыток.</p>
<p>Удобно то, что покупать и продавать валюту (спекулировать на изменениях котировок) можно онлайн, в любое время по будним дням – и даже с мобильного. Для этого вам необходима торговая платформа, которую также называют терминалом. Это удобная программа, доступная и в браузере, и в виде мобильного приложения, и в виде программного обеспечения для установки на стациональный компьютер. Таким образом, получается, что присоединиться к торговле на глобальном рынке форекс и торговать суммами от $10000 можно даже с относительно небольшим капиталом, т. Главное, что необходимо понять по теме forex – цена валюты постоянно изменяется.</p>
<h2>Опасность дилеров</h2>
<p>В функцию этих посредником между биржей и частными трейдерами входит сведение покупателя и продавца иностранной валюты и осуществление между ними сделки купли-продажи по актуальной цене. Все операции проходят в режиме онлайн, через фирменные торговые платформы. Самые популярные из них среди розничных инвесторов – MetaTrader4 и MetaTrader5.</p>
<p>The post <a href="https://richtingworld.com/diler-na-rynke-foreks-znachenie-i-opredelenie/">Дилер на рынке форекс: значение и определение термина Альфа-Форекс</a> appeared first on <a href="https://richtingworld.com">Rich Ting World</a>.</p>
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		<title>Индекс Dow Jones Industrial Average DJI котировки, график онлайн, курс, цена, значение сегодня, что это такое</title>
		<link>https://richtingworld.com/indeks-dow-jones-industrial-average-dji-kotirovki/</link>
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		<dc:creator><![CDATA[chrism]]></dc:creator>
		<pubDate>Tue, 12 Mar 2024 03:16:08 +0000</pubDate>
				<category><![CDATA[Форекс Обучение]]></category>
		<guid isPermaLink="false">https://richtingworld.com/?p=9914</guid>

					<description><![CDATA[<p>Торговля ценными бумагами — часть мировой экономики, и по тому, как меняются котировки теория доу на активы лидеров торговли, можно анализировать мировую экономическую ситуацию. Несмотря на то, что Доу Джонс — «промышленный» индекс, наибольший вес в нём имеют компании из сектора здравоохранения, IT и финансов. В Доу Джонс входят «голубые фишки» — акции крупных компаний [&#8230;]</p>
<p>The post <a href="https://richtingworld.com/indeks-dow-jones-industrial-average-dji-kotirovki/">Индекс Dow Jones Industrial Average DJI котировки, график онлайн, курс, цена, значение сегодня, что это такое</a> appeared first on <a href="https://richtingworld.com">Rich Ting World</a>.</p>
]]></description>
										<content:encoded><![CDATA[<p>Торговля ценными бумагами — часть мировой экономики, и по тому, как меняются котировки <a href="https://boriscooper.org/teoriya-dou-dzhonsa-i-kak-eyo-primenyat-v-foreks-torgovle/">теория доу</a> на активы лидеров торговли, можно анализировать мировую экономическую ситуацию. Несмотря на то, что Доу Джонс — «промышленный» индекс, наибольший вес в нём имеют компании из сектора здравоохранения, IT и финансов. В Доу Джонс входят «голубые фишки» — акции крупных компаний с устоявшимся бизнесом. Индекс был расширен до 20 компаний в 1916 году, до 30 — в 1928-м.</p>
<p><img decoding="async" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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" width="308px" alt="как рассчитывается Индекс Доу Джонса"/></p>
<h2>Виды индексов на&nbsp;фондовой бирже и&nbsp;как на&nbsp;них заработать</h2>
<p>На сегодняшний день, по мнению специалистов, изменение величины индекса Доу-Джонса зависит от абсолютных цен акций. К тому же расчет этого индекса можно назвать относительным. Однако, несмотря на это, индекс Доу-Джонса не теряет уважения и популярности. Фирма &#8220;фондовый индекс Доу Джонс&#8221; (Dow Johns &amp; Company) основана в 1882 году в США.</p>
<h2>Смотреть что такое &#8220;ИНДЕКС ДОУ-ДЖОНСА&#8221; в других словарях:</h2>
<p>Он определяет более важную вещь — движение во времени. Отдельные ценные бумаги внутри индекса могут дешеветь, другие — дорожать, однако на временной шкале видно общее движение цен. Учитывая растущее значение промышленного сектора, он разработал еще один индикатор — в 1896 году была опубликована первая версия современного Dow Jones Industrial Average (сокращенно DJIA).</p>
<ul>
<li>Постоянный индекс должен быть изменен также и в случае, если дивиденды по акциям, дробление или замена одного вида ценных бумаг другим приводят к ощутимым искажениям индекса.</li>
<li>Нужно было сложить цену одной акции всех эмитентов и поделить на 12 — ровно столько компаний было в первом составе.</li>
<li>Выбор способа зависит от вашей толерантности к риску и стратегии инвестирования.</li>
<li>Доу считал, что для распознавания тренда необходимо учитывать объемы торгов.</li>
<li>После введения нового метода постоянный делитель изменяли всякий раз, когда это было необходимо из-за дробления акций, дивидендов по акциям или замены одного вида ценных бумаг другим.</li>
</ul>
<h2>По какой формуле рассчитывается индекс Доу Джонса?</h2>
<p>В плохие годы вся мировая экономика, наоборот, получила спад, иногда весьма значительный. Это годы мировых кризисов, банкротства ранее успешных компаний и значительного снижения инвестиций. Индекс Доу Джонса рассчитывается в конце каждой торговой сессии в американских и канадских долларах, евро и японской йене. Для многих описанный инструмент &#8211; секрет форекса торговле. Но опытные трейдеры используют движение индекса Доу Джонса для извлечения прибыли.</p>
<h2>Деривативы на индекс Доу Джонса</h2>
<p><img decoding="async" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://boriscooper.org/wp-content/uploads/2021/09/dc365506-ddd7-4715-8eb3-ecab6d45a822-scaled.jpg" width="305px" alt="как рассчитывается Индекс Доу Джонса"/></p>
<p>Изначально индекс Доу Джонса считался по простой формуле. Нужно было сложить цену одной акции всех эмитентов и поделить на 12 — ровно столько компаний было в первом составе. В результате получали усредненное значение, что и было показателем индекса на момент расчета. Сравнение с предыдущими показателями говорило о том, растет значение или падает.</p>
<p>Затем, в&nbsp;1896-м, в&nbsp;газете стали печатать Dow Jones Industrial Average&nbsp;— индекс, показывающий динамику стоимости бумаг самых крупных промышленных компаний США. Хорошо видно, как с на­чала 1999 года японские акции прекратили затяжное па­дение и начали расти в цене. Инвесторы из Европы, Ве­ликобритании и США конвертировали значительные сум­мы в иену с целью приобретения японских акций, и это постоянно поднимало курс иены по отношению к доллару. Доу считал, что для распознавания тренда необходимо учитывать объемы торгов.</p>
<p>Сам индекс назван в честь первого редактора Wall Street Journal, Чарльза Доу, и его делового партнера, Эдварда Джонса. Он известен также как промышленный индекс Доу-Джонса или просто Dow. Чтобы понять настроение рынка, достаточно следить за группами компаний, точнее за движением их ценных бумаг. Эмитентов объединяют по отраслям, стоимости активов, капитализации, стране и прочим показателям. Далее, с помощью определенной методики расчета, суммарную стоимость акций приводят к одному значению — индексу.</p>
<p>Учитывая, что компаний всего лишь 30, то это вполне возможно. Кроме этого, вы вольны выбирать только самые доходные активы из всего состава. К нашему удобству, все необходимые ценные бумаги присутствуют на Санкт-Петербургской бирже. Поэтому он создал промышленный индекс Industrial Average (DJIA).</p>
<p>Организация &#8220;индекс Доу&#8221; известна как издатель газеты The Wall Street Journal и создатель индекса &#8220;индекса Доу&#8221;. Этот фондовый индекс был создан для отслеживания развития промышленной составляющей рынка акций США. Значение индекса Доу Джонса Джонса больше суммы всех входящих акций. Смысл в изменении делителя Доу заключается в том, чтоб до и после какого-то существенного события значение индекса осталось прежним. Фондовый индекс Доу Джонс Джонса основан 26 мая 1896 года Чарльзом Доу.</p>
<p>Его корзина, по сути, включает акции, принадлежащие разным производственным секторам, как традиционным, так и в новой экономике. Постоянный индекс должен быть изменен также и в случае, если дивиденды по акциям, дробление или замена одного вида ценных бумаг другим приводят к ощутимым искажениям индекса. Для акций промышленных предприятий упал на 508 пунктов, или на 23%, что означало сокращение операций с ценными бумагами на бирже на 503 млрд дол. В течение двух месяцев биржевые операции сократились на 1 трлн дол., что соответствовало 984 пунктам индекса Доу Джонса, или 36%. Компьютеры фондовой биржи NYSE были перегружены, поскольку в торгах участвовало 604 млн акций. Фондовый индекс Доу Джонс, составивший 2734,64 пункта на конец биржевого дня, побил свой старый рекорд ,42 от 28 августа 1987 г.</p>
<p>Самый большой в процентном отношении обвал индекса произошел в «чёрный понедельник» 1987-го года, когда Доу-Джонс потерял 22,6 %. В первый торговый день после терактов 11 сентября 2001 индекс потерял 7,1 %. Список компанDJIAохваченных индексом Доу-Джонс, пересматривается с развитием ситуации напромышленного индекса Доу-Джонсаого списка занимается редакция газеты The Wall Street Journal. Самый большой DJIAоцентном отношении обвал индекса произошел в &#8220;Черный понедельник&#8221; 1987 года (Black Monday), когда Доу-Джонс потерял 22,6%. Первым опубликованным значением индекса было 40.94.</p>
<p>Старейший американский индекс, Доу-Джонс позволяет следить за конъюнктурой промышленного сектора США, служа своеобразным индикатором для экономики региона. Индекс Доу-Джонса определяется, исходя из средневзвешенных котировок акций 30 крупнейших компаний Соединенных Штатов Америки. Во время американской торговой сессии цена фьючерсного контракта очень тесно связана с ценой индекса. E-mini Dow YM фьючерс — в одном контракте 5 индексов. Минимальный шаг цены составляет 5 долларов за контракт.</p>
<p>Индекс Dow Jones по сути представляет собой готовое решение для инвестора — это подборка самых надежных бумаг со стабильными дивидендами. Впервые индекс опубликовали более 120 лет назад, и до сих пор он не утратил своего значения. Однако индекс и его составителей часто критикуют.</p>
<p>По большому счету четко прописанных критериев нет. Какие акции должны попадать в индекс или вылетать из списка? С какой периодичностью делать пересмотр индекса? Индекс Dow Jones Industrial Average (сокращ. DJIA) &#8211; является одним из самых популярных и узнаваемых мировых фондовых индексов (наряду с S&amp;P 500 и NASDAQ).</p>
<p>К 1928 году количество компаний, входивших в группу при расчете индекса Доу-Джонса, увеличилось до тридцати. Интересно, что с тех пор число компаний, берущихся в расчет этого индекса, не изменилось. Вот так и был изобретен самый популярный фондовый индекс, который до сих пор является предвестником плохих и хороших событий во всей мировой экономике. Индекс рассчитывает культовое биржевое издание The Wall Street Journal. Структура индекса была разработана финансовыми обозревателями WSJ Эдвардом Джонсом и Чарльзом Доу.</p>
<p>Но если взять последние годы, S&amp;P500 обгоняет Dow Jones. При этом дивидендная доходность индекса Доу Джонса выше, чем S&amp;P 500. Объясняется это тем, что в составе старейшего индикатора — компании стоимости, которые стабильно платят акционерам. Менялся не только состав, но и число бумаг в составе индекса.</p>
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" width="307px" alt="как рассчитывается Индекс Доу Джонса"/></p>
<p>Форекс обучение в школе Бориса Купера, переходите по ссылке и узнаете больше — <a href="https://boriscooper.org/">https://boriscooper.org/</a>.</p>
<p>The post <a href="https://richtingworld.com/indeks-dow-jones-industrial-average-dji-kotirovki/">Индекс Dow Jones Industrial Average DJI котировки, график онлайн, курс, цена, значение сегодня, что это такое</a> appeared first on <a href="https://richtingworld.com">Rich Ting World</a>.</p>
]]></content:encoded>
					
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		<title>Биржевой стакан криптовалюты  что это такое, как анализировать цену на биткоин и какие торговые стратегии бывают</title>
		<link>https://richtingworld.com/birzhevoj-stakan-kriptovaljuty-chto-jeto-takoe-kak/</link>
					<comments>https://richtingworld.com/birzhevoj-stakan-kriptovaljuty-chto-jeto-takoe-kak/#respond</comments>
		
		<dc:creator><![CDATA[chrism]]></dc:creator>
		<pubDate>Sat, 11 Nov 2023 01:16:28 +0000</pubDate>
				<category><![CDATA[Форекс Обучение]]></category>
		<guid isPermaLink="false">https://richtingworld.com/?p=9912</guid>

					<description><![CDATA[<p>Прошлые результаты не гарантируют конкретных результатов в будущем. Проведение торговых операций на финансовых рынках с маржинальными финансовыми инструментами имеет высокий уровень риска, поэтому подходит не всем инвесторам. Вы несёте полную ответственность за как пользоваться стаканом на бирже принятые торговые решения и результат, полученный в ходе работы. В этом случае трейдер может купить либо продать любой [&#8230;]</p>
<p>The post <a href="https://richtingworld.com/birzhevoj-stakan-kriptovaljuty-chto-jeto-takoe-kak/">Биржевой стакан криптовалюты  что это такое, как анализировать цену на биткоин и какие торговые стратегии бывают</a> appeared first on <a href="https://richtingworld.com">Rich Ting World</a>.</p>
]]></description>
										<content:encoded><![CDATA[<p>Прошлые результаты не гарантируют конкретных результатов в будущем. Проведение торговых операций на финансовых рынках с маржинальными финансовыми инструментами имеет высокий уровень риска, поэтому подходит не всем инвесторам. Вы несёте полную ответственность за <a href="https://boriscooper.org/stakan-tsen-foreks-kak-polzovatsya-birzhevym-stakanom-tsen/">как пользоваться стаканом на бирже</a> принятые торговые решения и результат, полученный в ходе работы. В этом случае трейдер может купить либо продать любой из существующих финансовых активов по той цене, которая отображается в реальном времени.</p>
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" width="300px" alt="как пользоваться стаканом на бирже"/></p>
<h2>Какие операции можно совершать в стакане цен?</h2>
<p>Его еще называют книгой заявок (от англ. order book). Есть возможность выставления разных типов заявок в том числе, отложенные ордера на покупку либо продажу определенного актива по выгодной для трейдера цене. Стакан цен показывает всю информацию об открытых позициях на продажу и покупку валютных пар по наилучшим рыночным ценам.</p>
<h2>Для чего используется биржевой стакан</h2>
<p>Когда покупатель находится, из его «депо» списывают бумаги, на денежный счет продавца приходит пополнение. Данный справочный и аналитический материал подготовлен компанией ООО «Ньютон Инвестиции» исключительно в информационных целях. Не является индивидуальной инвестиционной рекомендацией и предложением финансовых инструментов. Несмотря на всю тщательность подготовки информационных материалов, ООО «Ньютон Инвестиции» не гарантирует и не несет ответственности за их точность, полноту и достоверность.</p>
<h2>Скальпинг в стакане или уровни, которые мы видим в DOM.</h2>
<p>Трейдеру нужно понять, какова глубина рынка, чтобы правильно выставить свою заявку. Если он ошибётся в одну сторону, рискует не попасть в оптимальную цену, если — в другую, его заявка не исполнится. Сегодня процесс торговли на рынке максимально автоматизирован, и этот показатель уже не так актуален. Многие трейдеры используют торговых роботов и предпочитают не вникать в детали.</p>
<p>Если цены bid/ask совпадают, то располагаются вплотную. Чем больше ликвидности, тем меньше спред, и наоборот. Стратегию торговли по спреду в скальпинге мы описали&nbsp;здесь.</p>
<p><img decoding="async" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://boriscooper.org/wp-content/uploads/2021/07/14abd15d-0e2e-4ec7-b7f7-fa01349937aa.jpg" width="301px" alt="как пользоваться стаканом на бирже"/></p>
<p>По сути, этот показатель отражает ликвидность актива. Таблица котировок наиболее полезна внутридневным трейдерам и скальперам, знающим, как правильно читать биржевой стакан. Есть несколько моментов, на которые стоит обратить внимание, анализируя его данные. Мы выделили цифрой 1 &nbsp;уровень середины начального диапазона дня, который определили автоматически с помощью индикатора Initial Balance.</p>
<p>В веб-интерфейсе Bybit нет опции для торговли через биржевой стакан. Все сделки проводятся через торговый модуль – указываем тип заявки, цену, объем и отправляем ордер. Единственная торговая опция стакана – кликом по ценовому уровню можно перенести цену в торговый модуль. Ключевое отличие стакана в терминале – возможность торговать через него в один клик. Кликая мышью по ценовым уровням, мы можем отправлять лимитные и рыночные заявки.</p>
<ul>
<li>Он представлен в виде красно-зеленой вертикальной гистограммы.</li>
<li>Это удобно с учетом того, что биткоин, как правило, тянет за собой весь рынок.</li>
<li>Скальперская торговля по стакану заключается в применении стакана цен с плавающим спредом.</li>
<li>Если регулярно работать с таблицей, можно научиться выделять закономерности, которые помогут успешно торговать.</li>
<li>Заявки на продажу помечены красным, их также именуют «ask» (от англ. ask — спрос).</li>
</ul>
<p>Например, название из первой строчки STXUSDT говорит что это цена монеты STX в USDT (стейбл-коин, привязанный к доллару США). В данном интерфейсе стоимость всех монет указана в отношении к одной и той же единице. Чтобы увидеть список заявок, нужно выбрать из меню “Обзор рынка”, затем “Стакан цен”. От платформы к платформе биржевой стакан может несколько отличаться визуально, имея дополнительные настройки. Но при этом его задачи и ключи к пониманию остаются теми же. Итак, учитывая спрос на тему, да и понимание того, насколько для новичка важна эта информация — сегодня расскажу про биржевой стакан.</p>
<p>Если вы торгуете против импульса, не покупайте сразу на минимумах и не продавайте сразу на максимумах, дождитесь пока лавина стопов закончит толкать цену дальше. Вы можете проверить новые ли это контракты или стопы, но только на Московской бирже, которая показывает открытый интерес в режиме реального времени. Ниже мы покажем пример, как работать с открытым интересом. В ленте сделок отображаются уже совершенные сделки по покупке или продаже криптовалюты. Здесь есть информация об объёмах торгов в недавнее время. Чаще всего сделки по покупке помечаются зелёным цветом, по продаже — красным.</p>
<p>Таким образом, заявки отправляются быстро, что важно в скальпинге и интрадей-трейдинге. Стакан заявок, или Depth of market (DOM), — это панель, через которую можно посмотреть, сколько заявок на покупку и продажу актива по разной цене есть прямо сейчас. Тогда в стакане будет показано, сколько заявок есть для цен 0.90$, 1.10$ и так далее. Это хороший инструмент, чтобы следить, в каких точках находятся спрос и предложение. Биржевой стакан – продвинутый инструмент рыночного анализа.</p>
<p>Основная идея торговли импульсов — &nbsp;следовать за движениями умных денег. То, что происходит на одной цене — может определить направление для следующего часа или даже большего периода времени. Если одни трейдеры пойманы в ловушку, они захотят выйти.</p>
<p>Биржевой стакан – ключевой инструмент активного трейдера. В этой статье мы расскажем, как работает стакан, что такое “лента сделок” и “кластеры”. Разберем отличия торговли по стакану от торговли по графику. Покажем на примере, как используют стакан в торговле скальперы. Заявки участников торгов на покупку и продажу отображаются в сводной таблице, которая на биржевом сленге называется стакан.</p>
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" width="303px" alt="как пользоваться стаканом на бирже"/></p>
<p>В зависимости от интерфейса подобный инструмент может выглядеть как таблица. Как пользуются стаканом в двух словах не объяснить. Если совсем кратко —&nbsp;смотрят на соотношение предложения и спроса и на основе появившихся больших лотов предсказывают движение цены в одну или в другую сторону. Все материалы на сайте носят исключительно информационный характер и не являются указанием к действию. Представленные данные – это только предположения, основанные на нашем опыте. Публикуемые результаты торговли добавляются исключительно с целью демонстрации эффективности и не являются заявлением доходности.</p>
<p>В стакане (если взять верх и низ стакана) очень маленький разброс цены чтобы на нём можно было получить какую то прибыль. А если ставить плечо х35 то рано или поздно такой трейдер нарвется на резкий и большой импульс и потеряет депозит. Распознать эти манипуляции в биржевом стакане можно. Называется «стенка» — это резкое отличие скомпилированных заявок на покупку или продажу. Логично, что рынок криптовалют состоит не только из мелких игроков. Те трейдеры, которые имеют большие запасы активов, могут манипулировать рынком.</p>
<p>Это заявки, которые располагаются на определенных уровнях цен и не меняются в течение длительного периода времени. При этом их движение не оказывает заметного влияния на ценовой тренд. Это одна крупная заявка, которую трейдер разбивает на части, чтобы набрать позицию в биржевом стакане, но остаться при этом незамеченным. Повторяющиеся заявки могут обладать одинаковым объемом и появляться с определенной периодичностью. Иногда это заявки, объем которых чередуется, например 20, 30, 40, и которые размещаются с чередующейся периодичностью.</p>
<p>Раньше, до&nbsp;появления электронных торгов и&nbsp;платформ, все заявки участников торгов фиксировались биржевыми маклерами в&nbsp;специальной книге (order book) в&nbsp;ходе торговой сессии. Если какие-то условия совпадали по&nbsp;цене и&nbsp;объёму, то&nbsp;сделка заключалась во&nbsp;время дневного или вечернего клиринга. Это время, когда производятся окончательные расчёты между всеми сторонами биржевой сделки. Заявка будет оставаться в&nbsp;таком статусе до&nbsp;тех пор, пока не&nbsp;найдётся контрагент, который сможет предложить к&nbsp;продаже или к&nbsp;покупке достаточный объём биржевого актива. Так и&nbsp;находится тот рыночный баланс цены, когда в&nbsp;моменте совпадают интересы участников сделки.</p>
<p>Форекс обучение в школе Бориса Купера, переходите по ссылке и узнаете больше — <a href="https://boriscooper.org/">https://boriscooper.org/</a>.</p>
<p>The post <a href="https://richtingworld.com/birzhevoj-stakan-kriptovaljuty-chto-jeto-takoe-kak/">Биржевой стакан криптовалюты  что это такое, как анализировать цену на биткоин и какие торговые стратегии бывают</a> appeared first on <a href="https://richtingworld.com">Rich Ting World</a>.</p>
]]></content:encoded>
					
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			</item>
		<item>
		<title>Биржевой стакан криптовалюты  что это такое, как анализировать цену на биткоин и какие торговые стратегии бывают</title>
		<link>https://richtingworld.com/birzhevoj-stakan-kriptovaljuty-chto-jeto-takoe-kak/</link>
					<comments>https://richtingworld.com/birzhevoj-stakan-kriptovaljuty-chto-jeto-takoe-kak/#respond</comments>
		
		<dc:creator><![CDATA[chrism]]></dc:creator>
		<pubDate>Sat, 11 Nov 2023 01:16:28 +0000</pubDate>
				<category><![CDATA[Форекс Обучение]]></category>
		<guid isPermaLink="false">https://richtingworld.com/?p=9913</guid>

					<description><![CDATA[<p>Прошлые результаты не гарантируют конкретных результатов в будущем. Проведение торговых операций на финансовых рынках с маржинальными финансовыми инструментами имеет высокий уровень риска, поэтому подходит не всем инвесторам. Вы несёте полную ответственность за как пользоваться стаканом на бирже принятые торговые решения и результат, полученный в ходе работы. В этом случае трейдер может купить либо продать любой [&#8230;]</p>
<p>The post <a href="https://richtingworld.com/birzhevoj-stakan-kriptovaljuty-chto-jeto-takoe-kak/">Биржевой стакан криптовалюты  что это такое, как анализировать цену на биткоин и какие торговые стратегии бывают</a> appeared first on <a href="https://richtingworld.com">Rich Ting World</a>.</p>
]]></description>
										<content:encoded><![CDATA[<p>Прошлые результаты не гарантируют конкретных результатов в будущем. Проведение торговых операций на финансовых рынках с маржинальными финансовыми инструментами имеет высокий уровень риска, поэтому подходит не всем инвесторам. Вы несёте полную ответственность за <a href="https://boriscooper.org/stakan-tsen-foreks-kak-polzovatsya-birzhevym-stakanom-tsen/">как пользоваться стаканом на бирже</a> принятые торговые решения и результат, полученный в ходе работы. В этом случае трейдер может купить либо продать любой из существующих финансовых активов по той цене, которая отображается в реальном времени.</p>
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DryTumtGYFE4eOIA+UfFeib0euBLzWGI69mR7+WsLkOs4+zknFVyWZCBffnAqzE3uzBBGoJ/zaki976oeMspjZQoMYj6qrXMRuhBK5oLBQQjC9ib72F49vu5eKQM9F7mUXPKJJhk+AvcxE+RF0/dHUUFW0rRs0cilHQlXVhYqw6g/qNiLEXB16fZm07W/ZNHUatOo/TmFwNoW13aP+9Oujhofrh8EvPHG8Vo41yESmxnHhgKcoD32xUIq5jxgA2ZWZmKuLtdL4sgjBm5mJDWR8jICniOIzt4fML9Zmcx+2jXU6tvBUW3dUaOKwo1nRo1mq6NA0aNERo0aNERo/x/DRo0RGjRo0RGg6NGiLJ1jQdH+P8AG+iKzO0KwwwyxclhJUslXTM8EcckVO8jqkTSmaRwhijywjVbuxu7KlnW93tHG6DOnFQfaYQ4woWIjaB1WMGeeKcGWToGDQ5RrjaW+ltVwmmlf+VcQaRUeOKndqiF2FE1TgxZ3Rg5TOrcyAhE5KkCSOogOsdgZY0jCyVfKC1lMQVanGLYlHnHNglJCICVdHORFgg3fVCF6AnJbuzfBxNQxFaRZ0bnp7ay0qSvLLDJBEhMspkLe3ShYnujfyanVADI51F++aHGptyFp/ChwTDGzDIEGJEjIAtGGQWZY1YksWOpn2OngWCMS1lRHNkAVpgUp2j9miya9PHJ76ClVWCvd+fHJcgF3WGd7Cx85Csk7gxpYyo+WN5BHjzREwDQiORlVMFleYKWAvrNkSq11OE/W9Q/hw95Htld0GO/iuwGO2+/TbffVl953DpUZ2mcMxp4ituZ4Y+WoRTzTmGCrdstyxYndjqtIcbjxN1G+I23Fz9PqOvl9o66nHbWpUsyosiD2aNmWReWWZoRJzcObKAsisrqcrlStxe5Om7aS+mRx+SqUn3AY4U6zGM/E10S/k2RMnlwVf6NF9F9XVWVu9gKWV41MQJx+bybLO2RabFY1EYwLlkD4kqxRHIICtd1XgU6VFDHirEuYo5kjqZI48FBXO3LaaEh4rSAqIzFVoQeWwDD2ApQ6KTBJUBV4fZYwTu9RKhUjmopLC5VWSQFkUNgmZZVVyUuQn9klampal1qqfCONJTJLKYYmnjmkSoNLGH3ZbyGRlLCJxjQFJhzI3n3r0lO/uGtDWuMADcOCgLVxG1htttuNv7NWn3d8HaWnjdds5WW/Ldg7ezynEusy7KCRiVFubkGbxKKkeE3OKta5tfc28rkAXNvMAfYNXF3WUganjyh5jCVQ11pycCkihAZWWQZsSd7pdVxs/XmbRYGtbA3rz/Szad02jTh59r4HkltPwQ+zr7wJ4Kk+zsjFkAid75NIGKlDcMqkK86jFiTjGu8TtNUcMqW9kqQTNHhJIEicsgCjG7c3Ekb5ByxBFzfYT/s3Rk0ylaNZlJsJ35KOWYgCM55k82bOnB2YLhjifEau+UDSuZ4zyeXdTdU8S5LZHIwGK2dGUoNgVNtra0bNE1Wk/HgfDyXl9j7Uu3Vm4nuII0MxoeIg7uXBQLtF2hlqTK8rKTIc3xjiiVn+vhGiqGPmVAvdid2a7JSUbyX5aM5HUKCx3v0UbsbBjZQTZWPRWIWTUzAElWAseoI02hjYi5swswvswuDYjzFwDY+YGvXUGta2AF6a5r1KzsVRxJ0zzy4chyW+q4fIgu8UiC9gXjdAT1tdlAvYE2+B14T6P3/ANg0nSMDoAPu0oj+j/2v7NbDoq41WNFtA0a1rNFtB0aNER/j/G2jRo0RGgaNGiI/x/jfR/jz/XRo0RGjRo0RGjRo0RYd7b+n2avnv0pDJCyra7cSp1F9hdqAAXNjYXI8jqsu7rhaTjiCuL4UFVKm5FnTAqdiL2PkdtT7s72meqr6Yt4UNTTvywSUzbh72ax87bfdrVXyZi4GfKfmtWzD121OrAy6t9MnnUdRcN+eTTKpVTca9HSrjSWmmHpLKPwdhpJrYtxEGEaNGjUqFZHcB2WFVUmWQXipcXsdw8rX5YN9iFxZyPVU8iddK6q75NFKFopHHWSdyf8AsrGoH5E/edWjr5D0ovHV797To3sgd2vmZ9F9J2BbNpWjSNXZnx09FMuxXZyCrTEtIs6bva2BUsQLdfKw6qb366lnaHs7zDUyhUmPKWKnQWujrfIm9gGVjcWN7XH2o+6anEVPLO5Ch2PiPQJHcXPwyL/hrHYnss8c3PFQkkbZljGSeaWB+l+zsxy6nca7+z7Rv2ag3qQS8S4tIBa3NrXEGcWTidNc9YC4l7cu6+q7rSAz2QQTJyLmgjTMRrplpKrGaIqSrAqwNiCLEH0IO4OqX+Un2VDRrWoLPGVjnt+1Gxxjc+rI5CX+q/7o10T3kcQSapZo91CqhYftMt7n42uFv+76W1XXeVTh6GtU/wDJ5iPgVRmU/cwB+7XmbGt9g2kOrdID8M/maTB9PXNd+6p/bLE9Y2CWzHAxI+uC5Dto0DRr7KvmSNGjRoiNA0aBoiNGjRoiNGjRoiNGjRfREaDo1gnRF6OsaCdF9EV3cc7STUQVwkT/ADhHS1m8vtCiSB2CSPeJHaoCIivJliZhPILsQIt/dxXTSmaWJVVpa+jlNzVLFnLUZJCOUrLjmQWAtIY1N2xADaOP0dN7EzLSVDzCjoytU3NCZZ4NOA7n3MnUKq2CtDYAPeNr7t40ZHDxPNaah8CKGODVKo+/tET3kBEAUAplKuTIcDqiV3YBapt3VJVClgWnWGljFUVWOoSZ35gpc82Mjopj5gM2BxxCghmwCyVr3xRyCSEylGYwReJFdcgrTR5sZHd5cyhZJyQJIjCQFFlE07ueHQOiZUUvEG9pZDKY6cbLSbUpFRVAkQKA2JtEDiwYlY1aB951MFNPjT+z3p4CVCRRiRhzQZMYnk8ZAAczNzS4YskQKoM26haLn2XfW9RKj+ml+mS3vawFxe+QK2/pC3rtqVcUqGdnLMCY4jChAiAwhjMcYvEqq5VFVeZuWAG51EYzuNWR2zueTdAl6OOwBYkqsckas4eKIq7BAbAMpBVld1cHWq7JBp/xfJcv7NQqHFVq4CPZbE4zuHLPKearz2x/rH8dHtb/AF2/rH9daBo1bUq3uwnFjFTMwrfZ35dKyRmSnjNQyzTE+OoilICiykxqQBJeUOilTs4vxBagpjWSGmmnlFapqqOFniWZPZ6vEoiRTyh3OEyAssMYASMLhp7sKeokidKeFJg8MCyLK+MOQqHEQkQIZJUJdmKCSKPFH5hcYoZJxpqiOWjmkREZqurlgeKaR44WqZUDuQ9I/LpZY1doyRIGMjS+7W6aptGR7z7yuxTIgdw4cFTle1ncK5ZAzBGufEoYhW3APiWx3A69B01bvdRUgU0WcxjAqIyLMoKkhlaXxQyG6r0sSSQRiN21U/aJGFRUBwodZpg4XIoHEjhgpbxFAwIBbxWtfe+rd7k+Z7OvKH/6inGR5+JYygLH7o2sW8RUDIqp8QAAPO2l7De/4FcDpaJt6f8AH/xcnzs28Qij5lRMJGJDCnzwCezr5RoFaRIlRbXJV7lrhXGqv7/HVpYGVnYGMfznNLC6qbZSgM4tYhgqqb7Cwubk7Cwz8iIR8uFBN9CRJJGzEGWZydQyl/ehLeGytchd6i+UFkXpi5BLRhwQjR/zjSSN4XdnF5Gka5xBBGKhMNVNmyKrPH+nv+C8lsgEVqfj/SefwVWEbH7D/A62dnKJZXxY3b/JRC4NRJY4wh/2MiFW/U5WWx3Hj1+w/wADrRRVzRhwthzFMbHzxIIYA+jAkEG4OxtdVZfXUtF7F63cSosciLHBsJCLLGJiSWiiF7uIxYEjYf0SjOmj+j9/9h1u4pxN5sOY2XLQRr/RHn9p8z52GtMXQ/aP4HWZ0WAXkazovrN9a1msaNGjREaNOcnZ+YLkUsPPdbj7RfW//wBFpvqqP+0P01WN5QH42+YXYZ0d2m4wLarMA+w7Q6bt8HyTLoGnTh/AZJFDAKAfo5G2X2AA7fE2vrFLwORmdfCpjsWyNhY3sQQDcWF76k3VIT2hlrnpu96wbsK/cGEUXw/2eye1kXZfygkcQJGSbBo0s4nwx4cc7Wb6LKbqbdd7D1Hl56xX0BjWJiQRKuQA8gMTv/WGs21mOiDrpzhV6uzbmkagewg04L5ywhxAE95IiOM6JJo08UnArqrSSLFn9ANuW9D1Fr3Hr1HTWafs85d0YhRGAxaxa4N7FV2JvY+nQ61G8oie1p38YyyzzyylXm9G9ouDCKR7cRm3eC4Yu12JaCRjw5CdEzaNPNNwMPIESVXGJdmCm6gEC2Nz4rnpf7fK6Xi9GkeOEmd73BQoy29Q2+/lcDWTbqm5waJnXQ+uWXitVfYl3Rour1GtDAYnGwyRE4YeS6MQktkCeRUq7l95a1frcOrB/wB1rz3RcRJraRT1M0JBH1YqeaAC3qVZd/3T6629xovVTj61FVD8eVqFcDq+XJDJv7t45LA2JCsrEX8rgEffrdUbiYR3rzuy63U7SqVOHVH3/JL+19MVqJyejT1OP2LNIh28vEpG+mk6nHbXfhvB26n+XqSep97F1PmdvP46hMsZBsQQdtiLHcAjY+oII+BGsabsQ+ty615R6uoQODT/ALmg/FedGjRrYqqvr5L/ABUGKppyfEkgmUfuSKENv6Lx7/0x66vHgUkSyKZ1Z4he6rsSSLD9pTYHfYg7DXF3YjtE9FURzx743V06cyJrZpfyvYEHyZVO9ra6x7NcciqolmgYOjf1lbzRh1V181P5gg6+X9Kdnvtrz7U0SxxBzEjENQe+Jz1zG5e96P3jK9t9nJhwBGWRg7x3acsuKvaop4p6SOCCQQrMLRBwcmCNkyhWYMSSNzvsSdwdauwfZN6RpHeVSrLbFb47EHNr2FwAQPgTvqv+E9qXjeF2CychGjiU+HEMAL3Ubmwtcj9dMkk7G92JuSSLmxJ3Jt066l+37THTuOqmo0QIJaAA0bsxBcXQBuAlYs2Nc4H0eshjjJkBxJJO/I6Bsk75hOfbOrWSpmeO2DNsR0NgFLD4MwLX8731WvfXxQQ8Pqb9ZV5CDzLS+A2+xC7fYp1L6iYIrM7BVUFmZiAqqNySTsAB5nXMffP259vmCxE+zQXEflzHOzSkeQt4VB3Auf2yBS2HY1No3/WkdkOxuO7WYHecu7Pcrm1bplladWD2i3C3jpE+A9VAtFtGjX1xfOEW0W0aNEQBoGsjXkaIs6NLJeEzKubQyqg3LtFIqAepYqFA+N9HD+Fyy3MUUkgGxKIzgHrYlQQDbex1h1rImRHetfWsjFiEcZSPRp5HZSq6+zS267ow/jr3SdkKp1V0p3ZHCsrXQBlYXBF2GxBB+/Wo3VECS9vmPmtRvKAEmo3/AHD5pj0ae+JdkqmJGklgZI0F2YtGbAkDoHJ6kDYaT8c4BNTBTPGYw1wpLIb23P0Wa1gR1tqWXNJ5Aa9pnSCDMaxnuUsu6DyA17TMgQQZIzMZ5wMymzQdPXEuy1RDEJpY+XGcbFnjDEt0ATLPK2+JFwAbgWOsdmOzMtWXEIU8sKWLHEDK9hexuTidvhqPtVHAamMYRqZEDxUG8odWauNuEZEyIB70zk6L6UcUoWhkeKQWeM4sOov6g+YIsQfMEaTa3tcHCRot7XBwDhodFenEI2aSaBqqGKlZKaJJQtEAYXlo4p0yWTJmp4wiFoy4ZaFAzryydNfZ5EgeqjWqiSNJ6MpJnQuZQlUCGBqYgZVhjylZ4SsQZFzWRGUjf3h0z1Mjpy6WnahR5ZOXJIUminIkXkAQDOGCNMi6qI955Sx5hYouxaPTmtiNs4XgSRjNJHEDBXYm1qaaORjKqhWk5bqpkMYkLOopL0I9n4eSf+zvFBCh5lakDe03EdO1Aolpyqo1VZaecu8gzkxxMTCFAFVngIg3ebWpKKV0nkmvTw5iVonkhf3mUZaBFTrc+MtLv7whttWX2Jp6grUrSxxwhK6SWUy1DqRLFIrSlDHAhaniVYoSSyZCScMt5YxHCu+tZwtH7SVLiBVLKWZi6eCRXLfRdWAyiUYq7SEXD31k3VV7j2XKtNWF2vdS1MY/aLeyIJDUFzm+MgMkRck8l2uVVLIOg3ytXras7tYvho7yRufZguMYQcnxSMY2CM1yHkezH6QtsNgMLsxg/i/6qnRo16gcaTGuAHaLtWiCZHOASOYCrEaNC6NWlXVmdiKSNqdmeKWSVIW5DRrMyRsshJ5ogKsVZuUDkyAJzmBzRAXyvlTmR4R1dM/tcqOsxqXjqFMtI4hTKW6SEFKyQFj4rsXcGFQz9gpZvZHWAjxwVIdGjWQTASQR8q7MuJZJpbCz5W+hcK6OvGOIyvC0lTVRvJGkVRBSyCnYrPzpkkSIc1rCFKRXORLyR1D+DmS5CmwzPe73ldlgIa3uHuVedoYws9Qqo0aLNMEje4kjQSMFje5Y5otlNyTcG5PXVl90MaNBZozKedB4AsbeAzqrbtNG93uIgACl5BkVOBFW8RrGlkklkOTyu0jmwF3clmNgABdiTYADVn90E4ED3kWMc2nbc04YlZxuBOhYqiFnJVgqkLmrhjjztp/sx3/Arz/S0f6Vk/n/AOLlM+yEMPLQtTmp/lHL5siwICTCqrT++nF8CQAtwuRUgkhUNZ9/MAX2a0PJvGjY+78QcOyteMkN4Cq5tZ3xyYAnVkUFQixkS1AQ8/8Am4WgTKIqFMwMcTtzGGTgDwnlp9FmjOq477wnLpOW7OoRPCcfd7OcRiiC9ybizG9yWYnahs4jrmDv4cD4rx2yCBcUx38Pynx9VVo8/sP8DrXwsJfKXdF/YBIeQkHECxFlBGTNcWAsN2XW0frpvRb2A3J2AG5JPkB569nS0XtXp7qBFErWCTc9SY+mVOpBwLHcicOwBQHG0bXJyXBpi6H7R/brNTRuls0dL9M1ZL262yAvb4axB0b7v7dZnRYBY0aLaLa1LNGvcJ8S2IBBFiegN9ifgOp14to1BEqWuwkFTTisaskjS8sHHwyRubuR9EY233AspLflfTLLIDRqtxlzCbXF7eLe3X79MmOs21RpWOAAYjk4EeA0GZ+ty9Vf9KDcve8UgC6k+m4zJONwOIkNbJEQJE8XE5qTVSpULCecsRjXFlYgFbWuVuR6bH7Ps0qbjEbPUEkFeWqKCcebbmEgee+WNxv0OofbThwunjk8LMY28mJBRj8QbFT/ANqx/LWqrZMa3tF2EaRuBIJ0zOngr1l0nuK1YCjTpiq6MRcTFRzabqbfaOBuTiYyDjlp2ScW4nzQihQiILKoN+tupNr9P46c6jkyxwK02BjTEjEtuQtx92Ok1f2YlTcAOP3ev9U/2X0ystjYixHUHYj7vLW1jKNZrepdGGSIic9ZkHWd6o3N1tCwq1RtChiNVrWuFQODSGEFuHq3MEDCAA0wAIUkq6mCYJzHZDGMDZSQ6+osDa9r+ovbR89o0rOXeIYhEKgNcAkkutm8zsLG3rrVw/gXNhDLYSAt1vZ18r+hHkR6EH4MLpYkEWI2IPUHWmlb0ahcwOOUiDGUmTGWh5zwV6/2vtK0FK4fSpgVAx+NoeOsLWloxEPBDmAnJuAz2s8ipPW8aiaRDk91UqZUAUkm1rg9VFibEWuemkfaXiyyKiqS5UkmRgFJ6+GwA9R5DoOumMaNb6dhTY5rhPZ0058uemnJcy76V3lzSq0nhoFSMUA7sPFxH4R2iC/XtZlT3uG/9tYfWpqgfkh/s1X1OfCv2D+GrC7gv+EEHrFOP9An+zVe030V+wfw1fOg8fgvC2//AN6v/DS99RWhU8P5vCKE4F+WvE3GIY4lZFORx8gB57agfaJryk+sdOfxp4T/AG6d+zfEnjhblsVLx8SjNrbr7PSyY7g+YB21K+8zsq9RUI9KiGJlooLphiHkRzc4nbBFj2tch0t01Up9l0Hn7wvVXmGpbmtphazFwhrXZzwAGc6KrdF9OPGuBzU/L50Zj5gYqDbfBijC42uGHkSLFT56btWQZ0XKIIyKxfTt2Y7RzUj8ynkMbG2Q6o4Hk6G6sPja4ubEaU9nOystTHJJEUtHLTwkMSLtUPykOwOwcrfboSfKxbOMUDQSywvbOJ3jfE3XJCVNiQCRcbEgfZrCoxlQFjwCCMwcwR3JRqES+mfZdhkbnQDHfBB7ire4N39sABUUoY+bQvjf/wDbcG3/AMw6VcQ7/Ft7qkYn/nJFUD7kVifsuNUaDovrhnots4uxdX4S6PeuuNv3obhx+jZ9yk3bbt5U120zgRXuIYxhFcbgkXLORtu7GxFwBqMaDpZCt4ZfhLT/AIYVn+z8Brs0aFOgwMptAbwGS5tSq+s/E8knPM8hKR6NLK2whiP709z52AhO/mbZHTz2g7DVFNE00yqqpJHEQHVzeRDKp8JO2Nh9p+GtxMKuxwccI1hxjfDTBPcJE8JCjWjRbRbUrJA1ZncfwZG5tTIAxiOEd98DiHdwPrWKgHy8XrqswNTTur7XLSM6S35MtiWAyMbgWyKjcqwsDa5Fl2O+uZtenVqWr20tcshqROYHh56Lk7cpVqlm9tGcWWQ1InMDvHnonSDvdlzYmFDEQcFBZZBt4cnuytva4CDzt03e+5OoMiVb2VWebKyjFFJQGwW5soPlpGabhMRaXNZL3tECZVF/JYgLj4Zmy9fDa4R92vailgWpDkwpJJlHGRJKwjxC2Lqrb/ab/E9dcK5o0qlrUFtQe09jUHODoBJJjeY7yvN3VvRq2dUWlu9p7GrTnDtAJJJG8x3lSLjiV8UMsjVMFo43cqsRuQqkkAsdibW0wd0XaeaSaOndwYY4SFXFQQIwip4gMjYbbnfSZoeDDoHJHTar6+XkBqO92fGUpagSzXx5bKcRkcmx8h5bHW6nZh9pVb1ZxR2ZphhmDEQTJHHmrFKxbUsqzeqOKOzNJtMzBjCATJHHUSnPvW7Sz86qp+b7i4Xl4pa2CP8ASwz+lv8AS1b/ABbgqTSQPIMuQWdFPQucbMfXDEkD1sfLVAduK9Z6ieWO+EhBW4sdkVdx5bg6lveJ26Sf2c0zSK8MhkuwxGVgFNgxy/aBB8mYdCdRdbMqPZbsojCcLsRAiCWNBmN5iJ1UXmyKtRlqygMBwuxECIJY0HFG8wROqa+96vmaqZJvCkf8yoN15Z6SXtuz23PkQV/Z3nnY2jeioEdImlnlZJXjUeKzldvhhAPOwz+3UX7VdsaWsWAzQyiSJlZsVjZSNjLDdpASj22JAI2NuoPjtZ3myyMvspaBAtmDLEzMxPXcOAoFrWPm1/LU1La5r29K3FMNAPanJvZ00kkO17/NZVLS6uLajatpBoae2HGGnDpmJJDjmY3796Wd+vBbPHUqNnHKk/pKCY2PxZMl3+oo1WWp5WdvhNSNT1CNJKwNpRgoyBzjYqAN1OIIUC4HxOoJrrbJp1qVDqqwzaSAeI3Ee7OMl2tiUq9G36muM2kgHUFu4j3ZgGAFefH6+NZar3tQIOSWEcz8TWaKYpS4zS42kameQwx5Vbi4jYxhLQIyYEGfiRQVIFoWCE8TMnM5isWldGExVWMhX2tC7BkK8lsiHeNHnlmlNVDGy0u9RJC6sGX2OoMKxrUSI0tKxjqXlZ5GMtS6MpLIFQV9MTPxTOohmPs6B5uUmTgLDeEIJUxc2EMgjZgWRi4UAg7l7SYy+t3JOPZiGF3qQ8dZVlKscrE1KmmAqZ+TDMXkU8xCzyyFgXBnAuzs2EH72aaNRT8qGSIFPDzcc2iBVY7hZpVPvOfIHURphLEqqRHc2HwtiklYJa2ngV6uNwI1pwa0e2zZVXjZrHJdsGKqsIFyMmaDd7cyusI9ujqsWnvgYnALPE7SXgjUjmOzR+9VSxpzIihJFAybqFprzhd+v9lWurO7Q1qvFQ4QpEOSUDK4cy4tiXkAVMXyDFmscmZxfwYpW5iX64P3N/aBqYV/ETIKEFpJCgdWd2maP+csEiE2wxUB2MQVSZVGIKXbG6bIYefyVjZFYsZWAGrT/S/nz5qEJrOhdGrK4atruv4uI6OaEwrL7RFWLcsqmJSojaRMiMpF5ofEeLFXsVFyM9tOPCnSTh7UcaSxRpA02SmojxVyoYiPAOyOglVOudT4laUsrZ3bsnKbmSTxjkVwVoFlc5EwX5gh8XLEebEOViuqZsFuGfe2XBqVpCyrV+GppkvVJWrHLT8q70UUrxtUmodyhUNHnjIDGuK3PPpUWsLyN7iSu1TdLWzuAVXatfuYlIgmx8ngJJeRFAWdWGywyIzZY2LFXUB8A12XVedr6dI6iZIlZI1eyIyyoyrYHErP74WuQDJZiLEhScRPO53+YqPpkgoQqc8i4kU5NyXXZRfZgSSfCUIJ1U2j+zHf8CuD0qztGkfnH9LlZ/ZBZgJhDHEoFRKZBK5PjF1kZPdAYouKKW6MWupLJjV3yhYZBHSc1UUhVQBMtgq3Cm4sQisqAqWHhZcmxJ1YPBoY2aW8U05WoAW4ktColkCxvnIvjClnJN7NKLkktauO/SFBDTGOJox08QQB7XIYFGa7FWDtuB40KgKy3oWB+8Z4/WnxXjdmH76n3/W74qpBpBFIVIIJBBBBGxBG4IPkQdOCr8NI6GmMjKi/SYhRf1P2Akn0VQWJsACSAfYU9F7N6V8cc3QZXBipyQGDjJYVQ3xJAdSGBB8Q+/SSHo33fx1vk4W4R3K+CNzExuLZg2IG+9j5j7r2az73V8GjqquOCbLlyB8sTi3hR3FjvbdRrJ7g1pJWVCi6tUbTbqSAO8qNaNdfQfJkoiQA7MT1HMfJdlIuAR5Ot7G4yXbfSXgnyd6KVHfB1xJGLSzZbKX3AcFb2tv13tfoahuRwPp811W7HqEF2NkCJzdv0/AuS9Gus6ruCoEiEhhl3CGzPUqAXJFsud1FsunQi9iQDz3wPs0JKaapJiHJNOFhRhLUTCaZYGKwioEimMsCFdQZCQFsLsNlOoH6KreWL7aMRBmdJ3ROoHFRDRq6u0HdFHDTzTJVRzNHnhFHEDI+EwhxwM5OePiKi5Dkxmzri6XtF3cQwQPL7QpcRyyCErArwvHCsohmsZFZi4kiyiJDM9GAAKjNNipKn9ZB0urqUZ2zRQyhv8pipIBwIWM2b4KCu/XSaOEHHxqMr3uJPd283tGbg+XLzPqBqJWUFOvBu0bxWVhmnp0YfYen4/jqRxvBVDcAt/Vcff1t9m2oNyR9dfpY295e31/5u2Hwvn+7pbwvh6u9ucoxIsQHBcdWKFlUriB+2F+w65l3YUjNVpLXDePkvb7B6V3zMNlVa2vScQBTqR6OOn80gboUq4dwloG922cZ6q2zD4gjY/YbevXqdpeBc4ZpYSD7g4Hkfj6N93TosHE4UA96np9MMT9u5JPx15TtBCf8qv33H8QNefFW66wVWtMjfBzHPcvrL7HYf2V1jVq0wx2YYajTgPFhJxDPw3RGSruWMqSGBBHUHYjXnUv7X1cLqm4ZifppizKvmbXAb0wLLc+YtqKlVsfE172AwUAp9YnmEq37gVh+/r1VpcOrUw5zSDwXwjb+yaezrt1ClVbUaIIcOecHdMcCR3GQJt3Bn/1lTj1Ew/8A4pD/AGagMA8I+wan/cbgOKUtmc+KQR3VVyvDLlmBI2Ft7Yl7/DUPmSMMRd7AEdFB5g+8jl38+v2atbvrkvJ0Wxf1R/8AnS/qrLZwOQ3Zb7CGsYD0LUsmR+8Rp/VGpZ2I7aNBHiVUqKugZmJK4qkTx+VxtHTLc2N7t8LQyMoML59DzLMqk32GBwOIt1yDX31tiqEETIQ+TSxOSGXEpGs6lR4Lq/vR4jkDv4RbfWW5z3Lrk46bqTj2XNc13MOBEesKd98FSZ4OGTBbcyKplIF2CAyRE72+ipa2RA8vXVbatPhjpWU0cIVozS8PrpEYsJAyiVRgy8tPF7tTmCALnwnUM7K8IWokCrHI+bCNIw4LZGOWQsWWNcwBETiAn2mxvjQOWHgVY2mGUyKsjCWiD/C0A+Ub1M+59StLVXFr1HCXHxBrVW/4qR9x1Ee9CP8A9YVwA/y8x+65Yn7AN7+mp1VSBE4TcXDUvD8gDhd1qYgGaw8RVnyseutrcLjm4xWrJEGXGs3LN435UJOysCto58drXyPmNso+9A5fH9Vw7W6bS2XWu36GsXRvGGm1hHA+xO7h31f2QpWkqaZUGRM8IHQC+YaxY2ANkYgE74n00o7U9lpKNafmgAypISAwbF4pGjYbC1gpj3u12L72tq1+L8IjhNLWIiRpD80yyKikO+XOgH7QTwrIu5F7LYm1rV1xPtWZJ58lyjkaWOIPdjFFLUGYgKzNGC17MQCdlCkBRqQ4uaHDvVucN7WtsiGYW4hI7cy4H+Ug+OvCJSLYkEEEbEHYgjqCOoI9NWFxPsxTw06BqgLLUxcNqY0YEK3NeWOa9s2xjjd3JWx2Gx6GU1XAKebjE0EkCGNplBVco92oefcGNlsS4LEdCSTbLxarDjHaBpRRlgjmCmjgAINgEaQANYi7BcWvfz8+mg7TQe74FaatR7L91u05MDg6f3sTWkcwWk8NNVIuC9loJ/aIOcWenTiUoVUYJ4OTHEwkYqXBxysUXzBG29i941MKmH2VXUSz1FAVUlQ2LREFgpIvZY5D8cCNU5w3tW8EsskKqOaKlDkqlik5Js5IYHA4mw9CL2N9JeL9pZp2DSMCymIqwVFZeSCI7FVBAW7ED1ZvXWLmuM94jwVmixlOrRq6wyq185E9Y5hEQIywkeWqeOAdgZ5DULIvJaOIurSB8ThMkbtGVFpAFEi9bHJDfdTpo7bcG9lqp6cHIRPYHpdWVZFv8QrgE+ZBO3TUn4D3gzHGJuUqrB7MtkC5K00V7BbBW5dwAoC3W9jsA9dsezT1fFqqNWjUuwiGcasBakScHdG8RItmBmB0YWA0DjiAPA+9bajWUqNeu4/dtc3CTqG9XLp/mB8FU19eo4yb23sGY9BZVBZjv6AE/dp/7QcMkpRRsWjbnU6VEeMaeFZbjF8k944t9Jsuu2n/ALlKljNUJcWFFVsosuz+6s17Xv8Aaba2NOKIVXaNX7HTe94Mt1HlzUBkUg2OxIVrfusAyn7CrAj4Ea8Bx66sPvsJE64WELQUhcLYKZGWYoSq2ucITv6AfDUFkr5CXJdiZAA5ybxgdA2/iAHkb6wY/E0FXrq36mq6nOhI01ieaS5j1+H36VVFC6rG7LZZQxjP1gjYNt1Fm2366duyFLLU1Ecau/TFmze6QLbJb5XCW8IUbXI21Oe9OEKaSnplPNQFIRGSHRAEDEMLW2Ci5IG7k9NqVe/FO4ZR3mSeTQDn5+kriXO0mUrqnbjOZLv3WgHPXj6Aqqgh9DubDY7n0HqT6ddWB2e7vMY/aK1jHEoy5QvzGHkGI3W/TBfF03XUq7H9kkok59U4aRbybseVCSLFlB2MltjKRfewt5wPvE7aNVthHdYFOw/ak/eYeQ9F+y+/Sgb+re1eqtcmD2qnwb8/HLfzHbSq7QrdTZkimPbqfBnz13iNSy8fd5JGtE0aRi6RBCohh6glQLLl9JpGJyJ+kdtIVoZDiBG5LLmoCOSydc1Frstt8hcaTk6wV13WNwAAaL0lNjGNDRoPr65pRHRucLI5D7IQrEOR1CG1nI8wt7aPY3tfE2Dcsm1gH+p/S+Gk5H56NZLLL6/srvmo46qabk0eBWgLmFPZDHGrJDNBVIbsplKSBGKDMrGt8eY0SaeK4Cp4liiWajLxqGp8QnIgk5xHJ5bycu01lEV5GytkVQrU5ZOM1Uwi+biLRcx5ecYogV8FOsvsi0qge8GGQkALISC38RlhFRxE0s0zQSUk0gY+2F5GaOFwZCkeRi5rCRpKlRCVPUExkU13BnknfhkbM/FkpqKKWQ1EJljmkjaOKb2mZkjhSGJBNAoUM13hUKDfJbAsffms1oufCkJSStUIkhkCEzxycsKYYlRFDhlYcxnD+NlKiNXaoZJTxBHmnqVZohBH/wCs3xUyvda1UhSRs5GRAagczESGMFuUDHe9lIxHFy0qEtLXAc/2wgr7SGGJqgFVxcrIsQLEgPMVkYopuq1Vx2T9blWx1NeIcakf2WnfHl02PJARYyqz8mRgSpJcEgMGdmY5MSfFYQsaktOFyiIAAtAduX9LCMt/N+G+Vyf273z8eeou3Q1v8S59PaYs5ls4su7UTpzTAag+i/1E/u6x7SfRf6kf93XiYbn7T/HXjVlalaPdPWzBWEGN2iq8yYOcFRBFJcokkZUZIgyAk3KgxSXtqb9rqadbgzQSsKuIk8qoiWE+zqTWmZqt290qtM9iZmWOOV35ZiQVl2JjVqZw8fMF6g44xMykUdUwkUTOgDQkCYFSX92cQSdSXgUEXsj8mhR0RK0GtzpxKqKYLzyxuWMTx5raFyRjPGY7OysKbDm4cyutTHYaeX1vUZ7xZ3WsqA0gchh40UorXRCPCWZ1YAgMJGaTMPmS+R1Ke6WoYw1d2AGJuWEbMd1OCh3RvH5hD0F22FjV6jVjd0kgEVWLXPKkIuyqoACktZo3DEDdQSnitYlsQaG0f2Xj81x+lI/0We5w9xVmxVjJ7VnVxwjnh1IWF/aVFTJlPgvMZjcGyx+EBFBON21Ae/qtJiiK1Jn95JkwaK5IIQORCAQHRUCmUlyqAWRVUGb0suPzhhDFtNG03OfKKNxNKRgsUSmWJQMjbAAA7MLKYh8odnMMeaxraao2icyKjCRVaPdFwAxEgW7FuYznHmAa5tkfvWd/PifBeI2afvqfeOPE+HoqVFQ31m/E/rrX2YKCZDI2CLdifO4G2PlkDZt+tiAGYqrCdRpNQwKzEPIIwATkQWBItZbLvvvuATtsGJAPs6Wi9s9O9Xx8TiXnKQzJaMxk2Uhg6KwckEKclzWxxZxY+DHV2J441JOtQih2iyIVrhTkrIb236Nfb01or+FpGqsZ0bmJzIwquSwyaPfYcs5ows4B26aQ0/7X2f2jWbmgggpTqOpvD2mCCCDwIVsy9/dUekMP3mc/D/OjSaTvzrD0ipvvWc//AOxqrtGqn2anwXV/xu9/8h9PkrLPfdW+SUw//blP8ajVemqH+bT/APk/8zSbRrYym1nshU7m8rXEGq4ujSdyUCpH+bj/AAb7PremgVZ8lQf9kf230n0azlVYC9TyFiSep9NhsLDYfDXi2pF3a8GSqraanly5crOGxOLeGORxYkEDxIPLpf7dOPa7skscNPLTB5AYOdVm4cRHIICcQOWpbIWN91b6p1i5wETvSkese+m3VjWuPc4uAj/aZ4DNQx/P79dF9lPk+QVMEcomnJZFYpnCDcxrKbD2cgLvYZNckW31zqddI90veFJNT2sIUp2pac+8az8zGHmfsBGNgLeK97X1saWiS5ec6QNvSaItCc3YTDmtzeQ1mbv3jw78k4Q/JugBs3tFyjOgM0JzC47Ly4j4myFgbX8tODfJnpxl4ZSqglW54s9tzjYBrWubkDYfEahHabvurYipaBWiJmjp5uY+MyQylXdceoL2a5JvkpuwsdMsvygas/5KP73mP/iDWwPYcwuGdm7baS1/XbomtTB03wI3yI3Rzmz1+TvRq2EiuGwLgCaSToxQglGABBHkT/ZpRF8nGl/zPlfeonF/ojyfpdgN7fdqnZO/asO/Lp/vEx/8fWU7/wDiAXAcgL0sEmtY3P8Ayj1JP3n10Lm/QUUtlbYdIqOqAbormfHKPER3K5KLugpaGYSxxqk0IDo3Pnf6YZPCruUY4k7EdDrFJ3L0Dh2MAJBfcPUOjHlvLs3PG91CkY2GQtfpqs+7/vHrKmaMypCKUSpFPIqMgQyhhH42lIBZwq7+bKP2tR3i/fDWCSVUaDBZJFQiPK6KxCnLOzAqAbjY3vrLEyNPQLk09j7addvAqGQBM1qmkugFwbqNYgRIP4lfsHcxw6yHkJduXktpCUzD3vlLcBWWxNul26WvR/b3slEK54IeVTRrFDICVUx3ZghGTnZ3J8C9GewJRSXVlbvhr/rxj7IU/tvqNdoe081S/NnKPJYLly0HhW9hYLba51g57ToF6fYmyto29xjuXAtwkR1lR8uJbBhwgQAdOKmHYDikcbSCV0iHsNbCAVdWLPIz3ZUjKDZWFlJYlTt0vtStioYZ5KeSE1cNTSvCyht45KUBgqyIvhIefcr9axuNVpUTFrXtsLCwAFrk9AB5knXqrnLtk1r2VdttkVUH+iov8dV2swuLhvXsL0C6t20KmjSD3jOWncQcgRvCdM1jemfmI3KVZPCJBzGWqnkKC8YKNa384FG4IuCLzLjPbaOZneK1PLK9TMZVL81A9JyRAXwTINIqNsbFo4xYmx1WmjWUCZWurT6yl1Tj2ZxRlrBGeWeRORy5aKQT8V5sOEk7/wD6aMoA7BY4FmVbK0mMm5RivhANiN9MqhRY5NcN0wFsBvlfmbt/zdgP3tadGkblnniLicyZ3a+Sns/eO3tMlUqIsjSxyqREC/gg9lxLtMwjXl3bHCW7E+JRqEYJv4nIx8J5agl/QjmkKv7wLHp4dadGgECAsTTBqOqn2ne0d51OfiT5lKEEd1uXtY52VbhvRfEQVvbc2PXbWI8LJfO9zzLFQLeWFwbH1LXHw1oA1m2pUwtyOo3AbIOGU5C2INwCMLl/3gQP3dWp2c7w4RI9ZPA3OarRiyG4WM0clOqWP0v5sk7A3INzYg1LbRc2tvbrbyuLgG3S4BIB+J9TrEskg8FNQCpQqUHZse0hw7xHgYJgqwe8uIOnCAFZmkoYY4wHVTmSAl2KEEXaxHh6/SFtPvZZIqOpm57xwkNxKF0aVciXWleO1kCopVdkybdhbckBXPFE1FBIxXmwcKMkJysUmheF0ON7MRKi+FgQbFbEEg1H2g4k1RNLO+7yuXPQWHRV8IA8KgLcAXtfqTrGjkwfXFatsj7Zd16B9jCGk78TmscC3UERIMjVTPs/U5cGrS4yKz0eQJ+kq8iNV2tbFFCXG+1+uoHJKtm8AFzkDd7ov1BdrEfFgT8dSvsJWZRtRsFMVVV0Cy9Q+BkYtgQwtvGgvY2BPQkEEUcFJxKZZVJhp6iaOMfTxxkKRs+RuwjXxXAZiwU21pNTqw+ASRmAN+Wi6O0XH7My4aCYaWwNS4FxjxnVWL3Wdm+RG0rII5Z7HC7kRxj6KeNnYFj42uTuQP2RqSwcNVGaRVBlcBWc9bC5tck2W5JxWwuSdRzj3ePTQ/RYztsbR2K777yHw/hkfhqFV3exOf5uOJB+9nIfxyQflrw/+H7QvXuqlsYtZyy3DjAXyX/DNpbQqOrFsYtcRjLcI9ogZblv72ZaoyASRBqdLsuObo4H7UuJVhh1scQtxu3XVeCfYDFdmyvYkn9w3Ninwt9+nfj/AGuqKkFZZAU2OIVFAt6EDIfjvpivr2mzqD6FAU3hoI/LMeu/ive7LtX29u2nUDQR+SY78953rfJU3zGKDM32UArbeyHqg9QDvoeqJyNkGQxNo4wAPVRjZG/fSzdd99JwfjrOry6OELctUfCbJ4RiLxxEW/eUoQ7fvuC3x1iOoIxtj4NxdIyd/rEqTIPhJkB5W14VP8b69LA31W/A6JgHD0V7dramaixnMcPNQCgsDU3WOKaaZZGiaRTEs08InQSXSUGWPDBJFaOcG4tNWzVMrhHl9hqFeQQk4pFBHCXxglhMbvH7rmqJADLYRFSOW8cc4DG8sCx0c0TGhkvG0VO7uOTOor2cVKRq8UvIYtIUd7iyLiivq4zSRmtKew8i9JLhSslFvI0eSOY3lCBlSxvFIKktEWsuciLROq74iPr5p6WkmZ+JKwij5gi5hMM38tvGCIkWasURFYpeWc5GBlqY/EjtCUYe+oycmPmVCynnVQZRFyXBWXwsbySNKoUm0gJtmQzOSGZRwqCLKvxoxJhTxyupFEq0kfIhf2iHxyQZTMz1PgyUCONSCZLxou9lByAy0qQKKipiyXkZB4pJldG5CY5ObA3kYMKeJ0VVdtZNWqsOye7lwVU6lkCX5RuW8EG98rYxxi18VtjbHGxxtbJ7ZtE9SWnqsBGpU7pGwJyXZ1VhYMouLH6QurdQSCDrVfAljY/MPcV567s69yGii2YMnMCB4kKP1Y8Tf0m/idatbq/6b/02/idadXFbVpdzUSGGcyPywhJzyRWUNG8b4mSOSMu0bugV1xOW7ILsHyiq19mi51U6zhKxAsF/ZnmedDHCJIYSFpnzs6AN4gbeFvCw9yFbJHkIVDSPKFQFpVsywySqfcguxvHYKQUJIz8OWn/sdPOaVEhijhp+VWR2mSoeblF6GSSGOT3ZaWo9pDxJTnJmJClSdudRBFSrP5su7C34yuww/dM7vi5VGurE7om93WDJgOTLcLz/ABWVcQ3JBGAazMZhy7Ag2JUiuk6DVidzkZIqrAG0MxJKl8BgASMZEZSwPLzHMtmboQSRV2j+xPguP0qH+hPe33qyUkBar95NIQ8ZhANaTH7129/iqyFi5Wxk8YAYr4sQYZ38Kns6YLMvvZ7c7nfR53Qc4m5DZAlQpvfO73tPIUkyq78pMjHcNGSKo4g4Yy1GKgK4QhmIymAuGKEQzv3Q+ygGZZLTTHACxUtKSx3lkYDwg28K+NSMt21zbQEVW9//AC714WwEVmZfiH9Xf9dyotdZ4HUKkjF7Wxdd0Eoudh4CQD9h2b6DFVdmGBpDIu5A3NyABuSb9ABuT8Br2dJe3epBU8eTGMJs0cbx70lKokLPI98kmyiX3mJVAVazZKwdkLFRr1ABPhPqTtbUp7X93dVRxRyyxtiyh5rI2FMWYJHHJL9BpHuLqp8JIU3uCYrTef8ARP8AZrYVgt/sjfUb+q2j2R/qP8fC235a0axjrStmSUeyN9Rv6p1n2Jvqn8Lfx0mx1m2pTL6/st5pG9PzX9dBpT8P66f3taLa2UsGRYXtikj/AHRozkfaQpGigkD6/RTDuYiI4lRHw7SP+2hO8Uo6Br+fpp67KsTFxmNim0DRxgMlz/KKhwCMvpZy23t1UddJO7LsxPDW0kksToqzRrupItNFMVbIXUbKosTfxr06ai/EZglRWA38UsiD4MtZHLv6DGJhtfcj7RrqDEzx+SrbPrBm03OGjqLM5yIcawkcdZT73d9kBJXrS1kZG0mcRfCQMIzIn0GDjbFttiCOoOphQ0VPTU1SIplKFODVMhLq9n54MlsBfdUEmNifESLAqNOYiA4+jW8TzSIT6j5tpWUfcS34nVGV0+WG1sI4oz8TGix3+/G+oaS9od3+oCi8oAX1e2JyYbd7Z3YKlQnL97C0O7hwV3di+yENfScLimLMqR1xTlsVJPtMKj9kkix6bb21YEnyYqe/gSSRdvFzyt72PTY2F9zqJ9yD/wAm4eRsRHxAX9D7VCf7NWnVysDbJrWFtz9h8/I31utWgtA3y70P6rxfTna1e12hUP3vVhlv+zeWhpfT39lw7WE6gHLLeofxD5PlJCAZImsSFsJ5mbe3krD1+H5631HcJw9GQNE9mzuS9QMMLXyBnA2Ukk32sbZalNO1w1zf7fsZv4qD92kurDWhziOHyleMvtt3dvRo1xUqltVpc0Gq+WhlRzHAxhBxYdwyB4qN9vu7Km4fRVccS+GSNp2s8zgSU68yM3aUtdHAbEYhlxJuGtqquE93UBip5ZKhLTLAzcpInSMTSzxSIZWqQvMphEsskZAYLzAA2DMty9r470tULdYJ9vX3b+m/4a5k9mTry1v8Wk/iYvs1jVZEBe26DbQN3Rr1CDnUntOc4+w0akydFNezHYSmlSnM1Qad5lLMJIYUMZWeOPHB3yczxOWiI8N43uTZkSOQ8Diad4edGio0y88pC0BEcrRhzIWTJJBiEZV8RaM2UFircIkH7MY/7X6oNbpMcV/m/PzQ+fxt661QvcykXFOHJZTmE940LKVjWQEE+NlRymC/RZwx3G1xY6ST0Ma833yNyioGLKTNl5xb+ML1Yi1hpfxerAjRQN+ZmMDZLKAD9CTHLfrjl+8OmkdZxUN7RYP77DG8jm2JucwXbmfDMtbyI1iQVrxOnT6n5IkoIwWHOQ4pzMhImLnb3Sm28u/0eutlNw+JmiHM2kUsTmnuyAfA230jbobaJOOXZ2xfxQ8jeUk9ALklTddv5vp8deKbjhUwGze4VkHjXcNceG8TBBv0YP8AaNYwoxVI093Du4rNLQRssJLODK5RhcHAAgZWxu1+uO2h6CMLI15PBLygN9x9cvy7Kf8Amjv8dJoOJWWJbH3TmQbx2NzewBhJB26uzr+7rEtfdZBiPHJzL+C6/u7RA7/ulF/d0hZTUn+3Hu4JdV8NjU1ABkPJCFSY5Vzy65jD3Fr7GQ2by1s+bo88bSW5HOHup7lvq4hcuX/z/wBD46b6jiIJlIiQc0KAMV93a26WRQpNt8Qv36yOKWYMI49o+VaxAPlzDYj3nx0hRNT6jly70uo6GNjTgq3vg5ayTXUr0EexEo6XKB7b3trVDTRlImKbtNy3A5gXH4En6f3n7NJIOKMvKsq3hyx/nBll1yxkB28uWU+N9a14gwVV8lfmjxS/S9LCTEf0lAf9/SE+8+o5/ol9XBGqzkJ4kkCx3Y2wuQchmGZrea7euvdVHCGmAQ2RFMV5IiSxAvmebZx18MN36XHXTdPxJmEinpKwdvFKdxuPpSEN9smbfEa2zcakJkYneVBG+7G6gAW3YnoPMnSE+8+vD9U+Tcu9MAhxejJYK0AOfPqGIu0oTl8wX5bHPZdsgQEVBGrey3jvzGcPbkePE7BLyArbz5uF/K+k03HntAVNmhhMFyFIxLyMLA3v4HAuRe4OkSV7DlgEWiJKXRDYsbm91OYv5PkNQG5LOp1hOR3D3fOE9UTlAkqIBIlUqh8YtsbMqgb+IMAcrf8Aa1u7Rys7V8jxgyCRXLlRkjSMS1/Dicr/ALZsPLUbNSbW2tln9CO+X243x/5u+H7uh6knL6PjtlZI16dMcUHL+Ijxv531OEJ97EYspmJP1pkpFWRgPMBAotBkoxk921h73+YJPr7wCP8AetrzQkFoByVs8RLD368xgD7y4pyy+uMIePb6Q0xGta5NxcrgbKg8PpYKAP6Q3+Osx17gqQ5BQFUINioPUAj1udMKwwVI19TwTvw+Y40pIW5kZWJd1zFxswERVFA2vGZCfMDXmapIjl3UEVFtpDljv4QMBlEPrG39HTOlWwCgOwCHJAGICMerLY+FviLHWGqmIILuQzZsMmsz/XYXsz/vHf46YQpwvnX1PNSDiNZvV2dP8ny8XU26X5BuP+1yxfrfW16xjI1ihvS72wK3t9L+eAEw38Vy4+odRt6xzkTI5MluYS7Evbpnc+O3lle2sGqe982vjhfJr4fUvf6H7vT4aQo6t3H6y+SkXDpXLUfhU3VwoKIwewO7qaleaw8i5hI8g2tFJny6c2B/lGORjyZjceFm5wMij/NFU/p6Yeadtzte252+z0+7Xi+phDSdx+s/mr+j4wjy00g4ixiMcYaVzSLVQytm6wkiBlAVQ7NmrSPNSU+8ZekbSCWqjNYpStaWJqKRZJnaEMAyyO8a3p2jPN2mKuquTNIZHVuYun/hHE6iorKN1pacSmKflnO0KQ/yuKeJg0YPNzgupXMkvNeS0oECaMVL19EzpCsxorIIZXeONV9pW8hict7llfL+cRQq5GZkJakvRH4ckzU9apWrMlY2BosoVia7tMKSjV0nMVMo5CNjTo7Kq4CYDYyMUfetiYntLPKfapt5PaMDfnscuZBFEZViFLZh7wtJV3VVVSZP2Sp6kSzNEkMcjcNhZp5jNJHLEKWhES2kdcJEUXeVskvc4kBcm/vn4fOIDzpICqToFCrKjpelYLHlNUSlSEQNJB9I5QSs7BlVZCwqnI93w7lSen+RABFYW93GegG9tzszXyPiyOJN74r00z+z/vL/AFhp2mbaOxBtGt7YbEFhY4AWIt0e72sSSCul3+z8R7ituw/2rh+6feE1cTHvJP6b/wCsdJ9KuLD3sn9Nv4nSXVhcRWf3HTIOaJI2lVnUctEWVnOJ8IVnQeIAguGBUEkXItpb2YgV4QXpGro3zKVJSJGVl9l8Q5svMmhpmeUSc5uUwSFS0aGUqx90kijItIsNpqciV+RjEeYg5h9pvAcBd/GD0uASBp+7HccCwrBPWGiYGMpHC1NyGQRwyKrhYHZBNzluXlkQs9a8kVhKr86m0CrUP7w/oauzSnqW93/JyrNOg1YHc6gZp1KhyY5MFIiIL4Gx96R9EAt7sh7gW2y1AF/x/Hy2t8Rtqwe5aQCSe74KYnDEGxK4klR4HBvYbEAWvcgDevfiaJ7x7wuV0nE2Du9v9QVhU8a/yzCnViIVc39nCQLykYSx2LRnMl5iF8NlQdWusd76k/kjWhWMLUTWs0ZKhppbRlYwFKh4plVx5RWFlx1JuH1EZM3NqZOUYVNoizSZcmmEmeEK3jXaJS4CWVx0JJjvfVIrUjWeVnEpzEhqGXMqrSFTMiKtnJAGJkYMGYr0PItI6xue8cPzL57YwKzDP4hw/MqH0imG5+0/x0tvpLO+56dT5D1+zXtqWhXu3p27RdrJ6pIUnkLiFTGGuweRbhl5xytKY7WViMrXuWO+mim6n+idbKandwSq3C9bBfQkAerEKxxW5srG1lJHmCQ7/Yf4a2LWvN9F9GjWpbEX0aNBOiI1Le6vgyVM8qSZYilqmXE28QQJ1sbjGQ7fZqIk6sfs1L7BRpWBS0pqKujaNtlXmQgE7WbJWp0vv0L/AAtI1XN2pVe2gWUzD3dlv8UE+GhTT2t7azzBUJwXCikHLyUZRw53sS3iLyqbgi3KTY9dQ4jWyaUta/kqIPLZFVF+/FRrWRrHmr1JgpsaxuQaAAOAGgCnPGe2syVKy2UzRyRziWwEjZ0sUJj6csKY7C4S+w323g9/Xr5/bpRxGp5jZWt4Y19foRpHf78L28r2366T21DGw0Bbqxx1XVDmTv3kAmJ7pPmVO+yvbeanp4o4SgMa8RxJXJ1vFHUK27W/ncrErY423sdWd2g7bBGjmFajIrUayU6tC2SyLIZWuPGN2V2t0Eflc657pJsSTa91kT/5kbxk/cHv92tNtGtwkEbp9VUv7SleU306rR2+rxGASRTDmgZjLJxgjMbiro4F2/meGtkeoKFqWqkplZkBSQSyLEFsAGcK8cfnc29dNUJ4r7UlNLUzgs/LLLKAmRh9oxElgobleKx+I1WE0xZQpOyhsdhtkbn7bnffVidqO8D2lAzRBVFZBUEBrt7umEJAB2scSQfs6aCQ+dx/RY3VnbmzZSp0mY2nC2WggNcXuJiM4cRlImSk3eH23lkNOsNVMFFJDFUqryIrVA5gmyFwHLAqC24b46hPtz/5x/6zfrrpTsZ3Z8MTgcXEqijaeVKVqmUCoqY+YUDEgBZcEuBbZbfDWvuAoOD8aaqCcIWAUwiN3qZ5i/NMotYlcceX6te/lbfx9fptbsp1qoo1Syi4se4dXAcDhyBq4jJI0C22WzqdrTFKmAB7++AubzWv/nH/AK7/AK6wa1/84/8AWb9dX1329o+DcJqfZIuD09XIihpyZCixM26x7rIXfHxN0ADKNzkFe+8LiHDqDhfD+IrwSjkNbyrxMFAj5kTTfTMTF7Y4/RF+usm9LXObRcLWrFUxTk0xiyJ06yRkJzhWur5rmWWUnqSftJP8deC2u1e5PgnDuJ0EVY3CaGIymUcsQQyBeXI0f0miBN8b9PPVbcc7woKfjK8Lj4Pw7lmrp6Xm+zxh8JWiUsAFC5AObeWw1VtumpuLirbU7Z2OkHF4LmCMJg5yQc+Cnqo3rnEzD1H46wKhfrD8R+uu3e+3thw/gkKu1HBJPLcQQJFEhbG2Tu2BwjW4BaxJJAAO5HOv+/xxRw08NHTLAhORjoy0KAb2eU5WsOpyH3asbI6T3W0qPX0bXCzQOfUDcR5fdknPLhO/VDTA1Kqv2hfrD8R+utkTZfR3+zf+Gur+7Hvpm4hw7iEkdEEraOFnRoomkpppLeFVG7LLf/IZMSNweoFWcc7/ADj0Ch5ofZ0Y4q0lG0alrE4hpBYmwJt8DrZbbfv69V9EWzGuY7CQ6trIBBEUTIIPzUFg4qrY+HyH6MUh+yNz/AaUx9n6g9KWoP2QTH/7NWRw3ve7S1SCSnSeSJr4yQ0CyxnEkHF+Q6kggiwJ3BGpl8qvvY4jw6tpoaSpMKPRxTSLyoHJlaSoRmvJEzDZFGIIAt066P23tAXLLYUqOJwccqrjGCJxRRkHPLxTAOP15qjk7IVh6UVWfspqj/y9b4+wdeenD63/APtam348q2p5xvt12opIlq52lWn8DF2gpHjxe2OYSMlFa4XI47kC4JGpdWd6lbxXg01ZRytS13DHBrI4bcuamcE84K4YoUwZ7X2Ec3W6gaa23Noswva23NMuDC9tRzg1xyGLsDUkDLQkTAzU4BzVQR92PEj04dV/fC6/6yjSlO6Tih6cOqPvCD+LDXQfyPe9KTiMM9NVymSrpzzVdrZS07m1zbqYpPCTYALJCPXVVcb7cV3G+Omm4fW1EFI0giXkTSRoKaG/NqbRsFJcB3Vj1yiU+WqNLpHtZ15Xtn06LBRbic84y2NQRBBzEnwI1U4GwozH3L8VPTh8v3vTj+Mo0oXuM4uelA33zUg/jUakHyzO0FRTcShip6moijFHD4UnlUE5zrk1n8TkKLu1ybbnUu+U/wB8zRRpwugYmokRFqpUJLx5KLU8ZG5mkv4yN1BCi7McFLb22q7bV1BlEisC4y2p2GtiS773n55b0LG5qvIfk/8AFj1pAv8ASnpv/tlOlMfydOKn/Iwr/SnX/wC3LV3/ACdu62Sgp3qa53krpoz4XdnFLGRfli5I5rftuOmyDYMXoz5ENSz8XbJma1LNbIk/tweuqn+ab+tTu6lCrRc2gAZFN0PJxSB98chETnOoEaz1Yyn69ErX5N3E/MUq/bO39kR1sb5N3EApdpaFEHVmnlCje30vZyOu326mX+6AD+T8O/6Wf/Uj1orh/wD0OP6Ef/8Ak11ptukm1a9la3XWUx11YUoFM9mXOEyamfs6QNdULGyQoxwr5NtZLfCroGCmxMc00tj6G1OLH4HXjjPcE1MQtVxXh1MxGQWWQoxW5GQWTAlbgi42uDqQ/I77SxUHCuKVVQbRQzKxtbJjywFjW9gXdiEUepF7DfXOXeP2ul4lVTVc58creFb3WKMbJEv7qLYfE3J3YnXVsa+2rraFegawFKnAxim2XOLQYAJIyBz8OKghoC6JpfkszsAwr4CrAEFYXYEHcEHmAEEb31H63ubo4mKS9oaBHXZlxQsp9CParg/A6mXyuu1M1PwrhlNCzIlZH79l2yjhih9ySP2ZDLcjzEdulwY33J/Jrg4hQwVk9XIDPkwSAJjGquyYs7BsnupJ2GJOO9rnk2m3L5tj9v2heYGOeWMDKTHEwSM+wfyndu1zhZFgmAFq7P8ActRVMqQQ8fpppXyxjigDO2Ks7WtVnoqs32A6hPfV2DHCqtaUTGe8Mc2ZQRfTaVMcQz9OXe9/P4aUfJhoxF2jpowSRHJXRgnqQlNVKCfjYalnyzv+FU/6nB/3tTrt2t7e0tuMsqlc1KbqJqZtptzxED2WN3BYEDDKXw08ftFNlz+XI9UFp25p5siS13LkBeoWO8McsQdEkj8T7Bs2yTCghStoUWilgQwKGgflu08hE3hTOaNfGcULl1kyyKqWKFoFV9vah7M3KzjkedJOVGHimlfmySKbWDu4Q5EEjlpjY5FnDsP2jllqaMS1CpHTqtPHI5pkWngEcv0WqY5IMwGOJkUs7FFDKSjJ63CuibgcD9Snajp1LxiOLmyNRqy0k8cCxNI1LFeqVp6kj3jAT+5tOyowtGOjh3rcPVIZCnDvZLTrZwlKpxNNZkLQyuxjaUZKkarEjBw0jykqjK8+0RllVqf2MJI8DUEdUj+zyqaMGKKViCEaExkB/fx8yW1ru/ebWRNBKsfEJao8+IhXanKNH7NiCqwQoVxC3t4YQpQbzLIBIEFRUryNDoVUmpdDwt3pEqNuWjezWLMz5eOVXxxxSJgWUeLd0ksOtojqZ8PZfm83EhcTrg1pOSi4ScxCc+SXa8TiycwC4JxYWwvBNHxHuKt9H3AXBnh8Qo5xiQcyTwKfEdyX3/BgNJecPqL/AKf9/W7jf86/2/2DSPVlcJWB3S8VMUiuqxg81EBdnjRTIrxhy4SYoVyuH5bhSASLAkWZ2lqZzT1CyQUpj5MKTQ08jtIyxTNzIolNOBzYjfIMWMTzGRuYXQR1L3Y/T+jM/vYTjTkrO3iICoykMLnZipVscrEGxE749TR4MYRVUyqqcuokWsZYuVV02LMee8ZaI+2SAKtwJKYIA6uxrfid3/ALqW8Fjfreeajne1VymaBpuS7NSwFXjUMHUmW5LFFuwk5i4qqqgCoB4Llx7i5nNQwRVLYkg4GyeF/eHlWayDe5uBa+LEAGK9s6+GVoGgVkC08Mcoa/88gKtiWJYrbEbnqCB4QunzuYCmpsy5g2GFo2zYhgqWkkjXxNZbhg2/h8VtUb/wDYnvHvCodIB/8AHv72f1tVo8P4nJFIzFUizpY7zvFLIhQU9OYwQ7qchYAsBIGdwAhGOmzvvMi0kmTxsFeOOyxMuISEvGucksgYoJZAyrkyk+N/oLrVSwqHXBAzGnVuRKsKxkmCO84aSUjxEc33eMpCnZRe2O+ajC0k9qMU5Eipl7geIQh2X3bFlyDK3LF0Fgbly+uLaOOMfxDjx7o+PFfOrFx6xv8AGOPHkI88+KoH2tvX8l/TSSGn5koTILkxGR3t1OwuMmPRVuMmKi4vcbNJKlbsRa9za3Um/lbzv6a9tS3+C969P3FK4RBUjBUpZo0Is0bec0h2LTucSqkKECo2KEKAw0vX7j/DSis4Y6BicSV/nArozRkth41ViR4/CSLgMQCQSAU9N1/H+B1uWtGjTxwDsvUVIBgiMgMnJBFgOZgZcNyN8AW/D1001cJUKT+2pYfYHeM39DnG4t8PjrRO5bBmMQ0kjxEZd+Y8wvOpn3d9l2nCTXjVErKSMl75W8ZZbY44uXiG7C5XpsLxrtEPf1H/AE03/ePqwuzTLHw6oY7KtRwuZuvn7MXa253IY7aktkHuPuVO5ujQNJw31KYPcXtB9CoVLwKSmnhWRSUMtkfE8uZIp+Szi+xRioPn4XTyYXfO+aqIrKqAbRpOJQoNlDPBCCQg8IPU5Wv4m9TrEPaCcQoiykIKKqiSyoLI1Q4YA45bpHGL3uMRYgkkxXjdeZ5ZJWLFpGLHIl236AsdziLKPQADy1DScOf1qsq9tN6KrfYDIA3y7AZ4CIIGuR8Ej0aNFtSrSNGg6NERo0aNEQNGhdFtEXYXC/8Aiif/AHbN/qya57+Tx3kpwil4tNcGplWljpIzvlL/ACnxkeccQObdL+FbguNdCcM/4on/AN2zf6r65Y7gu7h+L1qQ7rTx2lqpAPoxA/QB6CSU+BfTxNYhDr5RsSla1LbaQuz90Lhzncw1wdHiREamYGasGco4KOdpuDVAjhrai9q96h0djeSUxsnNmP7rySEAnclXNrWJv/5Qn/FngP8A8L/9LJrZ8u7hyx/NMUKYpHHUJGiDZEX2ZVUAdAAABr13+0rN2a4EqqzN/JvCASf/AGWTyAvq8dp/4gNm3RAaHVqkDg0CoB6ATzUREhV93Z/KBreHUkdHTQUzpEXIaRJnc8x2kN8JkGxYgbdNMXZztFJXceo6qdVSWavo3dUDKgPOhWwV2ZgLAdSddefJDgZOC0qupRg9RdWBVheeQjY2PTVB9tOzdS3akTLTTtCOI0bmURSGMIrwZNmFxxWxu17Cx1psNr2NW/vqNOg2m9ramKpikv7UaQIk56lCDATH8seraTjcqSkrHFHTRobXtEY1lYgedpJZdvW+u5OBcMighjhgVVgjQJGq2xwA2+2/UnzJJN76pH5VXco/FMKujsayJOW8RIUVEQJZQrEhVlQswGVgwNiRiL0nwrjvaaniFFHFXKiDlJ/JC7In0QqVJhZggGysHsoAxIA1wKtpS6Q7JtKVtXYx1EYXseYzgDFv4EjccRzBlZThJXbXA+FRU6COniSGIFiEjVUQMxJY4qALlr3+OqB+Xv8A8H0n/Wx/3M2nn5KPd9xCgjlevmdVmuUoiyyhGLZNO7+LCR9/BG2+RL3awXb8sHsbVcQo6aKjhaeRKgSMqlVsnKkXIl2UdWA6+evO7IpUbHpHTBrtqNDjNSYB7JmSTGu+SOazMlqcPkef8B0n9Kp/+ol1Qfy8/wDhSn/6jF/39XrpH5NPZ6ai4VTU9VGYpkacshKkgPNI67qSu6sDsfPVP/K57sa3iNfDNRwrLElLHEzGanitIstQ5W0sqMfC6G4Ft+ux12ej13Qp9KLis97QwurQ4kBpl2UGYz3ZrFw7KhXa75QVTxGi+baahxaWNIWZGeoldECghI1iXEviBfxWBNt7MLp+SF3Zy8OpKh6xMJq1kvC1iUgjDhBIvRXcyyEpvZcAbHJVtjgNdFFDCjyxIyRRqw5kezKqgi4axsR1Go73t8a5lDUxUVbSRVUqctHlqFjCKxAkKspLLJy8gjbWYqbi2qF5tv7XSOzbK3FGk+oC90udJkdomBAyBOumSkN3lcc97PAJ+z3E51pXaOOaOX2dwT4qWoVo2jyJ3eIkrkTcNGj7HHV8fIg7Acimk4hKtpavwQXG60yNuwuARzpBfzBWOIj6Wqm4d3ZTVdRG3GeM0nIjsGaTiEdTMYwbmOLKQhMumTEY3yxYix6woe8PhUMaRR8QokjjVY40WpgsiIAqqAHNgqgAa9L0u2lcO2eyyoTVquDRVqU2ugtboJjVxzInLPisWjOVyp8uv/haL/qcP/eVGoBVcGr+CzUFdNHy5JbVcBkGeRVt1lU7hyCrMhIcCRTdW+jc/wAorgNHxatWpi4zw+JFgSHF5SzlkeVibICLWced9jqxe9XtLwbiVA1HNxGnDBVMMq3cxToLLIAFuVO6su11ZhcGxHRsNs1LSysrbqHvaW4aw6t5LBEflg65jOQIUESSZVk9gu2UXE6FauA+GRGDod2ilUWeJv3lPnYZKVYbMNce/Iq4hHDxV3lkSJPZZhlIyoty8NhkxAvsdvhqcdxldRcGea/HIpqedCJIBTVVuYAQkqMA1mG6nazKd91Uir/977hQ68e/q8NrT/EjVTZOxKNqL60HW9TVDcDhRrEgduQfu9WyBzEHjBztCrW+XTx+CeCgWCohmZZZiwiljkKgogBYIxIBt1OvMnFopOxUkSSxvLAkPOjV1aSLPiSsnMQEsmYBIyAuBtqnuNdjeGRxSvHxiSaVUZo4/m6eISOASqGR5SEDGwyI266dO5bjVCnD+KUdfLNF7c1JZoYjKwWmkab+iCWOO/kdddmxKdDZtvSo9a7qK7KmdN7XO7cu7JaCQGuJ7M6KMUlQvsRSVVeYeF05us8/OCdF5gTAzOQCcYosz8AXsCTqdfKv7IxcNqKCkg+hFQx3Y/SkkaoqjJK37ztvboBio2UDU+7m+2HA+DPLJCa2omlATmSQRApGDconjSwdsSxPXFelt0HfH2y4LxeoSoqF4orxxLABAtEiYq8klzzZGbImUjY2sBt1vZdf31TarC23qC3a1xJwwXvcNSDByGQnmeCiBGuauvvh7PUdTwRG4gzRxU8EM6SpbmpKIwqqgbwuZS3L5bbMWG6kKy8m9wvYmu4nLLBR1D08UY5k0mcqRKW8KArGfFI+Jt+6jG/h1aPed3o8M4nBT00ycUSCmtikRoU5jKoRXkyaS7KtwMcR4m26WXd2Xfbw7hNP7NR0NWULtI7yvTGWR283ZCFOKhUACiwUdSSTxNl2u1tnbMq06NF7qz3kta7DgpgnXN2ZOsaSRlkZyJaSq3+S5TGPtFSoxyZHrUZt/EVpqpS2++5F99S75Z//AAqn/U4P+9qdN/ZXt9wujrFrqfh1WahWlcGSqjxymV0fwLGRYrI1vTbUc76+3g4rVipEJgAhjhwLiQ+BpXyyCr15lrW8uu+vQULO7rbdZeupObTFAsJcWe1iJ0a8mM1gSMMKyuHRy1TEw0yw/NdVUXlEwjTKSoykhkkjhyEUUIZWeJQz8xX8JIVmiHtJLNX0SPEFqKOQ0zlZJIxLOnMjZy0FO7xRmVWdkWOQEPLkQjnB64vQxGZJozVD2VyKuRzXxyCN53cB3GUqrz5lqo0LiZkWcSOJOUdM1NQQGrpDS5AGWVpWHtnPwZ5OWrWmEjTGE2aWnlCszHJcVPM9J1zPzDzXpBs65IJ6p8fwnLLf5z4rVRzOJ6Uo4gnNHjHU82R4BEq1ys8nKpksY2jMgWxhC0oJLqdnrvL4nNUUUjkwGMtTu6pzhJGJo4nQvHIEVSRyQjhSyxsUJJdmZDHwxudTrg8wMZzopTVe+YNxEIVeokVsQpigLAgBpp2WMkMh09ouEA0ZvScqQezjmboryukLGQqZyUIQ1UfL5bM6SUzsUwI0FdnELGrs64OXVumOHzVPasfs7SZcLe9Qig1Cn2a0RkksLCW9+YLFmX6PSPqR0h47Oyeq/if01Luz/DJDw+ptDdUniD1Bewje5ARVEd3yGIIZyEyysC41FzXZUonA4aj3Fb9kbMuba5Dq9IgHITlPabx/vwTdP2ZjkuxnZHa2xiDIuwG7CXO218ghI+qbbxTilC0LtG4AZbXsbgggMrKR1VlIYHzBHTV6dg66Jo6aD2YSVEUnMVxyBz5JJIooqaQtES0LO+JLklS1wQqgK29suz+ZllmpYObEFkZY5JBGlPNMUh5cUdR75Wkk2MfhRDELeJQtajeuDnYzIziBpC8zsLZd7tF9RwczAHlok4TMjLTMCQCY1gCSYUH7qG98PGY7S03jAJKXlAyADKdr+TD7dWjx2GQwzRRVkUhniqg8cIpEEsrTkKCMwXeo58ycyMKVAkY7qiK2UPYd6GqhHLRZJTTOIQ4liYc5CjK752RyHUq5cDDIFldbTDifDZQkpamxj5deXBnVvA8lziTTEsY1RnjRmuSpkJXMA5VLuHOge/gF1cdlaRTuqsOHAFww6gyAZnd6wqL7QcHWIU/LYu0kKyTKGjkMUpZ1KXiJABVVcI3jUNZt9SHubulUpYiIWN3flIFXFwxBnR4srEgBl3JABUkMHjtfTzBaTmrjGYAYMm5jGMu+7NioBO1kXZU5Y2N9Y7vCy1cBUXbKy2aRN7GxLRJI4UHdvAQVuGsuR1zq96ag6uOHHiCuf0g2jsarYPp0LkuqnDDcDxPbadS0AdnPXlmpEZB4MnBi9nVWMbU6zBuSw5N0jZreEoQQD7xc29c97IjamqOXUyTMWXYhPF7sBbhIlHm7Dx2BJBUOzHW2mqH5sFiIpPZ7LPnI0QjVakEvjEhBXllx1QCDbMa9drXlaibJ0kjyhYXEucV4oFC3cWDuskUhBYlw0jWGBtSohzDPAz5ePzXzexaG1Wmp7Ic0k8ADnv4ciufV4VJ/mz+X66bXkMcoa3ijdWsemSENY+ouN9Wbyf8AFtVvx9QJpRv9NvT116bZl8bguBAyjRfRbu72RWAGz6r3ke1ibEDdHZCXy8WjwKDMWieKIcuEYBn5jB5FbOfLdA5CFcs8WN7slP1H3/wOsXHofxH6aFI32PRvP4H4a66pK8OwVYOH08kkkbIkVdTuUbJWAmpYkLHIEgAyFjt0BtqB8Y4LE8dFIkqMvJD1iNNEGhV6nJkCgq+V6lxa17KvmQGde/mvYVUsQZuXKlJKVyOJKROm6dDfJTc/5tPugVAfBUf9Ev8A9TS60uYMc/W/5qhsevUfYEmPvSKg17ONtOQOPs6+ituLu9pKySWWGaQxy1c0SmNlaMj2Y1BdclLFudle7EWBFvPUI4/2oWSnWGECJHgoRKi4kSywiYu7HEFWBMG17+AdRcaaOH8eaOERqzbSvIBkRH44jCTYMPGATY2+/wAtNA0bMGeJ8lufZNNRjiSWtZTAB/O0dp54ucQ0zGREjVbnqmIRb2CBlFtvCzM7A+oLMeutOjWG6HUq4vImF7XF/S4vrdDEWNlUsfRQWO/TYA9bHXfHbrsnLxDsvSUlKgaeen4SFv4VAD0bu7ta4REVnYgE2U2BNgWPtx2gpux3C46OjAl4hUAsrMBeSSwWStnAO0SGyxxX3siDZXdcZUwuI5oipIYFWFrhgVI2B3B3G2+l47P1HK5/s1RyMc+dyJuTh9fm4cvD9/K3x05dlODzcVr4YC7yT104EkrHJ/ES80zE9THGJJLei2HkNfST2akKtwjwYijVTTelEwalG31PAUv8NCUAXy5ijLEKoLMxCqqgszMxsqqouWZiQAoFySANOfHOzVTTBWqaWop1clUaeCaBXYC5VTKihiBuQLm2pAnZp6DjMVHLcvTcQposj+2gniaOT7JYmSQD0bXdHfz3VjjT8OjkbGlp5pJ6mxs7pgFWFCN1MhNi4tioYghsdCUhcE8B7vK+pjWanoamWFg2MqRPymCkqSJCApAYEEg2uD6ajF/8dfz89dX/ACyO9MwD5ioUNPDHHGtUVXlAwlBy6WEWHuCls2XwsPdjbmDXJ7akKCuiew0fadKOmjo6O9JykMBKUZzhcZoxMs1zkrA+IA2O40j7bdq+0vDk5lWj0sRIHMWnoniBJsoaSJJUQkmwDkXJsLnXSHFeNVdL2ZpJuHRtLWJR8NEUaxNUMwcUqSWhS7PjEztt0tfy0u7qeJ1VbwiZuP06QFxUJKjoYs6MILySwuSYibyAqbeFVawvrju2Fs5zi51vSJJJJLGmSdSZGZK2SeK5I7C943HuJVKUlJWM88gdgDFRxqqopZmd/Z/CoAtfzZlHUjS7vX452h4S0KV1aymoV3iMXIdSIyocZCBbMuaEj0Zd/SyPkE9l1pqOr4xU2RWVoY5H2CU1OOZUy38laVcTf/k59dS7vrhj7SdnEr6ZDzYl9tiT6Tq8OSVVPsLs2AlUADxMsZt01mNibOByt6X/AK2f9VEniqD7qq3j3Gnmjo+INlAqPJzZRCMZCyriUhYk3Q36eWrA/wB5TtO3XiiD/wCOqh/qU2k/+52n+U8T/wCgpf8AXn1dvafs4aiqlSPtHPTzOxwo4pKO8RtfARFDMbAXsTf7NbP8Ls26UaY/kb8kBPFce97kXFuE1IpaviVQ8rRJPeCtrHjwdpEAu/KOV4muAttxub7WV2A7guOVsSzVPEZqJXAZI5Z6uaoseheISosVxY4s5cdGVSLaduCd19VF2ooF4tUniCcqWopaiTYyilDFImjJODwTSrNiCy/QYHdlXPy5O8itp6yChpp5aaAU6VDtC7QyTPJJKljIhD4RiLZVYAlmyvZbbxZ0BkGN8h8lCg3fH3JcW4ZE1SauSspUF5ZIpqkSRL5vJCzkiIebo74i5YKoLaeu735M9VxGjpqz50CLVRLMEaOaVkDi+Jb2hQxHrYat/wCRT2yqOI8PqY61mqBTzchJZfG8kTxq5jkZrmUpkbs92KuoJNrnnDut4xPDx2lo46up9kh4kaaOH2icw8iOodETlmTApgo2tY62ik0aAeSKzT8iyRvp8VQ//Bs38awapHst3TGp403CFYHl1E8MtQIwLQ0zMJJuWWYKWCgKpZgHdASfO+P90F4rLFLwsRTSxBkrCwikePIq1LbLBlytkbX6XOnL5BHY4rDV8VlBaSpZqeBmuzmGJsp3BNyxlqBgbm5NOD562AkBIVW/KN+TmnBqaKqgmeojMoin5iRqYsx7pxgB4S4MZyv4njtbe8m7m/ky0XEKCkq5qyeKSpQsY4/ZwqnNkAXOJmN8R1vudX9wLh1TxjhVbS8WpmpZZ3qo0V+WxWJnMtJKvLZlypw0ai++cGR6gnhHu34U0HGeHxSoFmh4nRwyjzWSOrijcX+DKRfzGmIkaoupKv5JHC4rc7iFWl72ylo472te2VLva4/Eai3dB8nnh9dNxVHnqXjoqv2aB45YfeRctHydhCVZsmO6Yi1ttK/90bjBPB7gHav6/wDwOnv/AHO4Wo+IW/5Un/cR6jOJRcd9oYkiqKiJTtFNNEtyC2KSOi36XJUDe2+kuu9e7TvfpONV1VwuThq2iE+bOIqiFxFIIm5iGMYByQRfK/TXKvynOxkPDeLVFPTDGArFPHHcnlCUHKIEknEOrFb9FZR5XMgqCFWmjRo1koRo0aBoiNGjRoiNF9GjREDRo0aIpxxbt5NKXPLiRpQolZFcmTBi67u7EDaLLcl2hR2ZmLEqOwvGJWqqcYp/Op9JUw62u3OdY7L9K7sALX3IANscVgkWIQrwqzS8ijinZ6azzHxiZZFlYHNSZGdDiWOF/cNnG4OCT000BmiUDnmNlE8SurRsgbIkPiCJEYMqubMNr2GuCScQ+5HfOnosXdKtrAdWMWE69rw4DcB4LTVVkgmpzI6ezjmK9WiQRzwe/wCKCwDSzHKRQaoZAyM3KCWYKWVdtOKuaY/+sFqC0VIcFFNkcZIyYnRUE18pJJrKWMYgJlK85EV0aZxVUuMEcU5kmSIippxAze01YxcU8TSW5mMIVFbJLXaMWsq7RS1L0bXWmeMwUd5UrUZWwkK5ACnjjLIGCtHzAi3J99JcpmHOz+7C1/5g2m4yZkadrx8M1Rwr6j0b/wCX/wDjrQeMzLkmbKD9JegvfLden0vFa2x31JDxJv8AmB9tTF/ZqKcZe8jk47kfRYOvQdGGx+3Vi1pucHCpSaBlwKs2+29rVn/6hzgAMjjJz808U/aeeCVSsrlAsZMRkkEZuisbKGARgx5iulisgVxuNSb/AH02sviq87+KT2kCS2TSBGPKtUKJWaQGQKVZmYfSI1AOKdV/6OL/AFF0k1YfQY7UK9a7SuLYFtJ0AmTkDn4g67+O9T+i7VPMx8U8aRckhkk5tXYSxAssjlF5ixIFjXwolvO7Ezfi9alpOVUVtsOI2MsnEAynMmAkLlE2L8vIMcCvMM1pMF1VPYupMbO4vlHypFsuZukqEEJkuZG9lLLc2Fx11YtfUNHmeevItxCMyrTkLnAsJZAHrCrLJJKYUeJnvKC1pCxkWnUZhcQwDdquNtOrWrVescASRmTrqVF+2aeClMbvkYjz3L1RSWTIEzK1QE/nSWcpEgRcl8TliFTdhAwqYDJIwQSKWKmZmxs+QAieOS7A43Vxa9zkAVK7vCziioi7xszJIGhVSppmQxKYmJlctj/NX8IDwyg+PmWaOxdWXqIVOABkQXYoqrc/SLTMI1C9bv0tsCbDWvA+dGrl9XUn2WypblaaC2co5ZzpJTUlJpA1cIyGnlJAA5MJYWsZJyiAqVZ5ruz6VcUkVBSSib+TuoflBxYAOM3kMjjBgxCjmZuzOQhVRH6gKssBklQ0o5iy1Cmmjlg99xAAAcyZspI0aoVSpdyyKpBwOnWs7V8mnZ6XiLc5oqT3fNombxuDLHhGjSiaNwJbK10AVpJM8YxmG1J3LY1ladGqC8T7AVcQlMiACBokl96hxaYXitZrOJBuHQlSLb7i8K4ohV3B6rsd77gbi42O+pjxPvErZldJap2WQKJBaNcwjtIlyqA+F2Yg3uBZR4VUCHcRcsxLG5axJPUkgXJPnroWgqAnHEcl16bQ2jD/ANpiOkYcMZc5nXcpfN2X8JQIcgGbIo+eKiUCbLK2LSxdCmHLcWOXj1DKfcj4/ppeePTbnmeWJ8EfQknyT6ZJY8z6fXfSGm6j7dXlinXtPx2Sqk5spBcJHHsABaNQt7ADqbt8L23tpBTQM7BUUsx6AC5P+PXyGtWr1+T52LSVo+YSnNSSaaQAFo4I0aQBb7eIKvXzbe+IGrOz7L7VUMmGtBc48AOHEnctltbtADGiGgbtwHBVrT9gKgi55a/BnN/vxVh+emjjnAJqf+cWynYODkhPpfyPwYAnXUi0FFUxTezCWmlponnDVEiyLUxJbJXxAWGa5AUICrXt1NxB6ymDAo63VhurDqpF+h9RuD9hGvVf5btqzC2mXtePzR4TGUHkct+eS6H2RhGUg81QF9eX6HTj2j4byJpIuoU+E+qkBl+/EgH4303nXialN1N5Y7UEg94XPIgwV9Fqvtv81dnKat5fNMNDQBI74hpJUghjyPkgeRSxFziDbfUe7zezkHazg8VVR2FUitJTFrZRzCwnopT5ByuBPQMsUguoGXHvHO9PiFRSChmq2ejVYoxBy6dVwgKGJc0hWQ4GNDcvc47k3N0fYzvBruHq6UVXLTpKweRUwKs4GIazo1mxsCVtcBb3xFtOFTK6H+QP2CYTVnEJ4yhgvQwq4Kss2zVRKkeFowI4r+rTKemrDi71Ozg4j7eKwmvkQUvNtxAxcolVEduX7MseQD5WC3u9+p1yLJ3ucUKunzjOEkzLqpRA5e+ZOCKbtc3PXUHxFreXS3lb01MKJXZPywOw2PEuDcTjXaSrpKSpsOjLOj08ht6rzYyx+rCPPVjfKh72JeCR0MkMSSCepCTBr35Ea5yJHuAJHHhV2uF9DfbhDiHbatlUJLX1kiAowR6qodA0ZDRsEaQqGRlVlYC6kAixAOknHO0dTUhRU1VRUBSSonnmnCk7EqJXYKSNrjfTCkrtP5SHYCLtBw6HifDrS1McXNgKizVNMbs9Mw681DkyI26yB025jEcLk7acaLjk8a4RVE8aAkhI5pY0BJuSERwoJO5NtzpA7XJJNydyTuSTuST5k+upAhCvoL2i7Zy8L7L0tbTrG00NHwwIsoZozzfZYWyVHRjZZCRZhuB16a5T7bd9XFeN4UTSxxpUukPJp0MMcryMqKJXd5JTGGILLmEtfINbap2cnqSbdLkm32emukPkh9z1Bxemq5a6J5HiqBEmMssQwMUb2IjZQfEx3OoiEmVePb3vCouzXDqGmVBVqAtKkMbx5MqITLNJe4sz2yuN2l0j7k/lGUfEZZqd4V4eEj5qGWWIRyjIJIt8URXXJDjclgWI+gdR7gvdV2TknFNC0UlSzFBCldUmQutyy4pODdcWuPKx1Vfyn+6GCm4jwyh4TT4PWowwaWaUNLzAodmmeQoiJkzFdgoY2NtQIKlT/wCTotHwnjPHI/bKVKRlp3pJDUQCJoneaQRq2diYM+UV6+AG1mF5JW9nuzQ4ieKycTpnqhMtVia+nMazJjgwijYMcSqkKSbkb36aRR903AOz9NE/FzHPNJ4eZOskvMcAFxBRxh7RpceLBmUFcn3GvHajuO4Rxuiar4EY4ZrMImhLpA8ii/IqKdh7km4uwRJFyRiHXwtCKtu//v8AFm4rw+q4b44+Fc3CRwyLUtUYLOgUgOITEgiDkAks7AWCs1scU7e9nO0MMLcRkihliuQlRI9JPCWAzRZkdBLGbDZHZTZSQGG3D9TCyMyOpV0ZkdT1V1JVlPxVgQfiNdK/JE7j4K6JuJcRUPTK7pTwMbRSco2knm3GUauGjEZOJKOWDDEayIUAqX9ve/rhfCKI0HAOXJNiyxmLJoIC/wBKd5nuamXzFjJdgM2AFjy93S8bjpeJUFRUSYRQ1MUsshychFa7MQoZ3PmbAk667o+9fsxUOaFoKZIN1SSWjiiomx+rIVHLG3hd1jBNrG5F6l7t+8ngfCq3ihjpaipopzT+xhoYZnTl8/nY+0ypIsLGSPDme8IHjtiLgpKQfLL70KDi0nDzQVIlECVKys0c8QjMrU+BIliRnFo3JwDWt6kAzztN8o6ioeFwUfAZTJPAIYEeSB1RIkF5JmEiqrvIVtbrlIW/Z1eNb2qoYeFDi4ox7OYI6oRrDAs/LlwxFsuWHGYuM7bHc65H76u2Ufaau4ZBw+nkp3Jem94sQ3neM8zGJ3BSJEd2uRsD8dQEUm7qPlSViVIfijGahKOr8inQNHJsUkuoBYXUxlS1vHf9nUJ70O3dDPx2m4pRpOIRPRVNVG8apI0tNLGXMS8wqxkhjSwJW7hiT4r67pj4FSCm+aPDyhSCHkX8fsuPs+X32Iz65b9dfNvivZ2Sh4gaSb+cpqpImNrZhZEwkA8lljKyAejDUiChVq/K270I+MewNDSVlMtN7SrNVwrCHM3s5URlZJAxAgckEg2ta+9nP5J/ec3CqapQcMr60VE4kSSkgMsYxjSMoX6ZhlNwL2+3XRfyk+7N+NJQUyvy4kq+dUyi2SQLDMjYA7GRmdUW4IBORBCkGrPlSd56cIp4+B8KHIdYlWZ0uppqdhtHGx3NROLs01yygs183DLEzki08X+WJFGrin4XIsu499JHEisLglxGruSpvddj1FxrnzvS4TxOWSbiPEqSojM7rnLJBJDEpICRxqHHgRVVY1BJNgLlmJJdfkt9h/nHi1NGy3gpj7XUfV5cJUxp6HmTmJCp6pzPTXcvbSCm4zT8U4XmDJEFgm2vyZpIkqaeUeuDFGBH7Ubjqp00TVfNjgXCZamVIKeNpppCRHGgu7kKzkAfBVZvsB0t7W9k6mhdY6ynkp3dc0WSwLJcrkLE7ZAjf01PPkwUbxdoeHxSrhLFPUxSoeqSR09Ujr/2XUj7tdGfKq7jq3jNXTz0j0ypFByW58kqNlzHe4EcEoK2I3JG99tTKiFyZ/vY8Q9j9v8AY39i5fP5+cOPJ+vjzeYR8ML/AA0r7S90HE6SnarqKJo6VQhaUS00ihZCqo1opncqxZRkFIFwSQN9dh94HZt6DslPSTFGlpuH8p2jLGMsoAJUsqsV+1QfhqL/ACOu2EfFOGz8HrPG1PEYQrHeWglBjUDzvATybj6KmDe51EqYXKPdz2Bq+KSvDQw81405kl2SNUTIKCXcqt2J2W9zZiBZTaQ0HcbxOWrlo46YPNBhz2EiGCAyKHVZJ74cwoVblJk9mBxtrqfuu7Kp2T4TxCqqiJJuZI5YWBmSNmgoYQRe3NuJLfstUPfodcz90ve7xOGpnjpp4+fxidFZpwWhirKiVUFUq+IJbPA+FxgI7o/KVdTKiF77e/J24pw+B6iWKKWGMF5TTymVokAuzsjpGxRRuSgbEXJsASKl19EaftBJwThkzcf4jHWVLGV4wEjjaQMihaSKNVQzkurnmFFsJDliqX1864FsAPQAfgNAUIXvRo0ayUK8oZqfm1ElRWVhppWpBE5VjNzljhMqSRcookwztHiv80k4AYFGaJ8TV1r1ZZJ+X7TanmkWsVr+0K0oS16pnSaRw3KPOZ9xZmAFhdup6sqlS8cU2NZT1CKkNQJopRSQyK7QmfmLgArPTjxOYsnZEQZMveLTykw8xY5P5by+WtPPEKhnFKVuktaVmXlqlO0StC0bqyNIpcuecQqRCS1UgM0KJLO8RnqRLSueJNNLH7VPYQry4pTJyWZpFidRzEJm8RK61V7QtSy4xVyssNKpExrGjgkirKmMxWyNOaZN4UM5XlNCQqvM05Vd2ipZefTmVEcCrqbT8mZfZ39sgvKyT1ZieJppIlAdlRFeQXl2fSmrqHahc+3iVRAgiWWCOKd4VmmRTzOYzAyxPZcwWcO63EiMNSgVKW1k6G0Hy1eb7J+t66CeKiqjURhoQ55cfiLyLfwjyUgba0/OEf8AyZPvec/+INaOJ/5P/o0/tGkesEU47uuNRpPk0EaoqNkBm+QYYWIllwIBYGxIG25tfU7phAstS68Pp5UkaHGJo6ZMMXRwAUqGwMkbLHjAEDtMRZPCNVp3aU4knKMLho5Bbp5bb72sbG9j9h1Ju3U8cOXslTI8/MImTLMASj3jRusCc3mSiMEvy3ULB4XZ25PMqz17sOsNmf5o+Kq3wq4GlpEZ+eU/BNvaFfFzlpoI4qgs8IMINkB+j4HRPDcAWVfDY4qCBo7K8REc8TNFDisiMQkQjc2YbK9pSpPTIIxHkL21Gq3jEz2EjsbXKhgLDOz3AtYBrhthYi3lbSnsxUsZohniTJEAQsrEXkQXC09p2O/0YSJD0UgkHWIFSdQuYGVZ9oeSsg8dxqaZ44Yo51aYRsoh5ZLVFVs3Jpg4XNxGQhs6DcqH8Mo4UtVXRGnCQK/ssD8yRQ4eOCRiHKpScpQeXjEGwWPmtdpHlOMGnRTPAqNKyGapWSlccQaWaMVM4CxKUhkZ1gvkEdbSIeb4slO3iNHClLKy01dBKIoC3MFQsaSvUThsW5nLMZXwWlUkopt7zmuc8NX8315LMU635h5folPaHu0rKYVRaSM+yrC5K0gCyLMyICpNOCOWXGYfFls1gcTanOPxnnMHYZXAZgLL0AyCqB4bb7AXG4662SVjsLM7sBcAF2YAHcgAmwBJJt6knz0grOv3DV+1ZUaTidP9/lkutTGGjhfm7FOKfwx7MQN+/VTkCHlSU0Dry8VaaawfJjuB4cgXsrsSpKIsZUNkyNFBeUVfFhZlbFh1synEi/nYgi+t9Esqq0kZdFHhZ0Zk812upBIBK36gFkvbJbpoeoPxH8dXlisnV/d2HaJ4Y6aeBgrrGqHYMpsMJI3U7MhKkFT91jYigm1I+xfak0xKsC0TG5A+kp+st9t/NTa+xuPPq7CvqVtWIrew4Qd/ny3FW7aoGO7WhXV3ZriazrUtQUdNT1USrKiY+1TysWtKaZZjhCsS3flpG5sVUa0cflmn4dJPxCNjMk0MdHPIhildXLvMhNl5sSqt1uNiWsdrCn+GdtYAVkSoEbqQym7RurDoRcAgj1Gmvt53ptLcrLJUSm45shYqn9EP1+AAC/ba2vUV6tpRPWioyAQQZxPy/CDJJDt8nKSNNLjnMbnI+PcoT3i1Ieqkt0XFPvVRf8GJH3aj2ss19zuTuSepJ6knzJ1jXgrmsa1V1Q/iJPmVzXuxElGjRo1pWKNGjRoiNGjRoiNGjRoiNdpf7nj/AOxcQ/62P+4h1xbq6/k7d+44HBUQmkNSZ5hNkJhCFtGkeNuVJf6F77ddYkKQkHcN/wAZqb/r1Z/q1eukO93iUcPars80pAVoaqJWPRZJlkii+95HWMfFxrj/ALD9tDRcSj4iIhIY55qjkl8AecJRhzQjWx5v0sDfHoL7Pvf73sNxyennanFKaeNo1CymUtk4fLLlxlSpAtYH1voRmplXX8u3sDWVFVS1lPDLU06wezskKPM0MokkkLmNAz4zK6jMLYGIBiLreY/Ii7F1PD6OsnrUamWpdJI4pvdskcKMGndGsYs8rWezYxKSACNVF2D+VrXU0SxVMEVdgAqys7QTkDYcxlSRJG/fCKT55G51G++H5RddxWJqfFKSlfaSKEszyj6kkzWJjPnGiIG3DZA21EHRFWnbviaVFbW1Ef8AN1FVVTx+Xu5ZpJE28vCw212l8l1k4j2ZehjkwlEddQykfSieoadkkt13jnRwfM5DyOuE76knd328quFzc+imMTkBXUgPFKo3CSRt4XAubHZlucWW51kQoBVhdm/kzcWmqORLTimjUkPVO8bwhRfxRqjmSXLbFcV6+LDe1d94nY2fhlS9JVqqzIFbwOJEdGvg6sLHFrEgOqsPNRcatjinyteLSIUUUcLEW5scEhkU/WUTVEkV/wClGwv5eWqP4nXyTyPLM7SyysXkkclndj1ZmPX09AAALAAaCUyXbfab/iSn/uyk/wDA1XHyA+xHNqajiUi3SlHs1OT09olUNKw9GjgKp9lQ2qkq+97iMlAOGGVfYhElOIxDHlyo8cQZMc7jEeIG51o7J96HFKKn9kpKmSGnvIcEgpybyElzzGgaUsST4i9xsBYAARGSSuy//SvgY4p84fOsRrTEKHH2hTFysh7nlgWtzfeXJ+nve22qr+XD2G5dbw/icY8M8sNJU26CVHDwSH4vGJIyT/moh565SFA1rct7WtbFun4empl2g7xuKVUXJqKqplhBjblsq2yiZXja4jDXVlU3vc23vc6YYSQu5vlJ96bcEpqaeOETGaqjhZWYraKzyylbdZGjjZEuQqswY5BcWg/yk+7+Lj/DoeKcOtJUxxCWEqPFU0puz0xH0ubG2TIjbrIJI7AyMRyL2t7Y8QrlVKyoqKhEbmIsgJVXsVyACgA4swv6E61cE7UV9NHyqerrKeK5YRwzzwIGbdiFR1AJO5t1Nz1J0wpK6z+RxwKPhfB6nitX7sVIapZiCSlFTh+XZRckuebKAouwkjFiQNPPdt3v8BNcy0WcdXxKULJI0M6CeVixQO8nhuXYqu3Vwote2uMOIdpa6WMxS1lXJEQFMUtXM8RAsQDG8pQgEAgEbWHpplWnZSrAhSCGVhIikFTcMrZggqwuCDcEaYUldkdt+w3sva/hVZGvueIGdmIGy1UNLOkgPkOZGYnHmzc4+R01/LX7xa6graWKiq5KeOSmMjqmFmfmuuV2RjfEAbemuWKjilQ5UvUysVOSlqssVJBUspaYlSVJW62NiR5nSWqMjm8kmZ6AvMrm3pdpCbfDSEldydpOKyVPY2SedzJNLw0PI7fSd2AJY/E6gHyPO55saTjIreU4ebKnQI6vTEGPlysH8DOQZSrA4gRbK6k65Uakva5Tbpd0Nvs8RtrHzeCesdzt1G/Trt9nXSEldF/La71krZoqCkkElPSsZKiRDeOWpsVVFYbMsClrkEgu5HWPVNdz/DI6jiVDFNK0ETzKWmRkjeIorSI6vIrRqRIi7upHw1G/ZgNs02/p/wBia8tAPrp+En/l6mElXX8sPhUMdVSPFXycRkkhkWWWWWnmaNY3Uxxj2aKJEUmWRrFbk/Zqj9bVp1HR0H3Sf+VrPKH+cX8JP7mgUFadGlHJX/ODy2xa+99+g22/Maxy1+uf6n6sNSit7jdHTt4l4eVvNRPlHJRjmxvHIq0aU0MzOsFXKVTniSUluazktTiHTZ2yohHirU0UMa1ESyyCPhqSi8NOwUpC7xrHP/KKsRzM1NZ41U4RG/uOVJoy1XWRiblz+6Q0PLeeFI6alRhDCyxhqeaZEmkU4GJmUp9JY9P2mqZ2j58pbGUSqzrGmMvuwTmIiVAVYxhZlVVj8BCqNc6VRlSrtBBElRD7ladvapwqqtCkUq8yicQSGKSVF5dPJI6u6FcposFw2V44nTt7LUZUlOZESp5s0RptnWWdZI0jjheQQ00jiZXVksYoVZtpCyDtHU++Aiqc7VkhkRnBka8nDGEsPJpUlErVCljheYxwA2ByVneh4V7VA0NN7WXEVVFHBlUhYIQ8pggndoVhSXmLGkiSyrDy3n8XMTxSM1IzMBUdL1P2nWPQeZIAHmSdgAPMk7ADVpUPdpDGSa2rzNyfZ6G0rddg9XIOQltwVjWY+h1JuGcSSm2oaeOk2sZVvNVsD1DVct5ACd7RcsDyGpq39KmCJk8u9ez2d0Vv7yCGYW8X5eQ1PlHNQml7sKmRYnnwooTGvjqiUlO7X5dKoNQ7AWNiiKbjxaknD+x3D4oatik1W8FJUz82VjTRh0jxj5VPExazTOm88r2+rr1NIWJZiWY9WYlmJ9SxuSft1q7UT8vhta17GeSkpEPmbu1VKv2YUy3+B1SpX761UNAgL0V/0UtdnWFSvUcXvAy3AEkAQNTE7zHJQXuqe1Up62Rz6XsB+GrM4ZQTy1lWQkUUi+xeKZqpoXETUU8BUTMhcQCGBTzQ8jGoRSPeM61b3bqTUqAbEqw/G233jbU/4nGoq54zTSbLAxh91JirezxJIkpkwxnlkUEqpazLul25c1nlt0YEy1voXe+fRfNL2o5tFkNJ7Ts/Bqr3tyH9qn5hVpCwZ2jy5buyqzSR5FiYnJLowIVkZSgRCqql7PwlpYlCczKSIcsqJFkvIgwKF4w6t9EoZIwwNi6A5B17RThJXUo0NsfdG2Ud1U4NY/SW9jlZ73zCvkoS0VemQyJxuuROAAGS3uZDgBbzfw+u19ZdY+fZXIFapPseqsHjtJIJ6fmKjgVVVafkyIadhVwkzFJ6t43jaV47cwhUUyD3lg52zxWoHCVg5RgULE8aJNIgnnlErq1Q75VDYsCFdlknvaMmXTPxeFY5olaNYmNRLGuJpsGKmnbluYmfHGOW4Li/vUxFhbUo4NWvSCSc08UoWOqikCy06BpVNQZQgEL5rFHFPKsRUoVia7MylDl1lT8vqtgrVfyeqooxHrY233sbfjpHW9R9n66uXtR3xJOak+wrG9RCadystlUB45I3UCG+UbRkdRdGVT9AE1Hx+r5kmZABIGwvYW8O1+g26eWr9q+oXEObAjXx4Lq0pdRLn5OxABsatg5z3wI58k/8Lp8lhBjiMI9nuzFsisyK1W/M5oVOVIpXEgEEiw8LajPCpQtyy5+FxY+TMjor7gi8bsrgEHdR0NiMU/DncZLGzKL+IKSNuu4G9t726a0RHcfaNXlilcipc+Jup/YU/nzB/DWMU+s39Rf/ADda5RuftP8AHWMT6HWkrILbZPV/6qj/AMQ6A8e/ia9r/s/qbD4618s+h/A6k1P2pYFcoS6q8UuBNl5kMcMasoMbLEThMxKKDeYb+78Uoo4rxnpkf+0v906yWT6rf11/8rT12t461Vy7xFOWZD9Ivfmcv9xcf5vJrXzkeR/DlYMXJb0OkIvQdfqt/XX/AMrXtMT0Rz5/SB2HU7R9Na+Q3p/DS7glZJA5dALlWQgnYhvWzAmxsbX6gaQUWEoySVWnmZ1IV1s5ZWY2VWVY8lZugVgCT0vpK0ij/J7/ABZ7j8xqWz9uZ2MpMUJ5ylHBzsUYFWHhlX6SEKSLWsCuJ1FawO7u7WydmdrEAZOSxsL7C5O2kKFr5w/za/jJ/wCZo5w/zafjL/5msezN/gjWfZj8Px0gqckugoJCnMFPeMWOXvACLsu15LndXHhBtix6Kbe6zhcsaCR6cKht4jv16bcwsLHwm48LWVrMQNbeGcZnhULG4VRtt5jmJNY7bjNB18sl6MwOeJ8bnljEUjqUFtgiqeoY+JUDeJwHbfdgDpCSmn2n91P6oP8AG+sGpPov9RP7V0eyn1H5/po9lPqPz/TSCkhbaLJ2VBywXIUZJEBc7C5KeZ2+JsBvp8XsvU5BOXGCwU3xhsGYhEiLBSBJIzoAvnkhuAGIZaHKN1dHxdCGRrA4sOhswIJB33Glw4vPtadhZQgxAUBVDBVAUAAKGNrDayW+gmMgKJWjjNPJA5jfDIAG6rGQQfQ4DobqduoPlYlH7a3r+AUfwGt9ezysXkkLubXZtybCw8/Qa0ey/H8v9uohTIR7a/12+4kfw06cDoJZxdZ8TzEis7Si7OrstiqsDfBhiDcWuQBvpr9l+P5f7db4iyjFZHVSciqllUsOjFQ1iwsLNa41MFRIT/S9mqh4mmM2OMZlK5MxxAkw8SEx+LkSXIbwnl5bybRf2x/rv/Wb9dKWZj1kcixFsjaxxBFr9CEQEeeK/VFtPsw+P5fpoQkrWalvrN/WP661ySnzJ+8nSn2YfH8v01kUw+P4j9NMJTEFJJOxDAoM3TORI2MkTIFWSOJ33V5FyjEoVlYqh3s/hezb2v7PrTcvGTmczO91VcceWbWDt4lLtEwNrSQygXHRqFEvp/D9NelpVHQaQmJJLaNLeQPT+P66OQPT8z+umFMQWeDUqOXDsFCxSOt5I4spFAwQGRSHLsQuC2axZgbIQZFT8DpLy5VIIUKYV59OuRIY8tpAGVgWCoZQsYjDFyGSzGOCAen5n9dZ5Q9PzP66YUxLRXoqvIEOSK7hGPVkDEIx+LLY9B11pvpbyh6DWeWPQaYUxJDfSvgzR82PnC8OVpPp7KbjIhCHIQkMVQhmAIBBII94D0H4D9NGA9B+A/TTCmJJ+IMnMk5dxFm/KDfSEeRwDdfEEsDud77nWi+nSGmLXxQtiCzYrlio6sbDZR6nYa2/N73ZeW2SLmwwN1S2WRFrhbb39N9ThTEma+lXCJUWRDKLxg+IWDeRsShIDhWsxQmzAFTsdOI4e9yuByVc2W24Xre3W9v2evXbY69nhcofl4HPY47ebBBve30yE6/S8PW41GFMSWQ8WpBIXMBwGyoERltz6mQ3V5cSzU7QQ5G+BDMtuWuTR2mrIpJS0EfLjIFlxVN9/wBhCVG1luD4rZHdjpZDwuRlDBRicbeOMEhgzKcWcNiVSRsrYgJISQEYhMsRyxuLk43zXC//AEmXLtuN8rbjfcanCoxK4+0FZM1AVPKmiSOjyiMkxqUFzy5Hyp4pBZ/ZyXOQ9nCqDeoaZs98jTskrTCI/wAtp3cwSTurs1EeSUFgq+6V7mEI93QkNdCrBxZEWkcyRPSM0VGVlRKjAuwnDSk+0MoyiWSiWOQeJY3fwfQHrtzRxx00g9kljlWeImZrgJnSLzVaN55ZbvOkmN2I8BDMHQrrlqqSnbt5HNzVMlPzcK1glkrHNO/J4U7I8LOodeSqRckyKxcSXkOxawO2E0nEEMtPM8samfKkF1VfZ5eVNPTRqAlRT8whiy5vGXXJnDBtVR2ypIrsypJT3qFCuYaYxToaagdY5Max6bFnHtWLXpwsv0zbBbF7NUUVKFrZ6CKmkU1C06ItNzJ3MuUbQzUznBYY1WOWpZVwvIkIJmJTXWa1zCHGAu50du7m3vWm2YHPJjCQM/GOz/Fu35SogDrOttbUF3d2tk7M7YiyguSxCjyW52HkLa1a88v0KJjNGmrvenwoqCIf5aarqm+HLEVLH91xUfnp0J1GO/eb+VQQ/wDJaOkidfJZZFask+/KqsT8PhrpbLZNUngF4np3cYLJtMfiePIAn3wmXuza1XF9/wDZqyuKyKa6VvalWEwuBMjcMLxSLyZBT7QsHiWSKLl8hQ6s0jXyFTaquxZtOl/RvyBP9mrebsxVGYSe5jDKkJkaqd4xnzAUb+To5ZHieI83YSSxhSeW3Lt1mOFyXtE9kD1cvj15VqCk1jWzmTryCq7txTk1EhSVqlLR41DFc5gI0Gb7KQ9wQVe7gizNIbuyDhEDrIhHhIZCGLBQpDqQSwDFQCL3CtbrY9NSrtbSSGJq2RY1BqPZWhDkSRuEZlPLZPAjJEWCg2CtGQArALGKOvuw8JPwBJJ+ACjIk/u7+m+k1OHquRirT7I81YvaSW8y8qqzHtchkV3csVL8OkWWLlU8cqOZkZjg3OKQLvc4ttggE0UsMJqiTTVCwUgkrJWhEdRMYomijQRujQ8lTnI8cZErNkTgdHbLh0yOA8DSKtS0ZxiqC8Lcnh7kGNpAh8DpFyzKBkj+8sVbT9R82lVqmGphlaOOtljZqZpFlaCRsmD+0GKKxlktMMQjkKvMdozrKavALMOr/lH14qo6zsbVqXyppVxQzMChBWEnaUg2IjNx4zsbjffUa4pAVYBgVNhsRY7k22OrI4v3u1khcOKclo5aZm5CZNDKbup8t3ykuADnJKb7gLXfGKoyMGc3YixIAF7XA6ADptq9amriOOIj495XWoyaTut9uRhjTDBmcyZmI3RPJOdJ2gUQyxMgvKIQWCIXT2e2HJnLhqbIi72SS5LEY30x1E2bs5sCzFyBsAWNyAPQX214uPj+I/TWVA9D+P8A+Or6xTjfTjNwWUBDgWDrmMPGQMeZ4go8Jw8Vj5A+hs34/D+OpDVdq5SGCqsYZmY4rfwtjZPFfZbWuLXBI6bagrEJs+Z5bZctgu252HixANz1F3QEjYZC9tevmOb/ADTdWXy+khVWXr9O7KAnVrjENfSmftNUMwYv4luB4I9rlGO2FvpRod/S3TbWmTj85vd+rFz7uL6ZKnP6H0wVUq43W3hK3NyLUeDS5pGYyJHvgrYrkFyubsQthg25Ntvs0S8HlVOYyWSwYEtGLqWwuFyybxbEAXFxcC417i45KGzyBcBlVmVGK5tmxUFStybi5BsGYC19a+IcYkkvm4sdsRiqgXUhQBbZcEAvc2VRfbREmmpyoBNrNutipuNt7Anbe2/mGHVWA1axkPUfiP10Zj1H4j9dQphZ0a85j1H4j9dGY9R+I0SCvWjXnmD1Gsc0ev8AH9NJSCvejWvnD1/Jv00c8ev5H9NJSCtmjWvnj1/I/po54/wNJSCtmjWr2gfH8P8AbrHtI+P4D+9pKQVu0a0+0j4/gP72j2kfH8B+ukphK3aNafaR6H8tY9pHofx/2aSmErfo1o9q+B/H/wDHR7V8Pz//AB0lMJW/RpP7V8Pz/wBmj2n4fn/s1EhMJSjRpMan4D89HtJ9B+f66mVOFKdGk3tR9B+f66x7SfQfn+uolMKVaNJBV/Z+f66Gqj8NMSYUr0aSe0N8PwH6aPaD6j8F/TTEmFK9GkfPPr+S/po5x9fyH6aYkwp34dVhM7pkzKUVgwVo8tmIujgllJToCAzWZSbhe/HQb+7sQhjjIcAxgqiFlHL5YcqpQsiKcCBcFcjGecfXRzj6nTEmFSmr7SlyzNGCzLIobNyVMv02W5IU2LRggBhFhHeyDWmTtAxk5llyCqFt5FJlqQxvfItMpZr7sGbcE3Eb5x+sfxOjmn1P4n9dMSYU/DjDDYKgQBVCeMrgqTxYXLlyrLUS3JbK5BBWw15j4s4CqNkRzIsYMgUMQBswcSC1rg53B3vudMXMPqfxOjM+p/E6Ykwq4uMSMsTcmrhqJJIaA8pzSAGTOfNFUlOUEkYylVBLCR5JsL46x3l8aUxSxrXe1EtHJGYzRkMxScSlxTxLIuJBk2kAzqyCrPzpC7dqc0pahZqSNIzT0xkUSHnpGJ5Zm9nUUS48uORQIpiwpI3pi/jYqz7X9ljNFzuJpHHTKYLJTzFpqqaFKlJKZVNOuALVJSR0dUpo4YY41bBTrlkgCStdvbVK9QUqTSXHIALxRcMV1erqpxNSmZSsSihlWumFNCjpT1FNBGBHC+UUlQqqqqoCoJvGG/tJxqSqlaaZru3kNlRRfFEX9lFubD4km5JJ9dpuOSVUhklPkERBfCKNfoxoDchV9Tck3JJJJ02a4l1cmqYGi+59GujdPZdLE6DVd7R4fujlxO8+CNOFPRxLFzqqoWlhaQQROyNIJZiMmGKHJYols0k9iEyQWYmw88D4dznxLrHGitLNK30IIIxlLM3wReg/aYovVhqsu8rtV7bMDGpjpYByaOI9Y4Ab5v5Gedryyt5s1rkIut9hZdcS53sj1K09KukJ2ewUqJ+9dnxwt4xxOg8TwVptwBxPFTuLNM8SIykMkiTMESWKRbrJG+V1dSQfgQQKu70eJpUcQrprtZ6iYLYLbloxjjt4unLRNP3dz3nS8PjhVolqYUaWSGORirU84IKywygMUGRu8Nij9bK3i1W0a2AF728z1PxPxOupa2vUF0HVfP8Ab23ztRtLE2C0GeBJjMeA0OnPVSLsM6Cph+lbLe+Nrb3v18r6s3j9PTmraRBKP5GcYx7T4pFV1ilidWDRIilLY3RcJECWcSaqjsd/7RDfplb8jq2qyBG5EknEYGleKkQtamyiWok5cqeOoF8ElkkDDZVjfmEBlOtFwx/2jE2PZgz3n9V5W8fU6oNbGpOfcFBu8CljM5EEckUIVRHFK7ZxgAJY5LJe6xrZgVGAjUKoRRpigohff0P7V/L05Qv9l9SDj5L07VM9RCawzBDCJImdoCgZZrRsxkLM1s7qqpHYliyqsXWvbfp0byv0BPS+oPWcvVcn76fw+qsLtDQU7N7qKSMvOojKwUpEyGGjKRPHHM0DZzLz+UFMBMpI6lFk1DwiKoPKXhcKTTLVRxm1JEgkaQpCok8JyHhUSgK6MhEN1kktGuKSIXBStjsKiJpnElDNyovZ42mqITDFGZGhcSRoyooYiNRGJLkv0dTTRlmi4jVLMgqihjMalbCLdWggbdIWCFQVWUq4RliwLzFWdQs8NxxaojxTusqY2s6QqWhkqwObe8MavI9irWMiqjExC7bE2sCdV/xunaNgpspsDZWJFjuDe53IsfsI1Iart5Xbr7bUWF1HvXuFtjgGvlhjthfHc7bnUVrZCbEkk7i5JJ9ep+2/3nV23bVDjiOUfLkF1rcFtJwq5ukYSIgCDIOQkkxB3Z5Z5Lz2eqeXHNyZTFMQsTL4zISJCAqKS5uIZSDjY8t/TSX5tm291N4grL7uTxK1yrKMfErBWIYbHFrXsdP3Ae8Copwix8rFEjiAZGOSRGqZblZFa96yUkqVvaMdAwdxg73K1PoPEmyqbR/TwM73bJj9J6iRyFxXIR2ChbHB1S7Bya0+JGXkc48+S3htKMyfL9VDl4VKQSIZSoFyeXIVAsHuTjYDAhr/AFSD0IOnen7DVTW90ATgMXdI5FeVpY4o2jdhIskskTIqlerR5Fc1JeG72KwACNo4QAAVjjGJYRxwq9pC/iWGKNFtstmIF3Ylvm7wKlpROzI0t42din848Mr1ELuAR4oZHuvLwBCRhg4ByjHeE+ywDvJPuA9TuUxRGhPoozw6lMrIkYyeRlVBsMmcgKLmwG5G5sB1NgNO8vZCouMYWkVscHitLG4ZcwUdbhhjv8LG9rHTPQTNGyNGxV4yrIw6qykFTvsSCAdxbTtB2qqVIZZipFscFiQKAnKAVEQIiiMlcVAG5NrknXQVdeR2XqLKRTyEPgFKrkDzLcu5W4XIMpGVtnQ9GUkXsxUEArCzKQCGQpItinNW7RswUtH4gGIJBFgbi6hO2VSuOEvLCrGqiNI0A5caQq30b8wxoqs4NyPCLJZAjpe0M6KUSZ1RlVCFNrqqqircbgBFVbA74rfoNESg9kanmPFySJExLKXiB8au64kvjISkcj2QsQI5CbYmyiHsPVMbCEHe1xLCR9BZCwtIckCOrF1uBe3UEab4u0E4dpBM+b45m5GeH0Q4Fgw6ixG4Zwdma6ibtdVNcGpms17gOw6sr323BBRAGvkqqqAhRjoiVv2DqrN7oXVZHIEkbWEQBYEqxCkg3W5Abex1nifYx40dy4ITn2sOvs8wge/iJQs3NZAw8SxHoTYNdR2hqGxvUS+BcFtI6+EkEg4kZFiAWY3LFVJJsLaani0rhg8rsGFmBYkG7K7bdBk6I7EWLMoLXO+oUpR2X4Ial3QOseEbzMzfRCIyByxv4VVXLlt7BDsb6eK7sDMkrQ8yLINZchOmYM0VOhBELx3Z54bqsjYZ2YgqdRMN1sbX2PxHofUfDXp5CdiSRv1JPU5H8W3Pqd9TKhTGHuzqDY5wgGxuxmQBSjy5MXgXGyRsxjPjXzUeWtu76USwwtJDlMruMS744CMlWUIGztKjYgGy5t9EXMSnmLBQxLBL4gm4XJs2tfzLeIn11p5Q6WFvsH+OuoRTxO7KYrkJIz7sSbLIRcxNOBlhbllFIEwupcMo+jfXqr7uCmd6hLKzoLJu7IkUnLTKRQ0780COENZwGOa9NQczsTcs1/Dvkb+FcF3v+yngHouwsNta7bAfsi5A/ZBa2RA6AsFW5HXFb9BqZCZqQ9ruzQpViInjm5hlX3drLyyqhgczmr3NjYWsRrf2S4HTzRs09SIHzkjUFkA2jjeOVlbxcoMZVYgjJhGq2OR1GJY8TZgVJvsRiTYlTsetiCPgQR5awNRKKUwdn6c5ZVgRhzPC4p9sOTixdKt0YESscUJc8mUKrMCodJ+xlKkjJJxBEKNgykRlgRK0bE4zMqgRoZSCSy5opW+VoHotqZRSyj4BTM7r7UCqyMFbOKK8KRpJmOaBkz3kQEWCGPxDxqArq+zlDGQGrGbdr4NEwxMqrE11VyLQNzm2IbxAGMqV1CUS5AG5JAA9SdhpXJwmUW91JvcAhGYX3uLqCL7HbrtfRE+cY4ZRLG5iqXeUAFEI8LXcg3YQri3KtJyj0ZihkJTxtvZVoA7mqBMYjJQLldpQ8TKl03XNBImZ2UMT1C6baiBkIDKykgMMgVup6MLjcGx3G2x9Na9QkKX1nzfzWxMhhYgqVMqst5osxy3pwAFgeZktI5PKQNZ2xZWIeGARFnkOQDOI2kLAjnCSPxxrhGWWERs45hR2d1+iDBdbqGmMjoi/SdlRR0uzEAfmdET9xeajVo+SjOoimEocyjKflAwMuMitbn3VvojC/hOzF1qjwxWcYSPYoAYzKFIEzFirPOb5U1kJItzPEgAJAjy9lqgkqseRGQsHjBupZWGLOG2ZHFyLHByLhSde+JdlZokkkZVwjIBKyRtkCWGagNdkDLiSBcE9PC2MonmOv4aBvTz9HtYksMlQLdjUhWKtzGDKqg3UFRYkkPEuGljemnRQQVF8yVDq7IW9pG8katGpxspkFyeXzXhesgf2n7gLk/YACSfIA6SkKUdpeO08kCRU9O8LB43OTl1FkkWQC7knNmRsyLnDol2Doey/F44RUCSIyc+MwXDBTHG4Yuy3DXkDiFl6AYHffdklNjY7EeR2P4HfWA2klFLZe0tPm7LQx8tjdYmEfh93UpiJeXzcWkkp5iMrqYmVSFK2Vz9rqQkH5sisMzYMqeIvG8ZJSK7BAjLi3hIdlIte8I0aSkL3UOCzEDEEkhfJQSSFHTYDboNeNGjUKUaNKOG0LzMEjXJzcgXVegufE5VRsD1OldRwCZLZxlbsqAsVAuyc0ftbDlXcsdgAbkEW0UJs0afj2PqAwQxgMxso5kdz4lRiAHJIRnUNbpkPLfSas7PyouTKAtmIIYHLC+YFvNQCxBsbA+hGiSmrRo0aKV0Z2YoqaeWJHl4jDE8YMUvMro4HMM6yxNJUVTJFFJMSsceANPBJNlzJJGjK+e19fLJKVmQwmACCOm8QWljQAJCobewWxLm5f6VzcaQUnB5Y6epWOojKtzk9iemkjWoaKee1larzxqec0KzSXIZoIwRPDEVc+DcViNMkfE6lQUpaV6V+WDVwBnEBjblyOtZSKvLntkZ05k1ljKGPXGuqLqrYafDivQ9Ett2+zbgmuzJwjHvb4cDvjPv0THoA9ASTsAASST0AA3JJ2AHXS7jXCngZQ+JDrnFJGweGeM9JYpBtJGfUbjowU3GnrstLDSKtTUzLBJNmnDy7Rpi6kJNXEy+7xpMiY1e/MmXFRkgvyKVBz34N+/kvr+0NsULS0N2SC2OzB9onQDv9BJ3KC98PGvZkPDIj7y6ycTcecq2aKhVh1SmvnLa4ac2vaG2qq1sqHJJLEljYsSSSSQCSSdySSSSd79deNeqoMaxmFukL4Xd3lS7qur1TLnGT8hyGg5JVUfzcf9KX/wAPSTSuX+aT+nIPyi0k1KrJ07J/+0Q/0v7Dq5+zSVEUENqKiQCGhdHR2V2jWolmNRYw1GTKhCyyvmqFmKl3kEQpfsqf5RD/AExq1u0VVTiameKaoipRTRNUK68RhR+XJM0MkBpRtDHK0SJP/NxSTRNjKzSIKNWoRXDYObZncIPxn0WNZn3eOdDEb8xr4R6qKdrKnGGtiEZT+XqZgannCOUrUELHG1OGMbBJR7Q0okcIgYWuNQlfP+i3+qfXb8dSnvD4kGcJDLU8hkR2jqHnyaQtI6yMkjFXVkkDxSAX5bqWu7SM0Xj/ALD/AAOh1XNOqt7tNLKxjJiEhFRQtErTVEhjlNHIKfn8+liYx2iEk3MbmERgNZSH1OeLwV+EgZaRVbnIQFncOJioR3CAgo8jGaSSyqiqJLR4Srqt+1yoEu/tCKfZcpMasLUK1LViaEcyokRTUkLCgXLECUs1s1DzJRRGaoVeGu8QlkU5LRtU07yQIFixaoNpJZOaAagOfBAgWSVmAzWxUjMdz93660VPl9/9mt8x3+4fwGtFT0H3/wBmrtNXtwSmm4LI4UoAxZDLgD4xErNGZCCAuGaldmJ6XAuLrZOx9UPpQlev0niW2N7kkyCy7E5HYixBIIJ01MU8UMDGR0hnDvCqytiQj2fwK1k94A1iBc2b46RxcSkX6M8i7lrCSUDIkktYH6RJJJ6klvU6zBB0UOa5pgrHEuHPCVEq4F1DqLqTibgE4k4m4PhaxHmBpLrZNKT9Jy1ttyx/j8TrVmPrDRFnRrO3r+X+3Rt8fw/26IsaXcDollcq8nKQKzs+Odgov9EMpb7Ab+gJ20i2+P4D9dFh8fw/26KFJm7GOBk00CCym7s4WzK7DxBCL+AiwvsVPQ31r4x2TMMbyc+JwgQ2TIhi7Y4hiACQN/De9m6Y6jgA/wAAfrrIt8fy0RY0azceh/EfpouPQ/iP00UrB1JKHgMLIHeqSO4Xa8cjXMcDG6CRWXGRp1xIyIQEA2JaOX+B/EfpouPT8/8AZoFCkUXBabKEGrGL58xgtjHZMkupNxk90sfgb72G6h4NSNbKstuMvCy2FhcKOWSSrm2QvdVJxAa6xe/w/PRl8B+f66JCW8agjRgIZOYuKlzYgCS7BlBKpkosCGAt4rXNjpvkGxv017y+A/P9dBPwH5/ropU+lqq1UdfZoowys8rGwGDvIxc82dlC8x5CSbputgosS38f4fWVBHMhUGPfYxpbnvYE3lIszqwFrDwyHyYiPUvG5UJKzSL1JtJJYne5IysTuTc7g77HfWuHjUgIIlbIMGHjY2Ybq1ix3AGx+GpUZp2TsXUnpGOoH85F1NiP2/NSHH7pB0h4twOWBVaVcQ5ZV3UklCVbYG4AYFb9CVa17HSc8SkN/ePve/iY3u2Zvc73cljfq2/XfWh5iepv9u+oKBYiJuMetxa25vfa3xvqf1EdYLfyynHLuy8spGWZssioWBDmQ+FvDkcbAlSRX+X+LD9Ne1hbaync2Hh6t6Dbc79Ou+kwpiVNOIdlJZpQJKqB2W0QIIBWMAvkVCp4A8gXJt2L3GW9m9eyAsC1TAoxyfJ1vHsvhZQ5JJYlRjfKwtuwGo4adrZYMFsDlgQtmuFN7WsxuAfOxtrXfQQdEghLuNUCxFMZkmyW5w3CHY4k3NzY726EEdQdJ+GreSMZ8u7oOZewjuwHMJBBAS+RII6a05H1OvcQZiFXIsxCqBclmJsAANySSAAOp0RS2HhjFCRxMWRASFmayg8oWAeeMqgdgpyVWuiWRiVGtfaDIJKfnIT5GN2jV29698OnMt7tCxNxbwqACLMrZT9l6p8saeY4SGFrI11mCGQxkdc+WMgvmCLXyF0PFeHSwkLMjRswyCtsSpJAa172JBF/UH0OplQAkgGlPC6x4XEibOocAkXAzR4ybHY+Fzsbg+YIuCl0v7N0iSTxRzNhE7WdzJHCEWxuxllDRoB1uysT0VWYqphSn5e3M1jlHGzFWXMiUMcymbMRIMiQgsAVAJysTpv4z2mlnQxukYUlG8CMhBQECwDYKLE3CqL3J6knTnL2eozTvIlT78cnGF5qZC15MJgdjuIwZFKM4WwuXyTLdx7s/QqY1gqSxYVGWc1MyrIIjJADJGAipzLQtI+IZjdCVBcSohQrHRjqf13COGojskzSYi6KZkWR8VmcEKkR2mkEEOB5ciKzuyqFEjw3tCsfPmEH8wJHWG5LExKxVGyYAnNQH3Atlby1ClIrf4uNFvs/EfrrFtFtEW6mnZCSjYkhlJBF8WBVhfyupIuN99tLx2hmxVTJdVsVVliYLYW2upK+EkHEi4Zgb5NdBQhMl5mQT9rAAv0NrBtutuvx1IJHouWoXLmXiZmkVyAFCiVcEksytZmNmU3dVG1mQtFWtgIGFx7hMd6bRx+frzmve97gm+fM2JBIBexIGzWUEEKoGj50kxZOYcGvdRYLuWJsALLcu/0bbMw6EjT3LPSl0934PelsEkOIMqyRCzMMxyUkXO6nxtcWQa3PxSlVV/k5zxjuGiS11yBsWfK17E5B8yCpNrYpWk3R3Mcol94/P9NH3/x/TWyskDO7AAAsSoACgAk2GK+EWFhYba1aK4Dkrw4qkJMMTcMhi9tarpo3vTRNC7sioERMgjg4yIJmLe8McT8snJq7XcURKeKI0scbT09PHHLEYGVmpp35skgRCROGTlExyWIaa+XMUR1yne1WA5ZjIc4o15bxtO/Mdk974Tl5fRYbMGsLNnEe3UsoXmKrsiKkbM1QxQKxYlVM/LBe9mXHGwGKqbk0urKrmi5X3Q9txBSotTB7RQimoiEFQnOhkf21TUQj2eNkmkkiMbblFjjjU89WU6l3E+IVckqEUUEKxT8uMLVSlY446XlNEGFE/uYy5pzNEvhleVUtIZKkcvt3lVVgFdltHDFcTVTeGEOE8ElQ8ewc4oFCR2BiWMlrqIu8+YEExhiGD3NRxK91h5A3WvBBxJOQswuUBEXu9BSIMqwX1zTFIuOAGQ2cgTqQF4qoyrEEWICgj0IUAjqen2nWvTA/HXP7KjoNgfIAfW+GsfPb+i/gf11ZZkPBZtEBSp/5pf8ApH/1Y9JNMn/pC+OOKWyLdGvcgD63TYa8fPjfVX/S/vahSpd2cPv4f6a6uHs1wyVqaKFqiKnp5Y48oZ6ZjHKj1Qu5qGqjbKQDFYXhYma4iizEw50pe0ToyuFS6kECzEXG+/iv+epFw7vKaNcRQ0DHbJ3gd5HOfMJZ2mucjdSOmBxAACgaXsJdI4LCq3EBHP4Ke9suzFo6iZ548qT2elgRVxNVDGRTCYhp3KSDF1KW608wsDHJhBIev4/w0hre3jOKr+S0imqZGLJE6tBgythB73GJWK+LYlwxBJsuLOvaBx5L+B/va1mkVUNu6VeXHpWMY5UtMz8qiYxWobRKlPXgujRyhs6JbSWiHheYZZsoLyOuqYee0jcZSVjMRdZOHoLCCExzMrQmI4SwRtmivySqrFzJy51QPFe8CaaIROkRULAmWDcy1Pz8LuXy8QqGBHSyRBQoQDUp/wB/eqyLCnpFYyc66xzL48Fi2tUCyCBBCEHhEZZQBm18hTKzFFyj0vl9i/6q60VXQfaf7NM0nHXJvig6bAEAWFthl8Na34wx8l/A/rqywwrIGUK6ez9VGsPCDLTPVqYeIqIo4Eq3utQhyEEnhayhgW6qCWG41oo+8Ph9t+GxL/M+GOGkcF153MYySgsDd43AVQshiwdVRmvX/Be8eeEUyqkLCmWpRAyyHNapg8ge0gvYgY447dctOUvfFVEIMIQETlKEE0IC4mM7QzIAcTsRbl78vDJ8op5CDz96sXTxUfibwaPENAPqFM6DvGoVcOOGr1UFMadkSK1Wyxxty1bK1QIhK3iaKmids2LLpJ2k7fLUwtTU9GIjOsEeY5WRaNxkvghQYW8AYsGGRyYhVAjVR311pIKmNLNkLKzjdxIykSvIGUuARlcoBjGUUlT4HfRX2Hjj8JupMSNjdi5ADArYk23BNtujMDsxBV4Tj2F4BDK8qVbcrliQFs0Qq6YgLZjaU5E+7QhmFyDYHSvvB7N08CZU8yyXIGIdJGj2Qm8iNjICzOoZUX6BuBdC1acU7RSzSPLKQ0kjF3YjdmPVjY2uep+/SYcUb0X8D+uqJt3mt1gqGPy7vr64zuDxgw4RPFPWvSAeZsPW1/s2uPP/AAemmT51b0X8/wBdHzq3ov5/rq7iC0wp/wCw0dn9+dsuWwWQlhgCAylBiQ5I26lT1BsueRR8yT3lock5ZtOXxxu9xy7Y5i2/iswKnwkNX/zq3ov5/ro+dW9F/P8AXWvDzKufah/42eR58+foFNeXTAjxsy8tCSVkW8oyEigAdWOJB2QdMvMqnmpAQQit4t1HtBsPd7BmZMkA5u5CuXwsMQbwD51b0X8/10fOrei/n+upwjiVi25LdGN8vmU83/8A+eQ1MIeIUXs6o0d5uVErsInDcwTZuRJ7QLHkgpkFvIZCTgsSRGtvnVvRfz/XR86N6L+B/XWeIKrCtDiXG+Hu8tqWRUKTiIxpFGQ8kVGkbMplZVEcsdW4UZYc5CoJuEhA0zfOrei/n+us/Orei/n+upxBITxoOmf52b0X8/72j52b6q/6X97UYgkKw67tRGwhCxFeV7GwcJTpKXpkqFe7CIqyyPNGRktlWFFKsQGK6u7xDJFPE8CnmipxYMq8s1LSsQBybtFHnE6x3B5sCPkL2Wr/AJ2b6q/6X97WPnZvqr/pf3tMQSE8aNM/zs3ov5/3tHzs3ov4H9dMQSE7sNSSr7WszqxUlUkWVUaV3syJHEt2NiwCIw3uW5j5l/OCfOzei/h/t0fOzei/hrFzWu1WbXubop1xztc86OjpGA4jBYBsgY3LqQSx3scLm5xuL76jumf52b0X8NHzs3ov4f7dGNawQ1Q9znmXFPGvUb2INgbEGzC6mxvZh5qehHmL6ZfnZvh+B/XR87N8Pz/XWWILGFOv/TKbmNLaLN35jHC+UnLkhVySxfKOOVwj5ZAkvcuS5Qcc4/LUCFZnyEC8uPYBglkFi30n+gu7Em+R/aN4p87v8Pz/AF0fO7/D8/10xBITxpbwGRFlQygGME5XXMC6sFYp+2qOVdk3yVSLG9tRr52f4fn+usfOrfD8/wBdTiCQrXrOJ8MbJxSyqS0oSJQ3u18JidmSriWVLmQtHcOLpGrokKvKhn4lQ2kENNIhaOVRzA0pLNEUT3hqmVWWY8zmrCLjEKsRjvLW3zo3oPz/AF1j5zb0X8D+umIJCe8D6H8NGPwP4aZPnNvRfwP66PnRvRfz/XUYgkJ7x0Y6ZfnRvRfz/XR86N6L+f66YgkKRcNnwcN1FnXYgEZo0dwfJlyyHxHl109RdqCEZBHgGEwxjlwjXmqE8MbK9lUBvCWxLOWsCqFYH86N6L+B/XR86N6L+B/XSQtNS2ZUMuE/X6qxX7cy+EKFVVEa4khwQge43F8XyW6jyjUC1zpj49xHnMGxVLAiwNwSzySlt97lpD6+vnqLfOjei/n+uj50b0X8/wBdJCxp2dKmcTGgFPVtFvj/AB/TTL86t6L+f66PnVvRfz/XTEFYhINGjRrBZI0aNGiI0aNGiI0aNGiI0aNGiI0aNGiI0aNGiI0aNGiI0aNGiI0aNGiI0aNGiI0aNGiI0aNGiI0aNGiI0aNGiI0aNGiI0aNGiI0aNGiI0aNGiI0aNGiI0aNGiI0aNGiI0aNGiI0aNGiI0aNGiI0aNGiI0aNGiI0aNGiI0aNGiI0aNGiI0aNGiI0aNGiI0aNGiI0aNGiI0aNGiI0aNGiI0aNGiI0aNGiI0aNGiI0aNGiI0aNGiI0aNGiI0aNGiI0aNGiI0aNGiI0aNGiI0aNGiI0aNGiI0aNGiI0aNGiI0aNGiI0aNGiI0aNGiI0aNGiI0aNGiI0aNGiI0aNGiI0aNGiI0aNGiI0aNGiI0aNGiI0aNGiI0aNGiI0aNGiI0aNGiI0aNGiI0aNGiI0aNGiI0aNGiI0aNGiI0aNGiI0aNGiI0aNGiI0aNGiI0aNGiI0aNGiI0aNGiI0aNGiI0aNGiI0aNGiI0aNGiI0aNGiI0aNGiI0aNGiI0aNGiI0aNGiI0aNGiI0aNGiI0aNGiI0aNGiL/9k=" width="300px" alt="как пользоваться стаканом на бирже"/></p>
<h2>Какие операции можно совершать в стакане цен?</h2>
<p>Его еще называют книгой заявок (от англ. order book). Есть возможность выставления разных типов заявок в том числе, отложенные ордера на покупку либо продажу определенного актива по выгодной для трейдера цене. Стакан цен показывает всю информацию об открытых позициях на продажу и покупку валютных пар по наилучшим рыночным ценам.</p>
<h2>Для чего используется биржевой стакан</h2>
<p>Когда покупатель находится, из его «депо» списывают бумаги, на денежный счет продавца приходит пополнение. Данный справочный и аналитический материал подготовлен компанией ООО «Ньютон Инвестиции» исключительно в информационных целях. Не является индивидуальной инвестиционной рекомендацией и предложением финансовых инструментов. Несмотря на всю тщательность подготовки информационных материалов, ООО «Ньютон Инвестиции» не гарантирует и не несет ответственности за их точность, полноту и достоверность.</p>
<h2>Скальпинг в стакане или уровни, которые мы видим в DOM.</h2>
<p>Трейдеру нужно понять, какова глубина рынка, чтобы правильно выставить свою заявку. Если он ошибётся в одну сторону, рискует не попасть в оптимальную цену, если — в другую, его заявка не исполнится. Сегодня процесс торговли на рынке максимально автоматизирован, и этот показатель уже не так актуален. Многие трейдеры используют торговых роботов и предпочитают не вникать в детали.</p>
<p>Если цены bid/ask совпадают, то располагаются вплотную. Чем больше ликвидности, тем меньше спред, и наоборот. Стратегию торговли по спреду в скальпинге мы описали&nbsp;здесь.</p>
<p><img decoding="async" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://boriscooper.org/wp-content/uploads/2021/07/14abd15d-0e2e-4ec7-b7f7-fa01349937aa.jpg" width="301px" alt="как пользоваться стаканом на бирже"/></p>
<p>По сути, этот показатель отражает ликвидность актива. Таблица котировок наиболее полезна внутридневным трейдерам и скальперам, знающим, как правильно читать биржевой стакан. Есть несколько моментов, на которые стоит обратить внимание, анализируя его данные. Мы выделили цифрой 1 &nbsp;уровень середины начального диапазона дня, который определили автоматически с помощью индикатора Initial Balance.</p>
<p>В веб-интерфейсе Bybit нет опции для торговли через биржевой стакан. Все сделки проводятся через торговый модуль – указываем тип заявки, цену, объем и отправляем ордер. Единственная торговая опция стакана – кликом по ценовому уровню можно перенести цену в торговый модуль. Ключевое отличие стакана в терминале – возможность торговать через него в один клик. Кликая мышью по ценовым уровням, мы можем отправлять лимитные и рыночные заявки.</p>
<ul>
<li>Он представлен в виде красно-зеленой вертикальной гистограммы.</li>
<li>Это удобно с учетом того, что биткоин, как правило, тянет за собой весь рынок.</li>
<li>Скальперская торговля по стакану заключается в применении стакана цен с плавающим спредом.</li>
<li>Если регулярно работать с таблицей, можно научиться выделять закономерности, которые помогут успешно торговать.</li>
<li>Заявки на продажу помечены красным, их также именуют «ask» (от англ. ask — спрос).</li>
</ul>
<p>Например, название из первой строчки STXUSDT говорит что это цена монеты STX в USDT (стейбл-коин, привязанный к доллару США). В данном интерфейсе стоимость всех монет указана в отношении к одной и той же единице. Чтобы увидеть список заявок, нужно выбрать из меню “Обзор рынка”, затем “Стакан цен”. От платформы к платформе биржевой стакан может несколько отличаться визуально, имея дополнительные настройки. Но при этом его задачи и ключи к пониманию остаются теми же. Итак, учитывая спрос на тему, да и понимание того, насколько для новичка важна эта информация — сегодня расскажу про биржевой стакан.</p>
<p>Если вы торгуете против импульса, не покупайте сразу на минимумах и не продавайте сразу на максимумах, дождитесь пока лавина стопов закончит толкать цену дальше. Вы можете проверить новые ли это контракты или стопы, но только на Московской бирже, которая показывает открытый интерес в режиме реального времени. Ниже мы покажем пример, как работать с открытым интересом. В ленте сделок отображаются уже совершенные сделки по покупке или продаже криптовалюты. Здесь есть информация об объёмах торгов в недавнее время. Чаще всего сделки по покупке помечаются зелёным цветом, по продаже — красным.</p>
<p>Таким образом, заявки отправляются быстро, что важно в скальпинге и интрадей-трейдинге. Стакан заявок, или Depth of market (DOM), — это панель, через которую можно посмотреть, сколько заявок на покупку и продажу актива по разной цене есть прямо сейчас. Тогда в стакане будет показано, сколько заявок есть для цен 0.90$, 1.10$ и так далее. Это хороший инструмент, чтобы следить, в каких точках находятся спрос и предложение. Биржевой стакан – продвинутый инструмент рыночного анализа.</p>
<p>Основная идея торговли импульсов — &nbsp;следовать за движениями умных денег. То, что происходит на одной цене — может определить направление для следующего часа или даже большего периода времени. Если одни трейдеры пойманы в ловушку, они захотят выйти.</p>
<p>Биржевой стакан – ключевой инструмент активного трейдера. В этой статье мы расскажем, как работает стакан, что такое “лента сделок” и “кластеры”. Разберем отличия торговли по стакану от торговли по графику. Покажем на примере, как используют стакан в торговле скальперы. Заявки участников торгов на покупку и продажу отображаются в сводной таблице, которая на биржевом сленге называется стакан.</p>
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" width="303px" alt="как пользоваться стаканом на бирже"/></p>
<p>В зависимости от интерфейса подобный инструмент может выглядеть как таблица. Как пользуются стаканом в двух словах не объяснить. Если совсем кратко —&nbsp;смотрят на соотношение предложения и спроса и на основе появившихся больших лотов предсказывают движение цены в одну или в другую сторону. Все материалы на сайте носят исключительно информационный характер и не являются указанием к действию. Представленные данные – это только предположения, основанные на нашем опыте. Публикуемые результаты торговли добавляются исключительно с целью демонстрации эффективности и не являются заявлением доходности.</p>
<p>В стакане (если взять верх и низ стакана) очень маленький разброс цены чтобы на нём можно было получить какую то прибыль. А если ставить плечо х35 то рано или поздно такой трейдер нарвется на резкий и большой импульс и потеряет депозит. Распознать эти манипуляции в биржевом стакане можно. Называется «стенка» — это резкое отличие скомпилированных заявок на покупку или продажу. Логично, что рынок криптовалют состоит не только из мелких игроков. Те трейдеры, которые имеют большие запасы активов, могут манипулировать рынком.</p>
<p>Это заявки, которые располагаются на определенных уровнях цен и не меняются в течение длительного периода времени. При этом их движение не оказывает заметного влияния на ценовой тренд. Это одна крупная заявка, которую трейдер разбивает на части, чтобы набрать позицию в биржевом стакане, но остаться при этом незамеченным. Повторяющиеся заявки могут обладать одинаковым объемом и появляться с определенной периодичностью. Иногда это заявки, объем которых чередуется, например 20, 30, 40, и которые размещаются с чередующейся периодичностью.</p>
<p>Раньше, до&nbsp;появления электронных торгов и&nbsp;платформ, все заявки участников торгов фиксировались биржевыми маклерами в&nbsp;специальной книге (order book) в&nbsp;ходе торговой сессии. Если какие-то условия совпадали по&nbsp;цене и&nbsp;объёму, то&nbsp;сделка заключалась во&nbsp;время дневного или вечернего клиринга. Это время, когда производятся окончательные расчёты между всеми сторонами биржевой сделки. Заявка будет оставаться в&nbsp;таком статусе до&nbsp;тех пор, пока не&nbsp;найдётся контрагент, который сможет предложить к&nbsp;продаже или к&nbsp;покупке достаточный объём биржевого актива. Так и&nbsp;находится тот рыночный баланс цены, когда в&nbsp;моменте совпадают интересы участников сделки.</p>
<p>Форекс обучение в школе Бориса Купера, переходите по ссылке и узнаете больше — <a href="https://boriscooper.org/">https://boriscooper.org/</a>.</p>
<p>The post <a href="https://richtingworld.com/birzhevoj-stakan-kriptovaljuty-chto-jeto-takoe-kak/">Биржевой стакан криптовалюты  что это такое, как анализировать цену на биткоин и какие торговые стратегии бывают</a> appeared first on <a href="https://richtingworld.com">Rich Ting World</a>.</p>
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			</item>
		<item>
		<title>Фигуры технического анализа с изображениями и примерами</title>
		<link>https://richtingworld.com/figury-tehnicheskogo-analiza-s-izobrazhenijami-i/</link>
					<comments>https://richtingworld.com/figury-tehnicheskogo-analiza-s-izobrazhenijami-i/#respond</comments>
		
		<dc:creator><![CDATA[chrism]]></dc:creator>
		<pubDate>Thu, 05 Oct 2023 08:06:18 +0000</pubDate>
				<category><![CDATA[Форекс Обучение]]></category>
		<guid isPermaLink="false">https://richtingworld.com/?p=10139</guid>

					<description><![CDATA[<p>Ее “бычья” противоположность — модель “double bottom”, “двойное дно”. На графике M30 формируется паттерн “двойная вершина” после восходящего тренда. “Медведям” удалось после второго локального максимума развернуть цену вниз и пробить уровень поддержки. Фигура “двойная криптокошельки вершина” сигнализирует, что актив переоценен. После сильного восходящего тренда паттерн формирует два максимума на одном уровне сопротивления. Что такое паттерны [&#8230;]</p>
<p>The post <a href="https://richtingworld.com/figury-tehnicheskogo-analiza-s-izobrazhenijami-i/">Фигуры технического анализа с изображениями и примерами</a> appeared first on <a href="https://richtingworld.com">Rich Ting World</a>.</p>
]]></description>
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" width="200px" alt="фигура двойная вершина"/></p>
<p><p>Ее “бычья” противоположность — модель “double bottom”, “двойное дно”. На графике M30 формируется паттерн “двойная вершина” после восходящего тренда. “Медведям” удалось после второго локального максимума развернуть цену вниз и пробить уровень поддержки. Фигура “двойная <a href="https://srp-trade.org/kriptokoshelki-podrobnoe-rukovodstvo-dlja/">криптокошельки</a> вершина” сигнализирует, что актив переоценен. После сильного восходящего тренда паттерн формирует два максимума на одном уровне сопротивления.</p>
</p>
<p><img decoding="async" 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" width="204px" alt="фигура двойная вершина"/></p>
<p><h2>Что такое паттерны Двойная Вершина и Двойное Дно, как на них заработать в трейдинге</h2>
</p>
<p><p>Паттерн “двойное дно” образуется в области низких цен и похожа на букву “W”. На четырехчасовом графике криптовалютной пары строится “двойная вершина”. После попытки покупателей вернуть котировки к первому локальному максимуму на рынке активизировались продавцы. Это повлекло к массовому открытию коротких позиций по активу. Продолжаем изучать разворотные #ФигурыТехническогоАнализа и после Двойной вершины стоит разобрать ее <a href="https://inet-zarabotok.org/ip-gold-obzor-servisa/">ip gold обзор сервиса</a> перевернутый вариант &#8211; паттерн Двойное дно . Некоторые трейдеры предпочитают делать это после пробоя линии шеи вниз.</p>
</p>
<p><h2>Как торговать паттерном Двойное дно</h2>
</p>
<ol>
<li>Но вместо того, чтобы входить в лонг сразу, можно попробовать дождаться отката к уровню пробоя.</li>
<li>Данная фигура может появиться на графике в момент активного спада стоимости активов, чем начинают пользоваться покупатели.</li>
<li>Флаг чаще всего появляется в середине такого виртуального древка.</li>
<li>Эта фигура получила название “double top”, то есть “двойная вершина”.</li>
<li>Двойное дно вырисовывается при развороте в нисходящем тренде.</li>
<li>Пробой цены ниже уровня В делает фигуру двойной вершины состоявшейся, а тенденцию сломанной.</li>
</ol>
<p><p>Следуя этим этапам и анализируя <a href="https://fxglossary.org/metod-puriya-torgovlya-so-strategiey-po-metodu-puria/">Метод Пурия торговля со стратегией по методу Пуриа</a> модель, трейдеры могут выявить 2 вершины в трейдинге и использовать их для принятия решений о торговле. По возможности лучше торговать с применением дополнительных сигналов. Их появление будет означать, что конструкция с большой вероятностью сработает. Если перевернуть фигуру, получится Двойное Дно, но на нем остановимся ниже. Здесь нужно продавать на подъёмах к верхней линии тренда и фиксировать прибыль, когда рынок падает к нижней линии, пока нисходящий тренд остаётся неизменным.</p>
</p>
<p><p>Трейдеры считают, что появление клиньев – следствие манипуляций, которые проводят крупные игроки, “набирая позицию”. Помимо того, что фигуры – это отражение объективной смены баланса сил “быков” и “медведей”, на динамику рынка оказывает влияние и эффект “самосбывающегося прогноза”. Фактически каждая из  фигур включает в себя определенную знаковую фазу развития тренда. Скачайте программу ATAS бесплатно – попробуйте бесплатно мощный инструмент для анализа объемов для рынков акций, фьючерсов и криптовалют.</p>
</p>
<p><p>А в удобном многофункциональном веб-терминале для торговли доступен широкий выбор активов. Следует обратить особое внимание на “медвежьи ловушки” на графике. При торговле по “двойным вершинам” необходимо быть бдительным, чтобы не попасться на ложные сигналы.</p>
</p>
<p><p>Эта ситуация позволяет определить целевые уровни после прорыва фигуры и продолжения тенденции. Сильное ценовое движение (Price Action) может сопровождаться построением ряда флагов. Схематическое изображение паттерна “прямоугольник”, в котором цена колеблется между верхней и нижней линиями тренда. Прямоугольники – это графические паттерны Форекс, в которых ценовое действие ограничено верхней и нижней границами. Она возникает в тот момент, когда восходящий тренд сменяется нисходящим. Перевёрнутая голова и плечи – это тот же самый паттерн, повёрнутый в обратном направлении.</p>
</p>
<p><h2>Пример паттерна Двойное Дно</h2>
</p>
<p><p>Входить рекомендуется сразу после пробоя шеи вверх или дождаться отхода на небольшое расстояние. Также важно,  что “ноги” могут находиться на разных уровнях, чего не происходит в случае фигуры двойное дно/двойная вершина. Принципиальная разница в том, что “хвост” подает более ранний сигнал, чем прорыв линии шеи при фигурах двойное дно/двойная вершина.</p>
</p>
<p><h2>Три бара ломают тренд</h2>
</p>
<p><p>“Двойные вершины” можно встретить практически на любых финансовых рынках и таймфреймах, что позволяет активно пользоваться данной моделью. Психология трейдеров играет ключевую роль в формировании и интерпретации паттерна двойной вершины. Настроение участников рынка может ощутимо повлиять на динамику цен. Во время восходящего тренда трейдеры полны оптимизма и уверенности в том, что цена продолжит расти. Этот оптимизм приводит к увеличению покупок и поддерживает рост цен. Однако когда цена достигает 1-ого пика, отдельные участники начинают закрывать позиции, что создает давление на цену и препятствует дальнейшему росту.</p></p>
<p>The post <a href="https://richtingworld.com/figury-tehnicheskogo-analiza-s-izobrazhenijami-i/">Фигуры технического анализа с изображениями и примерами</a> appeared first on <a href="https://richtingworld.com">Rich Ting World</a>.</p>
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			</item>
		<item>
		<title>Паттерн Двойная Вершина в трейдинге: формирование фигуры и оптимизация стратегий</title>
		<link>https://richtingworld.com/pattern-dvojnaja-vershina-v-trejdinge-formirovanie/</link>
					<comments>https://richtingworld.com/pattern-dvojnaja-vershina-v-trejdinge-formirovanie/#respond</comments>
		
		<dc:creator><![CDATA[chrism]]></dc:creator>
		<pubDate>Wed, 04 Oct 2023 12:48:45 +0000</pubDate>
				<category><![CDATA[Форекс Обучение]]></category>
		<guid isPermaLink="false">https://richtingworld.com/?p=10137</guid>

					<description><![CDATA[<p>При торговле по “двойной вершине” важно соблюдать правила риск-менеджмента и тратить на одну позицию не более 2% от общего депозита. Также важно подтверждать эту фигуру другими графическими паттернами и индикаторами. С помощью дополнительных инструментов технического анализа трейдер составит более полную картину рынка и сможет более точно спрогнозировать дальнейшее движение цены. Паттерн Двойное Дно в трейдинге [&#8230;]</p>
<p>The post <a href="https://richtingworld.com/pattern-dvojnaja-vershina-v-trejdinge-formirovanie/">Паттерн Двойная Вершина в трейдинге: формирование фигуры и оптимизация стратегий</a> appeared first on <a href="https://richtingworld.com">Rich Ting World</a>.</p>
]]></description>
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JnJwpKEieUJ+cIBFkqKsEf8ASopUK2ejHjkmUsH4BWQaR5+6Q0z4WTqRs9lJFJGcBBW+mfEobDJ/j5T6hPGyqO0KfVWFvY/0S7ShMTgxcjhDPdPtPJ7IbTlSsioiEH9lCBwnDc8obU7ChT8Z8yhGZOU0d+6nwEEaF4ygeZTFsSAgQgBTHcoc4RghSPomKhTKB+fHKblA/VAwEYk8qSpGcqIIi/yjwJ/0U+qkfwmMgyhJHZSEECJwoQUO+ZUkgosCGfCkz3hTJSk+CgA98gFAk9kO5UnKLAM95QkcoSOIUkoAJPyl3KTGEPjhLkAz5U/6Es8qbkDGlAmcylkkqTjKLAJcBj9kd3kylceECfjlIabLQ/Ge6IfJlU7j4U35yk1ZYp7GQH44TznlYofHdP6kYkKDtcE2lItd8BK6RKgdJ5ROe6ak+5TKDixTlIZA8qw4SGR9FLkiheErsJjPJKQnM8pgTkT5Skk8oyfKXHlAA44QxMoyJ+qEAJiFkTkShyUfp3UJ+UDFhCCDgImAMYSu4TEA8IEnsiYhLicoAB5QnCJ45S8gyUwBjkT9UEST3QIQADBCByFCccyUBOAjkAZ+kITniZTcDJQgEIEDOAEHYPMhGYSGZzhNAGYzEoE+JQOcyocd/wB0ARAuMZUJnISnhABJEEjE/CB4QnORMoE4QIOYlAkT3UJ8nCHyOeyAIPtlQ8coSfhCQDymthEyp35QnJwh2+qN2MhJMzlAnAQMHAlQkdggRJ+UpJMyMBQkBSczhAAnPCnPJQJjshJ/3Q7BbDEmEDB8oHxyhJ85QIhIBiP5/wCFFJ+qidSFR7Y/SnDG0yqXaW4ct/Zd6+wo/wCVUP0yn4wV42PiU0euT00uGcI7TXD/AAqo6e7J28Lu3aTTJJgKl+jtJPtCuj4m1yDw4JcM4Z1g7/KeUjrNwOBhds/RhOGql+igjDVfHxNdyD0eOXDOKNq7/KUDbunjhda/RTztJVL9GI/wq+PiEGVvw9djlXUCOyU0yF0lTSHAQGrGqaW4DDVojrccu5RLw+XZGi2OPZDZnwtw/THt7FUPsHf5cK6Ooi+5RPRzXY1m0oFsFZzrRwwGqp9uQOFcsiZnlp5LkxIznugQZ5CvNI5JCXYcgjCl1IqeJopzPAQIkK3YUu2U0Q6So94UIzJCeI7pdpmU7FQsIcBMQT2Q+yEKrF4MqE90eEOcp2KhT4Qz4TYSlAgT2kwhMI/BSGZ4QMMkIGTmVOfKE890CD9kP4Q/dSUAQu7IcoOIniED8IAMnmfsoSfCU57qOPygBp+cJSUJEKAglABk9lJKXdlAnGThADF2Pqp9Uk/PCkwImUh2NujuiHZ7QqyZzKm7vCK7E4ujIFSO6ZrweVjb+8lFtTyVBxLU7W5lTKh7lUiqITh0wq3ceBSx3uiHPlLH7Jz5SEdjKnGSZTxsxDkkIEcFMRhA/GPlWBwJJGChko/dA+QhCYOJ7IfQKGSZQJ5GECIYnJylI+ESRwOUCR5UgAck7hx2S8nCYnuErucIAEZzlKR/VMeJSnPmUwASlMCET5I4QInhAgE5+EpPY8lE/J4QM9zMoGQlLKYkcEJTiECJ2x5SkmThQnHCBJPygZJzEIcdsQgTPCnHB5TETCBn/pUPaDyhGefuhggSQhJmRypyeUDIwEgIfoQCgTnBQnIQJP7poQ0wOUszjCEjypJP/CARCSVJKEiUJxJTEE8YSknwjPcpTBn4SAhB88JZEYEozlKZ4/1TCu4Sf8vlCcYQJQkdjCACf6IEiCD2Qn4lQkk5QRZJb/mUSyex/hRTthTPqT82TklD84RiVrTcEfCX15XE9nhfMDb7OPqbM3eeURdjmP5Wq9cxCnrqL02nfMQUEuGzbC5YT2RFdhEQMrUiuO5hEV/8pVb0OmlwiS61xM22+k6eENlB3cLWCuYwnbcYwVXLwzE+JFizZ48SM78tQdyAkfp1F84ErFbcOHfhWtuyFS/C5V92RdHXamHO4r9JYTwFj1dFBPCzm3kcqxt20jICrlotTDZbl68VkvxxNDV0QgmGrCq6K7/Iut9ak48IllCoOyh7TU4vxIuj4jp8n40cLV0l7eGrEqac8ctJXoL7Ki/sOFi1NJY6YAVkPEZw/EXL7Nm4Z5/UsnAfpIVD7cgmQV3VfRAc7ZWBX0N0zt/ha8XicXyRloIy/CzjnUXA8YSOp/C6Sto7mnhYVbTXNn2FbceshLhmPJ4fJGkLSEpBWxqWbgP08fCx6lBw7LTGae5jyaaUeUYsRjwgfgdla6mQkIIMqfVfBQ4NclceEDJPhMQZSxz8qVkOmhSUpEfKchLkoI0L2QOeyOfP8IHwjkdCmcjlCXfdGECYygQv+qBKPf6pZPMJiJnkEqZmUHcoTKAJPbCk9wEDHEIFAwz/ALoSoSSlmeyBBkSVCR54Q7T4Q7wSigCD5+6BcD3QLoHbKHeUDQ26MIbiDlKSScBCTzjwkSUqLWuKsFQgRCxtyb1IUWrRbHIZjXyOQjIOcLEa8z4VraipcaexNxU0WuSEA9kQZChhSWTszPKLgxCM5SnnCsIklVunkQrSPIAM90Dwjwc4KXE4GEwBA5BQ+Cj8IZlMAEwSlkfKYjylI+YTED/VAiETM/RCRzBQADwlMH6FFx890CeYCAByIlJPOeE0xylJM4+6YgEwlJJTE4wf4SOwcoAh8QUJUkwl+UAFxAEhD9uFHHx3Q+/0QBDxKUmc8InxlAmMpgQkyeEswf8AVEkfRJM4d3QIkpZnEwSiYGISiDAhIEEzCH0U7zPCBIBTAJx2Sk+Qp8zKElMRCfIQmDjupOOUJPhIL2JMGECe6ncmcpZBwmDIY+v3QJBKB55UJEfqj6IEGR+nKAdmCZKXJypMDGEbgEjPIUS7/wD3NUTtjtH0UXeUpcVWXQlLgVx0by3efCm6PhVbswoHTypXYi3eEd//ACqN3zhHd3SvcfvLvUmUfUPcqiflTdjKdsDJFQ+URWPlY4dlTdnCAoy/WyD3TCviZWEHHsU2/v2TTaD4mcK8GZTi4/8Ad8rXep35TB57FS62tgavk2bbp08q5t5PJWpbUI4KsbWKrljx5PxxIPHG7qjcMuWOmcJ5oP5AhadtacSVayvA5yss/DsE/wAOxZCeWDuEzPfZUKkgALFr6PTcPa0Isunjur23gMBZZ+GZob4pWa8fiOfH+NWjS3GhAzDf4WqudDc0k7F2ra9N4zGVH0aNXkDKzvJqtO/vI1w8R0+XbIqPN7jSntn2LAq2bmD9JXplxpNGoPaBK1V1oOCQ1acPitUpF32bBnVwZ5++g4CSFUaZ7hdZd6G8ZDFqrjS30/8ACupi12Ofcx5fDpR4NKWlVxGVn1bRzDMLHfScP8MLXHIpbo52TTyhyjGIEYSmOZVrmRhI5pU7szuL7lZHylM8p9uUhnInnhOxUKfsgZ5+ExB8ABKTxhMTQMbcpSccIkgBA5KBUAzEeECflGZ7pTjxCAB8oSeJQzGFPqnYBOEJjslnJUPGMIAk9kcnKUkdypMyQhCJ/EoGRMKOIAiPugSQgCSYwTygSRycJSY7qSUqHY4ecJ2vIiT3VBdPBR3mVFosjOjLbUVrXiFgtd2k4VranyqpR7ov2mqZlE4wkKjXTyESJyoxlKGzKJw6eBClPAKePISkDufutCp7or5EPmVDMeETI+UD9YTELkngfdDJPwjOe6Ux2/qmADuiIQ+eybgclAzGE0AveQEh5kJjKBOEAKf80pTAz3RORkYSl0YjKdiBylcQcpjxjhIeYQDBJ5UJCOISlAWQ5SlGCSgScSMhFCAfP+qB457InwlJ/hMZI5MIE9pUkzhDB/4S5ECCldI8piTzKVxI8/ZMCEnuRPKUngInBQyRkoEAjPOUHHuCoTCHz5QhELvJhAnMygYKBQOwx7e6EkDlCQAhM5OECoMlw7SldBwRjlCSFJyPPfKAQCTMIgnsOflKofE5+U+BDQf8o/ZRL6gGNxx8KJWS+B9AbkJSbz8ITEgYXJN6LC/lEEYH3VROeUQQixFm7CgKrLuIOEQeZTD3jzPdQGEkg4CPwirGPu+FA49iqy7sjKL7AiwuARDsz2Vc+cKT5TuwLNw8Ih2VVuzCMp2mBcHFMHnyqd0TlEO+qVgXh6b1PHZUB3yju7hF7DoyBUI/xKxtYhYgd2RDsoW26BbGeyvGASrW3LuzuFrPUTtqdpTvz3B0+TcMvCMK9tzTf+qMLSCuexVrK+OVny6XT5tpRr3EVHodwbRt3ULesIgZWBc6LSeCWtQp3Th/iWRTvjMLnZPC5x3wyN2LX6jDz95HP3fTxEkM4Wku9Fez/D/C9DFejUEEKqtp1CuJAElZ1qNTpHWRG7HrtNqdpqmeV17CozMELCqUHAkQV6Ve9PtfO1ogrQX2gPZJawro6fxWEtpBk8OhlXVjZxrmRhVuB8LdXGmVKcjb/C19W1e0kQV1seojPhnKzaOePsYRHYJSFe9haqSyDkSrrsxuDRWQZQMcnlOWjlIR5GFK12I0ISgfqncJVZxKCNC5kjsj/UKY/wBkpwmhEkcITI5RM+CEO/lAAMSPlQR5U+RwhPJIhMAHhSeYU45JCiORCkzhDnhMR8pTKAB5x9kJRyccKHMxygdkBjn+EzXTwk7Ig5yo0TjKmZDKnMjCuY+fosMOPmFax+JBVcoWXxkmZMz8IOHkfslY8kwnBkcqEW4OmU5IVuio/RDv8q0j/ZIRGMrQmnuiuys95/dAxwGpiEOExCEnnKBM44RPlAnuUwFOTElAx5UJExOEp53fwgCEn/lKSCiTJSkg9kAAgxKU4EhGYEpe/KYiEjwgTCJSuxwgAHCGIk/sjI+qQ+IQBD5Sz/mCOScceEDuPdAqAcnGEJORKnaEDn/dFgAu5KBkiFCcwgZQIhJ7FKcf6KHKXPPhABJKh+ECfjlAkcp2DonPf4SkjxhRxCE5lArIeUOfooSecJd2UDIYkScoGEXZ5SzlMRAY5U5gkoSJyPhAmTgI5EGB/lUS58/1UQHVI97kAwoDCU8jKG74XIR0B9x7YR3dlXug/wCqm7yYQBZI47KA5jcUgd8qTlPgC2ZMlHd5VUhGfKH6DRaCPhScKsOEIhwPdHcB+wgwoTnwkmc/0RDvKNnyNDg91A6YSIyEWIsBUDoGQk3YQDoyi99gLZx3R3eFWHyeVNw7ZQhl27HKgdPdVbznypu+iXAy4OPKm5VBwMGVN/f5Ssa2L2vj7oh5iZVG/GCmDgo+4DJbUPlWtrnElYYdnH8pg/7qSbsKNg24g4KyaV2W91qA9O2qW8lEpKS+8rE4qXKN9Suw6A4A/VM6hQuB2Wmp3BEZWTTui04cufm8NwZt8b6WTx5MuB3il8GJeaDTqAlrR+y52/6ec2SGcfC7GjfCPdkDlXuZQuG5AMrnSxavQu3ujp4fFYT+5qFR5Pd6VUpEyyPstZWtns5BXrN9oVKsCWs+mFzOo9OubJDCuhpvF1LaZoyaHFqF1YmcE+mZyYVbmf8ABW+vNJqUy6WQtbWtnMOQV2sWeORWmcfUaKeJ7o15A+hSkZyMFZDqUchVlvMFX3ZhlFopIAwlzOVYWzylLQFIgJ9UMyTGE+0nnhCIymIQ9u0oEFNmJAU4HdAhXQQhB85CYntKmDypIQCfhLB7fsmIPbsFCgCuAMqQf3KY/ChGPKEgFABQ4wU5GOUDyEALxJTNwf8AZA8GSh3MpUNSaLmuggAq5ju/ZYu6MDlWNcRkFVyh3NEZ3szKGRCBaMBLTeFYDuAVcW4Mrnj7oqcMykPwFe5uMyqniVoTsqKiO6QzkeFY4EHA4SOJ+EwFOY+EpjiDCY8T9oSH4QIB8ApTIUJJ7oH+ndMYHfVLkjwjPH1Sz9UCDP8Aul3eP5UMchKcoBhdjCU/PdGcSeUpweQgQODOfsh25hQnKVxMeAgAGFDEcIH6oE9pRyMDjB4Q+CpKBkCIKBEkE8JRMYOVEDH+qfAiSRhDA7Spg8hAz2QG5M54J4ST2jKJMYyg49+6YgGTnuECZOJUJ/aEMxMoGQnMB2ErjmP9ET4QmceAkKmTjPbhL5JUOD3QmefCA5J6jRiHKIbnf5QVEb+QrPejP7fKk8oEyIQ+i5PodAEoh0JZxAEKTiSmMaY4RBHnKrOMnCaQO6EA0jsUQ7Mz+6rk8d0dyEqAfdHhEuCSREmFN3aUVQFgPEYTb4yqgUZyTCW3YkWTGZUBPBSAk8qY84QIeUdySciUZ4S3GOCoP+UuAUT8cJ9hBkozhLkFScxKiMcEk5Kknyln7qTmUkwHme2EQQkkTMQoD28J2Mt3YU3/ADCrLvHZQntkpMEXB+Uzan7LHBzCYPBwo2PkyG1FY2qQBlYodGAiHmJT3Dkz2V+xWVSu4P6j+61Lah5yrRVjumsjSBq1T3Rv6F9/hJwr3Mt7luQFz9OuRBKzKV04ZBWPP4fg1O6+6wxyyYHeGVehNQ0ClVaS1q5XU+nnsJhmF3NC+kbScK19vb3TYgZXKnDVeHS33R2MHiuPL/x6lUzx+7019OZaQtbVty3kL1fU+nmVAS1gMrk9R0GpSJhn8LraTxSGVVJ7k9R4dHKuvC7OOdTgZGFW5sQFtbixfTP6SPhYVSiW8rtY8iktjg5tPLE90Yhaf90pBgyr3MVZb8KxMytblTs5hDPHlWOaeAgBJyVJESuBzCmSmhSJxCkIWJEdilPMynjPCER3wUxCEECcqRLj4TEdpQI7ZhAxeRhT/pR2mOIUgkpCFiChCYtM98qbSOyNhi+FAYxKLgWlASeQgadFjXY5+Vcx+Y7fVYocYyITteeFXKNmiE72ZmTwle3lIx/wrJnMKtNwIZcfeJQ4TKR0TwshzRJxyFU5sCSFfGSkrKF5FJkcmcJHeYVjwRMCUhk4JTGIR2CU4Cc47JCAIwgBCT24QTJDg4TEA/ugeMwiR2QI7oAWMEEJTHP8Iz4KUmTwJQIBMj6oEkePqgSZieUDjj+UAQkEzKX5lT+Usg8n7IALiSP9ECZAwgSI7CECSgCEkZKEzEwh8T2Q9vgfCBBLu6U8Se6koSI4TDkBz3UeY5PKBPznlQ9k0rErFzPaFHH9u6knlCcZQIhPylKhlpCBM8kyjkLBE5+VIE5z8KSc5PgShMzKB0TP/wCoFEu4+SonsKz3vEpCcqEyECYMzhcc6AflAkjul3DnkqEh3KaQxhMxCneJhDdjlAHwnWwDSZ5/ZSZzx9Us+EJOcofoHA4d7hKO5JKO6eUUlswRZMz5CBKSY7xKgPn7JNVyMsaQjuzjthVkgY7KTHBSrcaLd/ZEFU7xHKIclvwBeXhGZGf6qgOzn7I7vnKK3At3EJp7ZVW75RDsQOEmmhlk+Cjnj/RV7v6Iz4+6XCEPPhHv/KrBB+yac/VAwjnHCIKSfHCOEmr5AYfVEeQlJ8lGT5RW4DcKAziUsoYlIZaHEAFO2oRlUh04MhMDH3SSAyA9WtqEQZKxGuITtcYmUegzPp1zySs63uyOHd1pWPg88q+nWiMyp9VLpe6FKKkqludJRu2VBtfBnCW60yhdN9oC09K4yDK2NtelpEuwubqfCceX7+n2l5E8GozaN3jdryOf1bpnBLWfsFyWoaPUpE+1evCpRuW7XR91rNT0GlWaS1gP2WDDrc+hn0ZkdvDqdN4jHpltI8br2rmyC1Y1SnGF3OrdPOYTtYfsuZu9PqUjlpXptNrsedWmc7V+Gyxbrg05aRxkJdqyqlMgwZVLmndC3p2ciUHHkpI7KH47qwtH1ScchSTKmhDBgwMocDhOQTygcDIKaEJEfPhCPr9E8RiJSE5lMQAPKdrRygBKtY2c91FskkDZ35ChYshrZMImmZUOol0mE+niMlUvbGCtg5kCFi1mEFTTsg1RjfwQiHHvj7oR2jhDJPKbVgnRcx6uZVnE/VYggHkp2vjCrlGzTCd8mXunuUr+UrKnYlWEg5VSk4Mhlxd0Y7xPKqIx3WS9s4CqcNoWiL6ihMoInjskAiYA+6seJMJDj6wnwMQwgf6JnfylQIXHcJSQRhM7lIZdkwmApcJ5Sk8+UxOVWcfZAiT5S/KhAIJJSknwgAHE+Sh/VEn6JTjMIBkMBKYGBKOewQxMQgCSTwl5z/qieIGEM5GCgXuAZiUORKhmAUJBT4E9wHHBQJzx/CJgds90pMJ1YXROe6BjdMzhSMf6pSY4TQuCeW5CBycQpghLnwEe4FZJkoTJOOUDHYRhAu85QkDY0n5/dRDefA/ZRMjZ7tJBjwl3T3ygSQgXT3j5XIo6Qx88KTlIT+5+UCecFPp2CxwexKm7Eyk3QpPbhMaGlSWlVg5wmBJKdbbAh5+VAScJSTiOFJAxKXIIcmQpu8FJIPKkopNjvYcPMQiHA48Kv7KSRzx5RW9A6HB78IhwnvJSB2FJjE8KNeQFskGR90N2VXu8qbu8o6R88Fu7v2R3KrcMlHf8ooC4OgBHdg5VAdlHek1QIvDuMBHf4VG+e6IcTx3SoLLw4cI7pOFQHxkmPlHf5KTW47L55BRB+VSH45R39/8AVRaAu3f1hEQVSKnz/Km8TBKVMZcEwIVIf8o7we6AsuDu0IznHCqDkWujv3QBeHd0zXxlUbpOOUdxS9wGY2pGFkUrgjErXbirWVcTKQzdULstgh2PC2dtfB2H5XMU60HB4WVRuoOTCWWGPUR6Myv1Iygm7Tp+Z0NxY294yQBJ+Fy2s9N4Lgz+FvLW/LYz91sxUo3dPa4Akrg6jRZ/D37TC7idPSeKyxf8WqVrzPHNS0mpRcZYtPWt3NMQvYdX0CnWaXMYDPELh9V0F9FznNYQPoup4f4vDLUJ8mzVeHw1EfaYDjXtj4VZGchbK5tXUycFYL2EGSF6CM1LdHm82CWKVNFJb4lIR8lWlvcSJSH+FNMzPYQ+JMqlziFa44+PKpfHITuxFlMzBlZVIGRI/cLApu9waSthQIVc3XBbBWZDWHwm2+QmZnjtwngHKpUi1ox3tjBCxLlojhZ7xI4ysG6POFdBlE0a93fj6JeTPCZ5yQlPYkfVXFZEWnBSnBASkAH4Se406L2uxIBWRTcCJWEHkKym+O6rnCzVCd7GachVObGDlRlSRBKcgEKmL9mynLirdGM9scfwqXxKyagPMql/OVqT6t0VJ2UmDwkPHKscPcQYhIQCUDoRI7IxCY8eUDk5/lMRW45iUpk4n/5Tug90nGUgEPgJSciT9U5zwhB/2TFwVlo57TypMD4KYg8yUpQJ+YCRBI5+UsyMcIkwUCfv4CYAJkHP2QMIk45SmfKA2J55QwJBQnxyjPc8piASOYS/dExzCVC2FfmSeRKUnOOUSWiZMkpTEQQUxALiIESkkkxEIkxwUCeZwgdAkkSful3HkGeyJgfKUGDmU0Kxw1xE5z8KKSz/ANyij1MfSj3EkxhTvHKUnPhQnMQuYkbwk/KBMhAFCSR9kwQSZHOVPiUMCOEJ7JqhsMn4lHcZ5S94HcKcnyklYJjAxKO4Sq5PYhEn5QluA5cJwjI4lVzmTKnfCk0xlk9lJnA7pQ6UQQEJeYuOA5hGSIHEpZnEqf8AfqkkMZQHylJ7lQYxASoExpPbhSflKTMEnjCEpNDGDiiD8cJCTHlRuc9kAWFx7lHeeJ+FWTHGUDAEkJUMt3I7v5VO6DIARDjMFRaGXCoRz2R9Qnj7KgvCm7sm1aBIu39gjvM8rH3QfjwiHgGFHpGZIePJhEVAJlYweUwf85SqwMoVIHP7Jg8d+6xN7iBxCcVPKjQUZW/hMH4WNv7FMH/KiMyA89lYHzwsRtTymbUzzlRAzG1COCrmVTjKwWvMZVjXoaHZtKNyW4JWdb3jmEEOC0bKpHdZFOsQZlOM5LYGk1T4Ortr+nVAY+Cq7/SqN2wlsGQtHQuiCDuW4stQgbXFcrWeFRzf8ul2l5Fmn1WXQvqhvHyON1vp0scS1n8Lj77T3UnkEQvbq9tb31LcIJI7Lj9e6bguc1n7BZ9F4pLTz9ln2Z3q0/iuPqxvc8uqUy0wVS4QYyt7qOlvoudLTgrTVqZGCF6zDmjlj1RZ53VaKenlTRiukclUOEjBWQ8LHqd1oTOe1QrHHd9Fn254la4LPtyoZFaJwZsWEp5nCx6bpEyrC/wVRRdZHuwsC64OeVlVHxlYN06QflX4yjIYjjJISA5wFJPHj5Skz3+yusqITJ4UMoE44QnEoAITNd8nHZJ35UDvCGNOjIbVziVe2puxAWCHy7nCupPEx91TOFmuElNUzKcC7xKqczPCdjhBMZKJbIUMc+h0zPlxuDtGI4dh3VRHaVk1BB4VT2jutPqV3ZSQYVZkeVYR8fwlcOTKAKyOJiECDCZwBGR/CV0fVMBCIHH3QPGITuAGEp8oEVuAGZ4SuHwP3TwZ+iBxlMQhnmJ+iXMz3PdOQRwlPdAMXJ5QIE/Tn5TGewScySOExAIjslI88JgR4AjylcTMByAYDPcJT8BQnvEoEyeEyLISRjMfKQnsfCZx7JO0gYKNgb8yTmSQEhcOe85TH5/dKTg4Mjwheg7AdpMoGQY4RnEffKTtBTpkXQYd8fuol3kYJ/lRT3C39f6PdOceUCfk/KhxyUDBA/hcnsb7JKmIQGeVPqMqVJrcLoM9kfqEuIgDHlSeQEUMjvI7KbgWwTwpzygeJ8J9KCyCP+hSYIhBQgQo0Ow/KhPOOEogZU5TryCxg7uVN3EcJZnhHPBwUqBDh0j5R3GVVLROePCMjlSq9gexYYxHZTdKrJ+iMnhJUHA8yeyE+OyWZ4Ckk98pcjsdAEcZCWROTBUmEqfA7LJBkSp9OAkn6lEGRyk1boEE5SnyoSJQGeSkySCXRhQujgJZBU55wlt2AII7KTPcpUc8QjkA7jhNu8pIhSSOEkhosDsDMfKIcJVYMKSO39FGqGmXh/wmDu0QseeyIcflRoZkB54Th8LGDkzXYyo1QGS18qwVCDCxQ9OH+Rj5Sq0MzG1YKuZUyAsBr4CtbUjJUGqCzY06s5nhZlC5PBIC07KvACyKdYckpJtOySOlstQLCJcT9VtT6N7T2kCY8rkKNwQZ3LaWV86nAB7rNrNDi8Qj5T8yEHPTz9rg2fkYeu9OB7S9jMfAXn+raRUoOPsK9no16N1T2PIJWh17p9lVrnMYMjwuHp9Xm8My+yzrY9HptVg8Vx9E9pHitxRLSZBhYbmiZyuv1vRHUHH2Ll7igWktiF7PTamOeKcWcLX6Gemk/IxNsHz9Vl0XQ3IWMRtMnEq5juxP7rW9zmrYzGP7Sp6nCobUjkqGpyq0iXUWVHcmVg3DpwDkq59QBYdR0mVZFdyt+oklA5wEDlDHBKmiATIwCgcc8oSlJTAacoE/I+iE8jhDdByUCGk+U7XfKqntKG6O3CiyUZUzOpVDPyslrwRC1rHmclZFKpGJBlVTjtaNqayKi94BzhUPbxwshr9wz2CR7PgJY8u/SzFODxvcxHtykI/ZXvb3PZVPAmIWgiVEGJj6pCMKx3mOUruM8oAQjyUrhhMcxghB3GeUxMrPhKcSITnkTHhKTnumAjsHwlM9+yYmTAiEpPb+EIiKZHCUz90T8FAkzlAMB5mMpOxwnMZiUnH7pgvMQn7IOBPCYkQZKTkY/hCECR35SnB7gpoHPdBwGCcFOqEKT3Sz5kppGYjzhLGTIUuReoCSgTI4RJhK4ZQhWwbW/wD6YUTx8t/dRF+g6ke3nn6qY/ZEDyh8cfdc7k3UAggyVBmFI8jCnxweU+BoPaeFAAhnjsiPhHGwuCRIjChg4UAlTAUqCxSACgB4wngEyol00OxNvypgcpwJEzKBB+CPhFBYhEY7KbTPwmI44yiGeSn0gKIhSJ+6MdsoARMlFVyBAYHCk94UwOFOPlJLsADJ7owQVCQOAgJyU+mmCYZQJnnuocdigfqkNOwye5R+Slkk4UmHSFCtyXoNPOfslM/fupMYBS7ucpNBYwOFJEpcDIhHMyEVuOwoznKVHgSEUCY3ZQz2Q4GIUBylQIP2UJ8oTnnKkTlDi6JE++EQQEMRJKgEcBQa3HY24dwmByYP2SAd54TAJdI7HBxkJg7v8JIxPCMjiQQotBZaHGeUwd3VE+CiHfvwoU1uMym1CrmVc+VhNd8qwPiMqDRI2NOt95WXTuCM7lqGVDzKyGVYIyFCmB0NnfFhBBx9Vvre8p3LPTqclcXRrkd1srW8LHCCq9Tpsevx+zy89mQcZKSyY3Ul+Zla9oLLmmXsYDI8LzLXNDfb1XTTgAr2K0vqdyzZUPPlajqDQ6dxTc9rQZXnsOXP4Pn9lm4PQaPW4/Esfsc20keG16BYSCqwduJXVa1or6D3HYuarUXU3EEL2mm1MNRBSizja7Qz00vQQP7EhKX9u6SYO0/0VbnHstSOY9gvfMnMqgnuEXOPhKcYUkQZC6EJ7ygTyAAl8gH7JiJ2MyocZCn0SyIkpgSfAULvBlTsUpxmUhBmDhDIwClJMT28qE+ExjAmcFW06nlUTkGUwcWnCg0W459JsKVQK6ZWvpVDMzBWXTfMQVnyRrdGqcFliNUBOFQ8QYwFkOg8BVPbJ4V2LJ1Kmc9pwdMx3DuUhiRlWvA47KpwEq4ZWfryld8JjgwR8ZSHGSe37pCaAZP+iV0QAETnvhIfnsmJkJgpIjJTEpHCY7IAUmDJ7YS48FO+ccJZ78/ROxUKYn/dISPumMyUuRITCgHI+qU9wO6aZGQEnBIkJkADkgf0SlxkJsf4jnnlAwMSntQUxTn/AJSkAY5CYwcz/wAIOE4ngchC2HVizxgoZAmFDAwMhT48J2QaYN7h4UUAkTuP7KIteQz3GZgR90s9imMDJQI8Lm3ZuBx5R5QLs+FJHcKS22YEkdzwiHffulGfKMeB3wpJh7xgT5QDvM4QKgP9U7Ch5QwlJgmCiCPIyhCGnsEPqFJg5Qye6YIMj9lMfwp25CE4TAABjIRd/VADupPGf4SpcASCBngoE/aFDnCHBjCXA7JP/uUJhCIKB8JWBODKJIJSnBQDiZRYxt3hAmP/AJSlwE5Qkd+UhjkkiEJzEZSz8FST2SryHdDyRk8DKEtCWUCTM8ooRZKkk4BVc+cIyfCK3BD7gBAHCMiFXu+6Iclyxp0PuMR9lA7sk3+VN3zhDHZZPfiEcnPJVe5EO8EKPYdlkxOUQ7GFWT5Kgco78ki7djgZU3KvfCG7uk6oaLZ4hRpPiFWXGYlEGeyrcUSstBnKcFVAjCYExgJOIWXsdwVax88HhYwceM4Ttf4UJRsZmsrAHBWVSrZ5ytY2oR3V7KkeQq2gs3tteFkHd3W+tL5lxT9OpBlcbTrHBn9lnW94abgZ4VebBj1uP2WVb9mQlF2skHUkbDXdDp3NN1RjQcLzbW9Ffbvd7SI+F6vaX9OvT2PPOFq9d0inc03OY0H7Lz+LJn8Hz+yyfhPR6HWY/EsXsc+0jxK4oOY4zKxXhwOSuu1vRnUHu9sCeVy9xRLJEL2em1Ec8epM4uv0MtPKuxinvhI6QP6p3AgpeZWtHIewoiEpP7onESUOcEJiBMfKBPhEjKU+O6aEQ5GUCfhQiPH7oH6pgSe6CkfwhB8pCCef9kJAg+UO8SgSUDTLWvWRTqR/ysKSFax5Bn91XJWasWStmbNlTdzhF4lYlKr28rJDi5ZHeNponnx9S6kU1B5Bz8Kp2Ar6gzHhUvAyFshkU1sYk+xQ4yPCT/RO5sY7KskT8jupcDEJMTKBweETjIz4QJIz3TEKTGP3SE9x4TQZzwlIx8QgQCMACUpIRMjnCWfJBPdMQHH5SkD5RJgzlIT2mCnVhsiZGYSuMcIk+UJIGY+EwQO5yEjyT2wEzjHlI6R9SgTZM9+Clk5hTmSgSD27KQibgASSgCEDkA9+yU48ZQvIWxI+QopAOYH7KItge6kHgJSIHKfbBmJhKRPK5nvN4p+UPsmI/hDb35wpXwAMYM89kSfgqHtlQ8QDKaAnIEn6IT8qERHeVJOOyk2nsKgj6hTtwp2mEDPhJAMD5KEieUCcQhJ4JxKnfYQZ8o5A+UM9kM9ynYu4xOVM9zKWRKkx2wiwD/RA/UqSBx3QnsEWIPOfCBnzlHHdDkJDFd9EOIBKLp8ZS/EylVjIRlLMlTjiZQmDIByigshwfqpPmR2Q7coSRlHAwl0HJUlISeCUCSO3CV2BZuAMShuSzzP0QJwRKQxy4dv6qF0xhIHKE9kLfgB9xko74HKqDlCTynT7AXBx7lQO8YVQdjuoHRwUq7jsuLv5R34hUh3gogqHLJXSLN0Zn/dNuJ+FTu7d04PdKgstDs/KZpjlUh0ZlO12f5S6R2Wg5Tt5VIdlMHnnuU+nzBMvGBJTNKpDs8qb/hKSSBO2X78yrGVCsUOnIVjXRkqlxsmmZjam3yrW3Gef5Wv9YzEmPqo2tCj0MLN3bXpYQQYW/tb5lxT2PK4ltz/8LPsr8scPcoajSw1uN4snPZkH1RksmP8AEjZa3ozbimXNaDK841vSH0HuO1es2V0y5p7XmSVpuoNDbWa5zWT4wvP6XNl8Nzexy8HptJqcfimH2c/xI8brUS0mR3WOROV0ur6W6hUPtWiq0i0wV7PBlWWNo85rdJLTzaaMRwdwDlKeSeSrS3ghJtMyr6OcLzmcEIRg5ymIjlSDhSSFZWROPKhGYTwClMgwnQCkdkM+eU3bjCU4OEUK6FMTx9EOQiZP+Hn+FCe3CjQ7oAjkohwJyUPP+6BOfoiiSfcvpvj/ABfdZVOqte1+Z+VkUn+PuqJxtG3DPqVMzj7xCpe0AcpmOEIubIkKnFLolTM+fH0O0Yjx3gKogxhZT24wsd7YWzkpsqcIH35SEzxlWOB8BI4Z5IQBWZEYQJg54TmeOyVwBTEIfpg/CU47JyD54SkYgd0CEieBKUzjundPnASEeDEo5DsI6JnKUmMGZTuiOEs4+ExUKSO39Ero7RKJLfCXGeyl2ELHGZQJnjCODkEIHPBQABiUpA7omT4QyOU0qIALqc/pKiYF0Yb/AAoolnT6nu0ZQg+MpwECMHkrm1ZtEycwpHzymIE4QMHEhSj5gIf6qT9022QgWg89k03ygvsCJwgRnAROUSPBTe63EKh8yExA8ylIToYDJ7fwp24R2g/ZA8c890c8CJwpPZTgd0Jyjq2CiR8KT24U+qH+qld8CoOf3UkqHsgTnsi74DgJ8obo78qfVAoraxEkd+AlMcj+UTAHKQuAhAEcSfCBjuhM4hCfhHVTGQ/HPygYPJxwjnuPhLzwjYNwHv8AwhmESJCETgYRyACYygTOJ4RIPCHCjyMkqE+CoB4QIgIQWSc8hST25Q+6gjsmG4ZjMogx3QPJBQI7o9wXQ+4E8Kbh3SSfCgJ4CVIdlgcBymDlUCO+EZyheQy3dxz+yZrpx2VJJ7JgRxwlQF27umDx5VQ8ThO354RV7BZY1x8JgXRk4Vcp2nzhFAmWA/8Awi5wAJJSAiIS1H4wl0IdgLylNUTAdhUueZVbqmEdPcLZkC4M8wsqhcZwVpnVuyyLeoS4AEqLjsSs63Tr0sc0yunoPZeUdroJhcLbVC2JldDpV6abhnBwsWv0Udfir/suBKc9PNZsfKMDqPQA4Oe1krzvUtOdSqERC90qUaV9bxAJhcF1LoTmOc4M/ZcnwrXT0+T7Pm5R6hvF4vp+uP4jzGrSh0QqHNMwPutxfWrqbiCD+y1lRpB7r2WOSkrR5DPhlhn0soIzlAiR4CLoGXJCefhWrfczPYhySg5TOMgJZ8+OExAwlOMgpvlK6O6XImwdojhKTiJgIuOcJPklQaHdBkE8oGfshz37KA9yJ+EUOyY+/ZWNJmFWCByma7AzKi42Wwm4mbSdJiZCyW55KwKT8Aysum+Yz37LNkx9zaqyRoaozMcLHqMHbMLLcd2f4VLhEqeKdrpZz5L2cqZhva6SYSOHfn4WQ8H6KlwjhXUMqOQUhHZWEHnulIIEkcfPKBWVuB4hIfOBOFYRhIeSUxWIe/ISuxMFMc5mPjwgUchdIrd8hK7s0HH0TniQlM9v4T4FZXA5xKhnwjAk/PwgcI9CNiQ4ngIH90Tn/EMIc48qVC4AeUpMYBBHeExIGSUhOSYGU0hXQNrfCikH/Moi2LqPeiPBQPzKJglRcv0OlQI+UOeyb6cKZKF5iF2wIHdLEcfyrYz/ANwlg/EqY72EiOUYnlPtnPMobYgI55FYhbP/ACgRggBWbZU29k+AsqI+qBmMK7ZnKBZOPhAWU55hQgeFd6cfdL6fMp1QdRVCAPPjsrSzPCBEcoSb4DYSJgkIcHwnDSiWQcp1aEVkYmErjAJMq3aVW/A+qGCZpHa7Q/t2npQqgirQNWnABmCQRKz6VwyvTNRhkAwQeQe4PyvJuswy360YypWu3zVpPp+nUaGsLyJ4IPIn3QD5grfXOtXdjoVrpttc7r9zWvrP2guPmQJzgDvx8Lz78Zjgyzx5u1/6OpDQvMk4eh3jKjKrQ6m6W9imBMrm7bXg2rb6balrnUm7XMO4OeGnbPGDgmDC39GuyvSFVhkETP8A8rp6XWY9VG4O3tZjzYJYZU1sXHKELW3mtULOnWNWoxr2SWkOlsdiS6I+gk+JVulX1DUGGtbXTK1NsNlr92Y7yBlSWuwe2WnT+8P7JlWL2zWxmlp5lTZjIVjRlMGT9Ftoy2Y8IQY+Ve6nHZKWmMmEqoLKYnkqEJ9uVNplFWOyv4UHMKzZ8Ihh8H6pboLKiP4QgmJVuzMhQM3HiEkh2VR2UiOVaWeQhs+E6BMrAjtjlGMpw09uyIAS4AQDKMSZ8Jw34R2QcJ0CYGgTP2Tgdgpt+AiBmEveMIMRhP8AKAHHEI/Up1XArD24VVXCsAzykqjGDKQbmK49yqjwrnDMQqnMJ7pMkjHO4mVk2eDJSenOFfQpkFRkNG0t3zH04WytKpY4En7LU2+MlZtF8HAVd07RJ7nX6VfRDXHCzNUsqd7QLmiZXMWlcsIIdwuj0++bUYGOPK5Pi2h+0Q+04fxIlpdTPw7Mskfwvk826i0d1Ko8hmAuMuqRY8tIXtvUGlMuKRe1oOF5brmmuoPdLRiVb4P4ks0fZz5R3/EtJHV4lqMRyz4n5SO+eFdXZtJwsZ5gnmOF6WMjyE4uLpgc74whPYpCSMdku4jgzKkVUOTnmUpPmEhdj/ZQOzJT9SLfYY/KUQgXZOZQ3R3SSBuggT2R3CIGUk+EC8DunW4DkniefPZAOA+x7JN57qF2e0KPD3JJl7X8Sr6VUDhywfUzE8K2nVjBhVSRqxZKZs2PkcpngHjhYdOsPKyA8uELNXRK0WZ8fWrQj5OeFjuIGJWRU4wsd5gnC1RfUjFGV8lTuErkXR2ykJJ45+U6HwSc4SOyoXGI5QkQTMBPgORXkAY/dIecGPsmPGBMJCcElFLgTfcGBiUpI7f1RPacJHZ4MjwpJA2AmRJ+yBnA8KEg47pDJnwnQueCOJ4IH1QzMYEqHJyl3ThJKyNgMkTPdIIPBTO4wTnKUjPP8KQNkx/m/hRGT4CijbF8T3wjKUz9lY7AkZQd9JXMOjYsc9u6GTkpiP3Qe5rBueYCLVAlZHENaXO4GSlo1Kdak2rReHtdwQuQ626nrWGl3FrSbS9S4cKDNlX3OY4gP4HtO0nMiMLP6Lvq13pTLlzR6WWHYCWh0kNDZJPAM4/1XLXjGKWremrZLd+puehnHAsnd9jo48hEQPMpmgPaHdjlQtMrsKqtGAUA8+EduEwERzlNEiFMVlQaCcpmszkJiGtIBcATx8pPVpmp6YeN/YfaUUu4t2MGBA0/hWcwiSI4x3U/eL1KfS8JKjAxhe79LRJwrTUmuGNqNAa0lzYz2/7+y1eu6/YaZYOuDcMJfvp0/bvaXAEkHI4jKoy58eHHLJJ7L9iyGKeSSilyZdJ1OswVKTpBEjthWNZOCFxXSvVlvX0mtf172G7msLngNbTEw3tmRJyceFva3UllR0a4vfzNvUr0mv8A7unXEOcG7g1riBPtc3Md1k0viODUwUlLerovzabJik1W1mLr3UFvYXtOxqV/RbUE+o4ENJBy2RwYyMZ8rTa31nbULqhaW1enNWWsf6rSZb8SBJ2vkT25Xnreq7i+1qt/bosal2x1QMdTeHsO57v0kgkAYaHN7dgVgazc6NUp2VSrZ0bdrX1WVH1679rPed7mFodE7uYmZwZheQz+PTyZpQTaTuv2R3IaCMMSlW6+mYlmL3WL+nd39cH8o0W1JwBaSymJIL3cYDex/UPqc5t9Tpa/UGo2hIdWIFUP30/RkOLhwWN5iZOe/bQ67rFuy7uatveh1EUnVPU9SDDtwHpgRkhtOA5pJJ5yqNG6mp6nUcHWbLeGspU6RIqOaA0HfIO6PdMbQO0yFy8iy57ytbfyaoyxRfTfB3Ojarp1DV6lzTrbq9CoA71iP1F3ucGxJHP7jmFva/XdnQtXes2oGMtQGtaNpcSIwOe4gjz9J8q1a9Iq0b3dUa30GeoBSLg57m7TuJiP9PKu/tqhYE0qbC66tz6bDVt3FzGHEfqwdsR8D4U8OfUYEnibSJThDIn1pHS/21cajrNe2vL62bS/LlxDXtaH1YMe+TAJgTs7gRyt90J1FqTyykzTHU6lcsbRpeodrKZkuq1GuMjPAByRGOV4bqGvVrTVrnR7ixuaLatZlK3aANpDCN+x/t27m5kt4IkL0HRta1XqTVdOoaXSpVar3CnJa9rme0F73gtG0sMkgE7nNxAOY4YZ9PqIZ1bbp8/XJKXTPHKHP7f6PoSkdzQ4OBx4iVaPqsW0ofkrSlQqVi8saAXumXHysgOG7YHCYmPhfUIStK+Txsobut0M4ApCxWhhd2TiiDnlTqyPBi7JzCmxZfpR2CX04+U6oLKW0yn9NWtZJCYtJEQihWYxpobDnCyNsY7o+nIQkFmMaciIQ2LKFNKafwlQ7MY04QLB2WS5kdlWWziEmh2VAHlPHhHbH3TtE8hCHuV7TxCOyMFWFsIhojKKBMqg+FOArNufCEHuEq8higZwg9p5Vmz+EYxmMKPoMw3sgoOZI4WU+n3S+n8JOuBoxPTIPjsrqTA1WenGSnDI4UXsxoamIyAslhzIVLWwJ/dWMI7/ANVWSM2lUIPlbGzuvTcPctOwwVlUXkGR9kRl0O+wOKkqZ2NvVbdUtrs4XJdUaIHhz2MW0067cxwytxc29O+tzAkkLzPiWnl4dnWqw/hZ0fBtb9nyfZcz+6+DwbVbJ1Ko4QtLVae69K6p0Q03PIZ3nhcFeWxpvMg/Reo8P1kdVjUkHi+g9jPrhwzWOnwkcSBAEK6oxUuBBjsunyjzr2EnHH1ygSSeyLgUuPqU7IOwk90pPyMdkDkwT/CBI5BMlSSIt+YS744SF8cDPKh/6EpAJz3SoPcMXRwhuJHMFLvI5MgoTkIarYEx90meJ7pg+O6pkDKZpkyRCi4plkHuZlKoOPhZVOr5C1zHEiSeFfTqjz8ZWecTdjn1KmZrjLZVDyRiE7Xk4jlCoDzIwljfS6MmaPQ7MdwA4PJ4lVk4+Va4QZVJ8LQkQtCuICXPnH0RdGJxwkMxHZO/MQHE/wDSle45zn5Qc4k4j5SmTyEe8TYZggz2SOd8HwVC4+c8hKXdz3KaQNgc8zMfZKXfsicmSEkxjspJWRtrchMnkeEJE8T8obgMz/CB7jshJWJ8gn/koEkcASgT5M/ZKDyB3T9wWOAwiSSok9/+b+FEdDDqR9ByBhCcZlAwMrDutTtbWpSZWuGsFUgNJIh5JgAfOVxcmWGGPVkdI6sISyOooyq9UUaT6pBcGtJgCT/C5S/6nNzo7xpdCtf3u7bTo0xMuJAG44gAmSewBwYhW631fb2736ayi576hNN5mA1p5O4HEAGe+O68yoU9T0+9qXOj6peihTp+rTt6dZge6oBtaNztrjggFvefJkeR8Z8dgp+y08rW6fPfyZ2tD4e1FyyLfZoo17qPV2dTabpRtfy9nUoipVfUZO1xdtc15LHbnAtkQOSPmO96S1uzqtpaLRr0wylULabadV28bTuke0TAGZAmD8rnGXNFmoU6Oq3LKp9RraTqzCx4NPA3iHe4y4Rj/wDIEyt50ZYeldUNT0+0pvbVe9tRtS5INF8e4R9YHBP2XF0D+0aiPQu6t7u0dHU1jxtvy27HpNIksbIcMf4uUHVmsqspOmXztxjARa8QWyJieVzGt6+W3JtbGvQdUpupucHmHUwHgPxGfbkZHPK+ha7XY/D8PXP3HmNNppanJ0o6pr2lxAMkD9lTdXtCzt61xUqMAot3Pl2B9Voel9YGo3VzT9V9b0iQXucJZxLIH1/gjsuV/ETqTUNA1d1vTtLa4tr+i2lUbUa7dsJO4tiAdsA5P+LmVnl4vFaL7YlsXLQP7T7CzoOoOs9Lsa1IvqepUoN9aGCS2WuznMYIkf5ld0prtPWGnUGWlamzNM7s7HGXEcn/ACjHaf28ep9Q1RaXeqVGVqtK1q1LelWDmA1muaAcBh24ke15k+AV0H4f9RMsNRrX+oXjbe3uKYp0rdsSam6XOeAZb7dvac5nC85h8YzZdRHJklULt+S9GdTJpIQxPHFfe7ep64dUo2tSvSv7miw0gagzB9Pzn7cJK2uWdCyF7Xqekx4JaXdz/wB+6806r13Sr+7p626k6oKINrXo1KTg3gucCQRgATkEHnsFy3UfWNj1NcWrdN6ko0bGl6jDRBBNX2Q3afJIAGIifdkLoZf8i6VL2Kvsn+lmWHhiTTybbbr9Tqa34s0LS5vq92x4t9hoUKxcQyS6C5xJ+DgRAxlcfrP4oC+r/wBm6fbUKxpUHhwqVqbGvqOeW7mg5IJeCQ7a4Qey5HU7ytYUm6LF1trXjop+idjQ8Nc5wJe4FwfT2kCBkET7lo6lXTxrNevXa78ua395XbS2Pe87WkODY+BkgyJOSQOJmy5tQnjyttf2bsaUH146XB7T+FdDXdYsLp+p0qFG2DajbVjXNLjkjYWuE7RJIOPuua6j1q3vH0r435c+kytRLKjZIqEgD2Q0gkBoxgOYVpumLnV+rNXOi6Lq1tb3lF7Qx7g9rXU2NA2lk7iQ0AbZGRPO5cjqb73Q2a7pvVWo1aNxQe95FJu2tXaXf3bgCSPcBuBBMg/qICnLTPLh/wCKDj0uvNuyMMkYTaySu1fyJ1L1BfVqloy7o1GhhY6zuKVGmP7nbO2q1uWEmTye84W3tNSoO6Wtreppl/c0qjXVbeHMik47T7i+CSXTIzjbBxJ4DSusNUvLWlS0XSbC3bQJtDXu7gufVY8wH1QTt3CTlrR/AK6dlPUdRY7Sb3V332uW01N1Ck0UKLiQWsdUftESfJ+0kKnU6T2SjGaSp/T2458zXp83tIuS3b+q+kZdxo9zqL2WlC2uDRqPcRUFwItjucTLXNDgOI9xMRLlrr7qaha6jX6s0OpTpsuqvo2zTta2kWt2Bu2feZEyW5HMyum0VjrsnTqTLi7q24a2oQ1jafrPpbvbtcSIeSA4E4/wrz2hZ6roen6iK2n2l1f2d699zVqSXU97YL5dtLSA8ZAMHJ8K3Q55fext8Vt533d/D58GbPiUknGPnv8Asdedbra/Wt7s/mK9w+4FKrQpXTQabCQGCHM2kgxMu57ALBZqWu6bqFa1oVKralvTFGtWrVyN20gteA1gIJ9OAHTO4TAKwOnKex7aFlbvrUbp82D7WoXNY/fJZUfAqEtyORIb3wV1mt0W9SXly68t7i00++2mq6ycawe6dssdDZdDm4AIIyFVNxw5OlpOP6b+Xz+W5fi6ssU29/Pf9TQ3Vrq9Wnbm+060vKrXNi6INT8uHbtr925swABtbj2gfJ9R/AbQTqVt/a+pag5l25ofUr+pmo54BI2uwDMyQvMrplxo/UIs9LsrzUNKfTZQ/LPrAy1rnA7nADBJaCIx7uRAXadO063VWnO0bVNUvadfa5xGiO3PtXNAOARIgYgjJwCZlW6dpyhcVJXf9Urar+COoaak4utvp7+fqe4dW6u/T9FbfaZdU6bG1qQdUewPY1hgiQRwcCZETPZY3S3VdlqApU/zD6la7HqNc9klzdwyC32x7gBn6rhLjpO/dp2jaXqWq3rW3uy2vqt9RdTqFoBLoptLmyRMlx9okyRhZ2k2em6HcttbLV69fT7aizbcXFJjyBIc7aWBoAfjiAOV19Tq9UskdQ6ils1drvv6fE52LDiUXiq+9/XJ7CynIhWhhAgqjSLpuoWrLmnS20zhsmSR8+Fn+n4Xr8U45YKceGcLInCTi+xjhv8AKUs/gLKFLtCBoz2VlWQsxm047YRI7K0sIECVNp7/AGSHZVtzjwptxBVm3KmyBJQFlZYOyXbHgq8N7Ao+nI9sJD95imnISmngQss0yDmOOyUsxEYSaBMxdmJIUDJmVklmIQ9P7oodlUCOOym0KwtSlvgI9RoTZiYULDiFZAKkCUhlO0jHlNsjtwrNsZRIIwoNEkUlozj90m2OAZV5zyEC3McKD2JLYo2cAJmgR8pyOTHdSJPChJ+ZJAA7QmbIziFOxUbyRyo+oyxnP+ivplY7TMq5s9lFjM6g8tOCui0q7BAY44K5iktjZVixwMqMscM+N4MnDKssHNXHlcGy1/SGXVAva0HC8o6h0h9Go/2xC9utKjLmj6bomFyPVmg72ucxs48LzGizT8K1T0+Tjseo8O1EfFdL7LJ+JHidxSIccRCxKgg5XQ6tYPo1XDYeVpKtP4XvMU1kjaPLazTy0+RxZiOHhLjxKtc3KrIMwVb2owNUIRBx9EpB4mFZBHZAiSnF9hMrIlvMpIx9FaYHbJ8JTntCklXJBlRafj4UgwZ/omMAcZSuPHco9BoWD+ykxwBHKJMjOCl+vHjyk9wVjteeZlXMcRwD5WKDB4wrqbjPwoTjaNOOdMzqT+x7K7ELCo1J+crLY6RhZXs7NORdcSt8gqh0z2wsmo2cnsFjvbP2WjHJSRzvwvpZSc4MKt2Mqxwg8qpxkHEKbsns9xScbowqyTwTKLsGMpDnjnhHIveQwTnn4SuzwfuoTJxgoEmJH9VK+wuN2Qk90hPk/wAJiQMRwkOcQhEWqFJASl0dsfVM77JD+6laaFuSRkdjkJZPZTLSSP5QPJKKVg2GT2USyf8ApUUqRVaPoKoA5rmOyHCPsvKep6OjMuqdlQvnNrUHbW0X+qa7MEyIkklxwQOTHHHc3Wv0q2k19RpUnFlJoeGBwL4OCSwHMTx3heQ9TXlnSu7i0uR6dCnRNwXOqv3bhTwxze1Oc7BBEGS7hfMf8k10ckMePFve9/lse18LwOLlKT+Bga1123pvThWubW8FpSpCi6u47ixzgMbHQTDTxzg5jKxLbrW1v7m2trPUGX1Sk2nXNs+3LHMz6s7tsnYGP8CAM9lrb7pbW9U0l2gdT3ul3tdtU3oZY3oc+mWDDnMeQDtbMDO757uzpxmo69Z6dpWhtvL61pk1a5uS8l9KnvawOMwTtjvtn3HuPLRhpVB9e8lbbTVejt/0dRPM5NxW21I3FS0vLuq68uba4v37qdSkKTGtpMG5pd6dUuLnSMFxbLZd9D3/AE/f1bK3fdViw/lXUqVS527nB73be7gDyORxJJ9sHjbLV9O0ihSA1V9Y2zn0adN4bTZTJ3EAxuktDsnv6Y45WHfdTUbmhRa6k99CvXNB1SiW+9rRDokNg7C4xxECeVn6skMilBVXH1sXNx6bn8T0X/xubivaW+kU6lRtcV5qUqwa5pYCZeXNLQ0x9yQAe65a+1caxf3d/W0q+p1qNw4MdUO1rGubtbJBa1wBxPOCcQAebs9bt9P1uhZaY5pt7poYaLbZtRz3BzdgB3AhsTlo3Ecgroabbm+Y7T7kuFrUrmg+kyjUY9zQ4OBa4kAidoBDTwPttya/NNvJmbdr4V7ir2EVUYKvhv8AydF0ncP0S5p2lpcUyW7aZILXipTftLnOcI9zSDE5h2Y4XO/idqA1y9rMZZ1KlxYFrC+i4lpDi2SS0bgZDREtb7gcxBS4q6fpenV6Og3/AKdzcu9FtehTkDa0y3aRgAN53STmFqdI6tZVs9QvbK0B1Nlw61rPcd7qTX03wQOS4mJJM4IEStOHXyWn+zt/ctP3fTK3jjGXtO62sxa+mC8Ftpoo1LCkyp6zjSqGm31GvlzpMud7XvBb5z2hZlSu2pd3NM1BRt3VW1KVWhW2ueWAhpJcxpcXBuQI9vJOAuYu9b6gqXjH2NA29MAUn1am6pSY/a6dwBYW4mAZkbpmJWTZ6xbXtaja6lXsbi5psqFrmucwtJJaNoI2yJn3SA1x5Kyyjmr72/6oMUoSfTH+jY9K65ev6mq6bfPtq1vup16hLXgijUEPcQCRAPEgEy3AyjrnRWkWNy/UrGrTbYWTnOp0dpFIOLgWuMySW+p+gGMSTjOPeVrVtzXtK9y+lWq0vdDmv37S3cxrhMHaWjcPIEKjVeodMtLl1f8AtitQtaDPQotI2mHMAaXA4JBcG4b/AIO0404p5I46w0k2ve9v0/cclBZOqe7NL1PXYdMfeGk+rWqPbRbXyxwByG7Q4DG0jkD3gxIhbLSdCoDT7Su+n6Jq1XVa1uXt3V6rwAGughwEUmETxE5krVV760s7eq9wuNSqVHGkaVR7WMpnduJkvMN94G6GuzElYel32msFevX6nuGU6Vya1ezpt/8Ast23bTLnbi/9Txkgghvgg6Ixzzwt421vzu/h6fH4FMpQjkpVwqW30zbazVu+mNRb1H0761xqJZ6delSqO37ADBaaUOpnYSclzSXAnENPHWXVNz1x1MTrOksq6pWa20t31nGQ1vtc18CGgbiZAEhsAjv6jqduw6lXrWVao68c+KtJ49OowEN/XgkkZjgRn5OiuNL0npHUWDS7gO1DV7t5cbmm0QdoL3b+WkFzWgTwQ7kqWn8Tf2b7PkTcq23a9912RXk02P2qnB7d9l9blnS+haTotS6tdDqevSfcC5YxzGk2lel+tvYw4Fjh2Ad3hTUhptLTbq302iz06nqU7ilUrF5Euk1GOIJDjIMcBZGq6Lq1xrDq+kacxl5cD+8tqNU7nVcNaDuLoBcPbGSD2xGotrs03WllrFOi+9fdVLe5FN43kGmTA90NbDmHdHaAIgnCpSyy9o5W9m1e+y5/Ln+zfGUseJwUaXn5f7MmytK7aFO60nqU1L7fWfvdSJaBiXVAXw0+55a4B36QNp5XIabbjV6dTVtNt/y1L1a7qBrNqUv7QpmQ+qASSNzQBG7BGXeO4sqOnWVBmmNoUqLKlV1Wl6gLRUYHNbBAJnAO4kZJOGyANB1LZUtA1zR9B0OrVNBrq1j6b6wo7h6xI/vC1w4wYAcdwgGQtujyPLOWLGvvPh+iu7r9+DPkjDFC5Pb6/P0RbpOpN0/TTbWGj/2Tb2lV13UbUqbqsOqCGulwc9wG90kgHGAMLn39Z6vo98dV1uwu2UDW9K0c4D+7aXAAbQMgMgYInb8ys2pquj6Z0xbXepXtG6u3xTqm3LTVZUNR2Qx+7ftgyDskETBJJ0//AIp0rWbanaVWVrqr6L5rNa6nsqOYdpDS6C5riRMxOeIK1YsDbk54+pNtN738GxzybJRnUq2+Pob6t1fU6wfTd0fotXUrkFtR9djNj7dzH+4hshpBaWADy3dgugfSPR+k9C9D3Gm2lDTrC31vUaMV69vk1PaXEl3cGJ+4XzD+EXT2odNaydedrNIXDKzKzLUDcfa8DdVYDgAkY8x4Xp3XGt9QsNbXuna7bS9a1oDvTLjQpNa0H0wSBtc0GBEjIJC6uDVaHwmajj3baV9q/o5+SGp8Qj99Ul/B3HW2nW9vrdbVat7U1CzpUriqbYO9RzgWO9SlTYRtDoGHSDzz3zOgdD0jqbUDqdDT7qxtDQH/AJWscD/K1rdgADWmMz/EryjSOozYXVXTNUuRdstKpY31K7nUzUALN4hoAa73QCBBIEleqfhD1PdX2rXNLUbhuyhTP5dnqOqFtMgElzjgRiPv9oYtXj1Wtjj6ag33a/3+YsmCeHC2nbS8j1nSdKpaTZss6NWrUawQHVXbnR4nk/dZzWtHaVprHq3Rr+7ube1vWVTaEMqhuSHExxHbhbn1mjEL2Wmng6OnA10ryOBmWTqvJyxiGxiZKgYD8JPUB45VtLc4cDK0lJW63JSOpQcx9lmD5UcKZGYlDoDXOZhKWmMLLqMAPlYrpmAFBjAAOxlHjhT6ZU4GQkNELoMIboKI4GPlQsx5lMBSROEN3giETTPlVOwo8EkOXA/KBzwqdx7Apg48SUDSH2TwFNsCFA4knamLscAZS2GrEAgwSSm5GOyHH9YRmO6iySdi7Z4zlHbPhEf9hFRaoZWW90u08CJVjpH6UoGSYwq2q5JWLCgCs5HMfZAgcTgJcjvYjeMQrGjKRrR2+ysZ/mnKg4krL6b8hZVF0GVgtPcLJovzKjKLQkdDpd3scATieVub61p31rOJhcpa1trhldPpd2Hs9Nx5XL8Z0X2zB7aH44hg1D0OoWePD5PMOq9FNOo922PsvPr22NN5BwvfOp9KbXoue1syF5DrumOpVHDblWeA6/22Polyj0viumjq8K1GM5B9Mgqos5gT8rYVaO0nusctyQvUx3PFTXSzFcCBMJQCR2V5Yq9hAQtisqLY5CSBEK6DykLfGVJu2IqOQAkx2Byr9ojyfoq3NzCdEW74Kie3gSldiHKwtMnHCXZ4SrfcE6FzHc9lGmBElSD5ypJH0UXsWRkXUqkHA+6y6TjjJWC3AloP0V9OpkAdlTNXwbcU72Zm/qCoqMM/CtY7GQpUbI45VeN9Loz6jHX3kYdQR2/ZUnjhZNRmYBVLhI4Wq7RUt0UEAmZMBI4ECVeWxyOVU6MzwklZG7KfkoPnhNB7jlKR5lSWwWqEzEcpSfIHlOQUhB79vCa5FXkKTIyp9IRcNoSHKfIvcAk8kBL8+U/xMpSYKKIvgEs8OUUhxzBURchGZd6/aW1JvT9tf3LX13NZUtGV9ld4eQGBr3FzSTIyftOCuP1+11Csy9p6hZ394Hb/AFNlEUy+q1pDZftIABOWNABEDEEnVf8AiHT6IqXerX9161Gu6rb/AJOo1sAODCajXNc7DZ2jcIgEg8rNq3VzcX1E3/UgFpb0qbQ2kHuZV2uyR7veHEupkOHmPK+HdDg1OX7/ACR9CXTVR7nOdWDXulKNv1N0w0MudO20q9q2lvLWv9ri/PtiWtwBkyCIEXaF11rf5Kr1LZXjunW6k51ClTc380y5ut2x2Hk7Bs9s4Ew7hq7LVdRp0nare1m0qlCo32F7JGx3aSc7QO8nieJGpuOiNE1RhvtS0sVtNq16tSnS9I0PQgbiJY5pDiN5d52jvhXYdZgniUNTD/8Aqrtc1T2e/n+pGWDIp/8ADL4PYyNZ0O3r1bnUbLqGm5j2Ne29vK4cKLmUwd49NoaZeBw2Y9pMmVotD0fTLBtKpQ1q3q3GnVXMY6n69Zr6sBwIfv20yQ1zYDCIiSe271+10ynTdc9P3dU2xLPVsHuYbd9EkSJG1zXN3cgbSAZAjK6Lc2jKVLTdNt/Sosmrclu1zKrxTO1wpmC14Jby9x+RkGqObIsGz2+C28nt/Rc4xc/X+y7StTt613d2btPZeMsXO33DILaNQ8hpnJgGZbiDBEGegra1cMsaWqW15Wt2WlZvo0qjxNRtVsBo3NnEVDzIA7YC5yle2zbS2pMFK1O81HnaAKrifbiJJkt+xPEyrLiyN5o9w4uuabLSmX3VXZv9B8kFuzs129kRETPmc8oqU+KT2+vf6fqS6k4292Wi0u6OoGpRoMZTpuY5jqYBD3uc3LgScDI4M7jIBErWVL5nT15dala0H1qznbXVPSLNlUy0Oe0e0xJcTkyRxEmzTNQbasdVqai9tL8z6Jo13NY6qNrSHAtG6TJaOIMfM4NWvSNrf1rl5p2VSqXCrsAFVoDcsLhIc3c2ccOgCTIvxwafTPj9SpzSjUdmxXajRuGttn21rUr3lxUNS8NV9SjTDW7/AEnNIBAJc107p5w5E29zqNkarja2Vvp1KrUYadMj1IcAagEF0n3cns3I4ONpelWeq6pe2t/c3VS2uaDalN4rVfbUaDAqGYBIE8EQxsLXabWq6f1I7TWmpSs2tpirctpOcK+1wDgNwIxnAAAOYxK6DjB37Lat/rf4fAqUJUuri6+uDotOvTRrVr9lhWuqdak0Cgx3LWAiMEHdJE5OBHYLj+t7e+1+2p6hpzKtu+zpjY2nSLPULnEhsZ2kQMCcuBJyuj1Ua3Rtrmjp1yK1vVLLujQptFJ7qbIcdpMl5O/bkt9wkH/CtLole4s7ahe3Gm3lepqDq1RtC6rw5lZhhxaBiAxzR7gcuYcAlW6aLg1kx1a9fT1rt3IZ76eh8Go0Ho5mq3tGs6rdXlQVKf5sPAptIcQTJa8kndgCRODjhYXUN5cM1savo9CjTr16hq3O9xP6fa47nzAbAECPou7sr/TNOtGVbe2p2teHO9apRaGUC5jPeXx7txaeYHtkEbto5O76k6evtSfqdNlJ9KnYNoP091OHPG8FtUGCHbmkGRsIgY7nr4NRmyO8kG4fr6e7yf8ARjlDHH8LSl+i9PXzO4vnaNo+nUW6xqdDbWAuA+kalao07nAt/SQCQ1pk/wCXhcXqeu6KzqilrF36tSiTRbbbqQqmm30afqEteQCMN/yn3GIMhbaz1e2v6Nc0dGFs+nTa707imXB9OHgEFx3ZDQdzic4ggrjOraL3aoynozfWp0aoL60BjaLntZIIERBEZz5+MGhwxlllGdptPvsk/pd3ZpzyaipQ/tndP6ntqtV99a3I32Wy7Y4UTvY8QWhgeS0tENfkcuIO4BV1768tKj752nVrvW6zaZrXdZjnVakktpmGDa3Y3a2AQIZBnAVDNP15ltStrCqGUjTbSr02N9VpeJ/9V527pdu4AgdyQSa9NvNR6HtRT6hs7yubnUHtpvt6oDAIEbi6XOaSOBGBg5VChGmsdN+V7tfl76NCyym6e3w4Lna/bUajLS6dfWmxzc3Zdvc6m0uNQBuWxMe0wSZIOZ3fUtvpek217fXNq26Zb1aj7C4Ywj0XvaHMe4uc4yHBr3Frfc7cGgcHJp1LLVtRoWF/dW1xVpgugWzWOoP9QOqbCS+S3c9m4yIYDkLJ10aTrlu/poUaz6jXsq3QBp7nPphxkwyHMJeCIaDHOZCzrND22NbxX/bftfN1f1QTxuKau3227niOl69pumXH5O6tbn02UX1LkValN4qVwfY5stloGRyZmfhegP0jpOhYVNUZaVLh1Gg5tKm2rtonIJ3ASZc0GAHxnBE4bTei+jLy8PUnUVMVLO0BuKlKnRDfzTGOw0gfo3ERAIkGPlUdFWh0s/ktTeyo19vUqNt6wLQ/a0NYGtmXZMBxkCW45jr67JjyY1nwyaa5V8+Zk08cnX7HIueHRv8AR6t7QtK+vP070a+qWzK1Z5G0l2wlzxJJYfcD7ScjjAC1/VHW+s2NW0t9H0R9e4bSLKT723Di9jmhjzDHuJcCO3Ec8g5zLGjZX1XUdH1s0rS6ipb0KrfWpsaHS4PzkAHDSfiTErbaQ2xp6pTrjXbln9qu2N/PPG1rZJaGP2h7RM53REGO65EcmLFkeWcVJVsnfy+C/Q6MYSyRjDG6f98/E1uhWd1q3T9fp/UrttjdPZUNOiys9zWbnOAY0bS5sOJjJxJ8R2HS2ldQP9HTqVw62p7aPqXFS8ZTq1HYbUYWN3hwiYyCP4HnPTV9qjNWr+jaVahrOqNa5r3NqF7xuc73HJfJmSZjAHf1foPpC9uDSoao6qar2PdvqVGvdRLnEtex36y0gEDcZkwZU3gnkzOKV3v7r7+4eTN7OCfwvtsegdDaF1BY1nXFxcMDDSH9+9jKj6xcSZDgJIPtJmckxC9BZUMSSTj91ptDsqukWTNMqXTa1OiA2hIhwpgYB+i2QJAX0fQadafCopNe/wDrY8fqcryzbZltqD7qxtcs74WIHEfIKYVOxP1W4zGd+aLsoG4B7rD9QAIb+6EBmuqt7mVWXgnAWJ6pOCZR9QzEpgZIyUxbhY7X5hW78cp0BCCMKb4MI5cEpB8BKgI6o7IBVRduPu48Jzn4QDRz5SaGmDYI9qnokCQU4EGJUJP38qNDTopMjKjTu7/VWEEiSJSFoBSokn5kmIE/CJO3lDH0hE/PZLdIl6hn90RMTPPdLPPCM44UXuNMbnhLB8og8whJHeFF7jCPn+iBOI8oT5R88JU6GiNPlMD3JSAhFqi0mMsaYV9MweVjASQRKuZyotIZnU6hABW20+69NwMrRNcAQsqhV2OwQoQmounwDipxcWdo4NvLUtPMLzvqzRiN7w1dnpV5IDSZCHUGnsubcuDey8tqsb8I1ynD8MjteAau1LRZfgeCX9sab3CCFq6gjsux6j040KjpZiVyldhDiCF7fSZ1mgpI5niukenytdjDcDyQqyA4Eq52TASOxyttHEfJS5oISETyOFa4QYSGMQmlRB+ghED6pCJH+6tI7dgkPMBSasT23K3Se3ykMc5/dWFvf+ErmzgcJUHVRUcH/VCCCMBOW9/2QIONxkhR9w097F4IkwfhW03GRnJVeOf9E4ENxyoyi6L8eQzKVQ4V8SCB3WHSfETlZbHSVkkmmbJVOG5VVYsdzdvIws1zZWLUHY4WjG7OY/uSplBA+sKtzTJ+VY/j6KsnurO+xNlbmyRB4+FW4fPwnc7MxlKTOCcfRPdESqTOQl54yrHEfsqzmSOE1G+SNsRxgZnCU8zn6piBERjlKXRwFKt6AUZ4/ogfjCJOYJ+mEMk5j9k1S2It2SP/AHKIbB/kP7lRR6UO5HI2WkW93ZVmWVp6dxd3L21Ktwxs03+nLqhbGacS4kwZOIbhYnTr+qeldHdc6zZ2FWi2m829Onc7abXueDDmOdJw50RHuDZlWWPVepaheXF1QpVb2rQoeq9zKbQwsiQx7nOID4xIIkY4wrqmoajVsPzmu0qTnVHOuKLKeQ6pO1tJ4MgDc6O0juV8Mm8kW8eRJptbPn4fX7n0aHRjXUm1tz2KerLnWNXe2rod9pTbVjKtFzalZ1Nzj6cDdGIA7AAmPcMlW6X1DVudIttS1/VKL7ioQ57trcvLxu3cNOJxGYz88hXr315Z29FjX2NOrSrNpuL3VKLy3LWhrD7YkA9pdkK60tG9VXn5bWKdtb2NKiwCk73PaHRuLX42vEHaXAiTkHlaZaWCxKE6Sj37/wB3/syQzybckrb8/wBTd9S6l+VbVs9Ip/2lcam57H0g3fTbREHcXBsiYLTByXHMTOqdW02k9tO7tjppt7lpuKtzVYaexztrtgLC8EMJGTkjxhWX9XTLe3uLTo7VKd/UtLZr7IGmKPtDy4mpUlrnO2ky0dwOQIWjt9TqdZaBqgqacy51Om1vqV6GTSiXtIDQPaBTIkuEz4EO0afT1jW33U929nv3afatv5ISzSlKlz+Xz8/U6e56ttGW1jp2m3VOnWp6hTqONYhzmgCMztEAOADnThzu8LYavrNvfOdbV69SnYXjxWuqVlVj1S9pIDQ7w4SQCcDlebdJ9MOvbyteXtI1g6m+n6JcQ10MgZBA9zgYBmNq3Vtfvqa3Z0NCo1/RpVzZtrBxL9pABJp5a6AXDE4PaARPLosUJ9OJ24736/X9Bh1Esbt7Nvjfj9KMvqCo20sWUadOwo1qVL0q1C4ZWbUZDt7Qxzas7iSTkAGSMYW/0Z2oWlpTZb0KRNY06lzRe+RPuh4ADj4OSYLSP8WNDqt865pm2060t6FWlVp1qtceqH1S1xgyXQ12RIBE4jbGdvSur24uBSuNWe2mQ/8Au2gb/TaQ4021Ku7ZktnkkgQcKjM28aT9/wBUaZRmpdXw/j8zAtb6zuOonX1ja17k1qBt2ufFNhf6Z9h3CHNkwCIPt7Ym611q0t7TVAwU7y+dbyPUAc9tN7myGtbEj3AyDiJzlYup69b6Jet0TRWV7qtcVadRxZSY6tSa3cA0VCGge5zZBaXf+8AwsCh/4jdft16rodnQo1Gv/M2ljSPqbHRPtAI3naDuAgSD2laFhUkpyW1Kre7r+fkUSzdH3b3vfyMnTOoLK4ouoCrc0r+4pPsKm+sKVZzmuFUVd2wgMljRBEu2nwsOp1HWcwabW0qu59Fopk0iBTAcWk1SQwlzzgdv8J+Fi6h0v0/r9w/UNK1BrbKm9rbWhUfFSkDvLzUJHudJHbG3gArCudI1HSaNtaVqtxtrOdUvS5uykabCNgA5cDh3YSODiNuPT6adyT38naafp8O3mZ558qac+H5G917qLpy7vrSlqWqvdRoWbLdtB1Ek7wahIcGOnkMG4gHmRELjeo7e1f1FpdxcVbnT6DrakaZp0Swek1xDSwGpIBLSRJnPbAGz0rVbO+v6dZtgbW0o0QDfCiWtfU3k7niC2BDhOJgdwZ3l/o1Sl01a2Gn2xq07e5eytXqsqVdzd+403UidpBJkYA9pEAyrlm+zZEpWr252S+ve9yHTHLBzSutzc9P6TctpWtfUrFtCg63NGq+nUY59U7iS4gS7LOQcT3zjlNU0F/VxvqWmWlercXVf1a106p6NGm/IGzaYILGsBB3Q7dHZYDtHfod6Lu11+4stNrRUFNrgHuaCCW1GEFpHtmNsGRK2z+u9Xfe29qylaW1pTt/SuLeo2lTovqN37akD203BpbAaGjcJjJVEMWXHOWXBJN/FJd673868zUssMjSy7dvP5eX8G6ot1M2GpUeob2n0/Tr120PTq2QwGMY1r91IMYBBOcn3GXHlbmws+o6FreU9X267qRaRRoVKDBStHGo8VPYAXHyO/PyuJ1nriyurqxfR6ju7dlrwW0n1X03w4hkuLmESBB2zAzJknq6Wn9ZajYVtU0WhqTq2oWznGrX9Os1zqlSo8ue0x6JAfOJkOY45MHJqIThBPLUb81XydX76b+RdhyQjJ9O7S55/KzXUtc1LTuq77UrfQrk31q2oC66qllJ1NxI2MazaXNnbtIIlojnK3PST6IcL67p1NPq3THirVILKZAcQKoZgA7hJExxiCucvKnX1HSLbqSn0/ZVqVtWDXVKzIqV2gmGhoIeaRaTgRgdsrH0u+6m6/rXTtadTp0WvBdpzaTadU0y0EMpkiIPtgkHmSTJlZtN7TE5WlFbNp21Xav8ASK1kqVO3e/H7m+qaZZWlGo+01i5GmV3HcysDUfUB3ElxkBruQW5yOYytFp7bjWNbpa9Z2mr3Fqy3/KC9p1BTp0YDgXgE4AZED444C2Oo9HXVHSbfpfR6/UL6d3cNbSF7WZUtrYZc79LZlu+SBEndMAwsG60D8TqWmtt9UvKtCytqrbNtGlSpu/u2vJIiMgAQJIniQFbh6OmTWRXLbfbbzpb2ObkmvuvbfbzR1uhuuHWN1UrU9O/LVnzUr3VaTTLt0uYGgN3NgtaQAJaDAPHJ9TUb7ULajp2h6de2mmbbcVLp2+rUpE0huy3IbyMjH3XU6frmlttaNDqvRav5Xa26qVRQLKdNziTtdSLAwtLnAyGwOBHC0eraY6rVqXWl6r/aNu+q+3NhW2tpXBawMfuczbBhznAtA/SCMiRn06eHM5ZFXlfH8X76L8snLFs1fmvq/rY47pvXdVoOt7PVHX1XTRXY/wBCnsa95bwTULCQCIA7QTjJB9G0LrzVBTYNDp3V7SvKzaD6Hui3qCNmcuAaSHTPLe60PR7HU6brBlc/ltNcBXZXqGpSq+2S5hmQ2CxxwTjETC9O6S/8FaOLHXdRrV6FGxc25oUW1sTPsbBkvMOcCfbj+N+bJinqPZv7qfe6XyW915fMyQUoYr5PYehNWdqGk0bi4ZcB7gQTXeHvaYk7iAAP98DAC6gV2GoaYJJGcLynXfxDuLh35LQrd1s2lXa+ptpAvNPHztDXAuGROMZhdx0tqtHU7N1zbUnNp4Be8t3VHdyY78DGDyF6Pw7xLF7SOhx/ea/7eZytTppPG9RLb0Oj3HuVA89lTuQL16I5ReamCEA9U7pS7z5/ZOgMjfPfCZrxEysffgDCYOJBTQGRv/2TipHeFibzxJ+qIeSExGcK8N+UPV8rEDye6O+flAWZYfIyiHDysQP8DKcVM8pMZkTMoboPKr3+c91Nx+yiNFhceD3SkiSSflLuCBMQcJUOxi6OEN0/0STKg5gjP1SHY/7KS4dglHOUJgEd0miSZYHRlMDJhVBw+VA7wkNFu5AGe6TcDymDh2UGu406GnIPKIwZhICRkFTd4KjRKy2QAP8ARMHGZWOHmeUwflQe5JbmUHknlX0nEwZWE15J5JlX0nZhVyV7DRu7C5LHjPC6Wg9tzblpPIXF29Qg4MLoNKvMtaT/ACsfiOlWu0rj/wBluiuWSWnyRzw5X6HM9XaRO4hpXl+pW/p1HCIXvWu2jbm3L2tnC8h6l040arztj7LD/j2udexnyj1muxx8R0izw5OOqQ3EqkuBgQr67CCQcLFcSMHgL2Sdo8Pkj0sVxBQLglcYKBPZTT23KH6BLuRk/ZI508IO7oF0wOxUiPoBxEFCRx8eUCTEJZJCadoQXEztmUpdjjKBJmflR3/yigCXT3yjzkH5VZ9vP7qCp5SJwbsyKZE95WXRcIw7ha5j44wsqlUcADOIws+WPmbsUuxm8tkLGqj4VjXSOfog8SMKrG+l7lOph3RhVPqqnccSFk1QDxKocBBJC2cozRfUihxnKVxxEfyneY9o7qsn5+UxoV2BuzlJjgfVMSJhLJAgJ3XBChSADA+yrcMpnAHvlIecJ2OvMBdkk9uEslHJ+ErsGHJehGhtxGPCiWfAUR94VM4Oky6s30LzSdY/JaffvP8A5a3OXD2t/SZy4NJnaImIVOo6N1C9tXRrgMu7a6a+7Fy94p+za7eS94G13uJaIyQHAQJV+oGvf1aFf+26NxS01rG2lavRJplhndJ4gSTHILcQtRdWT26bc1/xEua9R901pp0re7/8xTkcMZENJOJIdiQM5XxPD95qTav3fe9PJulzufQXGMn01svWv9HDarZdQ6XeOLLylbMfTBLtPgbARuaIp5bMDn7jC11lqPXV3b3nT+kNq1KV7vfci3t2VaxBMkF2XgYgwQYJBkEg9rZ2Oi6PY3mmOsb+3ZcvBcW1N1SqQZYHSIj6cZyZg9Voui2XTQt6lvpDGVqrialR5mWEhwa+Y9ssBOQAJPC7M/E4YIU4KT7WlvXfn+THHTzaVt0/qjk9H6WvNI0p2v6rT/NXltcCyFoK4HrPFNtQQ8D2bRUYXt8SMEhem/hb+EWnfiL1vXsNG1m16ZdZU/7WvrqqHPaaLYNUhocQ121ziC4iBuOIBXm2vXFza22j1ql023dQ1l1ZjKkltH1GsYSQ+cBrdwc7sQRwF67/APS9f6JW6s0/oLqWhc0z17pF/oGp1ixlMAXNJ4p/3kHLnNYGn/MREkBV6hzajm6tnylwvPbhpK/i68hwqP3IrdfS35PE+qeq7Oz6r1DRekL65u9MbWfa290aNMPqBtT2VWB4cKW6BMEEgxPIV9G56z6Xp3IZZ0a1MvY4s/u6lEvbNMO3sj/G8wQR9cLTdd9C6/0l1h+T1qxZv0+9NrUbQfDX+k4N3b2wSHe0zyA4LpLfqrprqOyu7K5rULZzqNNzWbf/AEnBwDfTaSZhsiOR6hI4WrUxxxhGWGClF/irfv5or0z6pSc5U1x2KWdX9Qeta2t90kNMo27S99SiHvN49rSW+oAYeZBECBBEghoW5tLy1165tryo8WFvRtXPLpcze51WWOLHOc0t3OiCC4yDPYC70enreg0aFhr200CaVG5qOe4uPO0BpncQ3aRxEzwFXcXruj7GhqVaqw6nQtaYpUXPDpYHmAWvcWtA3NIawAwXT4XNlLHmj04VU7qt/nvfP5eR1McOh1klcef628i3V7eoywOqaFL74Nreg302EOaC1zuAIJ2NAMAweTOeH6Z6x6juH1bG51u4obhva1rGmr6bTu2h+DBc5xO6T7WiYV1/11Vuqupab1Bb1ad1cFz6jbJ0Br9u1jWNjG4kdyMnC2en9J650vYVuodF1dtvq1S1baVKNeh6z6vqP3OILmlgIDWtIcPMZyujp8GPBB49ZS6q6XSf5+X13OdqJPNk68D9649PmYFSteVdUudVdrVrpuuFoFSi5rnMrmR75M7XkGSAfEQMBdSr9UXhtB1B1C+9vbUup0qFGrinRaPbtLB7TuLxntHaFm6rpl/q1mzRK+o6Xp7mVWU3XL6TS70pnaakF7wHMnyOOIC1Go6lVs3CrW1mrqAtBTAp7ae1wLBl0yS4ta5skcBvhb4YY5orIpLq9yXbs64+rMDnJPprb8jMsNXvdOLb+rqjWC3qkelUfua5jIY9oaDtk7g4EiInknGLf9ZdT9Q34ttPtnWVpcPFR916bgXAS0vc9xzkvJggE4j2gDk/7P1fVdX0+nYOZb179tS4tqb68NbTY9zGtBcYJljwBEnESSvR62h9Padpml6fq95VdXurYmsZZRYQHl201DkE7ncwZBGQq9Tj0+llFyXVJ9q49fy7l0Pa5oNL8N/O+w2ndI0dQ06touk3Fhf1vzTjV1dxdvqNDIdSax0yQ48iOe6y+jPwxtNPZq17e60atOkwi4otaxrnM5AFR3uENkkACYPMLWdO16mm3N3p9Cla6Xp9s1ty2s9r3uq72gNbUqD3FroJIaBEEtgkk9Homi9PN1mtqN9fXFxf3tZ80KtOnT9JhE7PTqgl4gn3TMfsuXqs2bEpweRpNJ8W/PfstvLjsbIY8b+8o21t5V2+JpenenemA+1p6xRuaVVhq07Om+62Uq9wW4ILIwyREY5HYz3dv1H1Zaare2j7EsgFn5lld76HpEGAAXCGuDXSBEdgBAHFdd9Mmn0xXvLcOF5oNWncsFvUIZRa5jT6m1sNbJBIiBGRyVz+i/i3qNWhcXmqam19WrUph1GpSaQ8MYGNqOPLnn3EzgHIicV5NHPxPG80H1pbU72dpqven3JrJDSS9nJVLzXdV3+J6hU6rsLDQrfULWwqGpcsrtrNqkllB7YZUa4kkEgDEySMmSZWNr9zZ35tdXtxRF7aU2UqXpVxSafTDXlrP1T7iORABAEYjRVOrH6O3UtQv+nbvUOnr8sq07a4oNbRbvZhzWEEskgklpb/AEWkttC6SoMrXmldZ1GanQexlB9IvdQp1XBr2ubVgbSwwwunJGBCqwaJQubbXutp32dcVwy3LqLSUKfpffz9bOz03WupbckVNS0yvQoNrV6Xovb6zTUENG4CRBg7pnBBJOV013fXNRlGx1C+bUszbmk2vSpObva0ZAglr3EmBLpkRhecaTp1az0G/ZcUK7b7Q7ygX3dvdek+uN+4jcIM7Zh0mAJwt30x1NqutUKlndWdO1ZYUXPsm06520mVWF9MOAElrZDpBBkROVn1Wku5wSqPlS7KmvmTwZLglJ8+dsfUutr/AESuyytdWpivXa6xpmpbuc2oC901gHGBAJiGx9Thczp1l11rNtYaNoXTdCjY6gDYW9b8oHUjuLmOrVahHt9zXOzAbtwIACu/ELQLnqe7suqenzb0vy9B0VX13udWp0Z9NrQT/laBAAnE5knN6R0Pqyh0xUq1Ncu22lqXupaTcNe2g9tUF7mVIgOHMteIBHt7z2dAtDjxRy5Grb3Xe9/q368GTWzyzm1BVHszI6I16pq2pVNP1lzqVtplJlIFh9M1GhhG1+3aJYAe4jbmV6FpI6M0fpyja9Q6TZXVKi01aNWazqjojio73NBJG6CBB7Lznry9txc2lzqBoU61K3i8fZUyG12khr+zpbknIHI++T0PfnSnWujdR6c+vbb/AEf7uCwy4BpqACC4PbTIMkzwZEKU9M45fb6WS6XW3O298lHtXKPRmW9M6b+2tL07qmd9Gnp1wwV7MVC8trNLmObTeS+Y3yDJkgYjt7n0TeWdXRLcWdxQqS8+psdB4MGOScN+kr5n1hun6rqFahYWN/c1q1y23rMFtTNOnB2hzXgentgk9p2yI4Xvv4WaE3RtKdVpWtOjTrwQ+Qaj47mB9Vf4Vp3pvEV0ctU/Lbl/HjyI6rIp6Z9Xb9Tvy/HOAgX5zgKovIQ3H+F7lHALS8+UC4ARlVB2MlAvhMRduxMpt5nlY5eYACIf5KYNmRvwmDzHKxg/5R3n9khmSH/GU2/HdY25PvmECMgP5HCYPg4WOHpg7skNGQ15nJyj6kKgOPwiHnukMvD4yoXT8KgOnEoh/ZAFwf45U3Dzwqt+MFQO5zn5QBbuUJByqN+f91C/68pDRdP/AGUC4gqreY5yoSCYiUqJJl29EPI/ZUbpR3Rx/KiSLw7A5ULjxAhUh8yJRL8ROVFjTot3DkjP0TBwlUB/HhMHxmVEnZlNeJVoePGVhCpAEYTtqHklQce4I2NN+crY2dzseACtJSqk4JWXRqwQZyVGP3ZWD+8qZ2lCqLm3LTBkLiOrtKw522eey6PSrvhpPKs120bdW5IGSF5XX4X4drlmh+GR2f8AH9V0ylpMnHY8G1Ogab3CIytTUEEmF2XUdh6NV8DvlcnWaGkgBe20uRZYKSOb4tpXgzNdjEeI7JDwrXNEcKs85GVsSOG2kxCHeUCAMffKct+EjhiU0mRbEcZ4/qkcSP6wiQ09v3Q58qS2EnQpxwZygZBmZlMRIy7lAiByENNbAISTjMhAnHc/VF4gEgJYM4J/dRpJWSTGByIHKuY4gAAqjIEj75TNJEAEx4UJKzRjlTM+m4wIP2lXgiBP7LCpOPeVlMJIHgrLJU7NMl1xK6jQVjPkchZtRqxqg8hasUrRza6JUzEf5nKrcZJBJMcK5+JlUkGDxlT2JN7iYOYylPP08JzHB/hVvB+6ELatxCZM+UjjHATnPdVlpn45Ul6i3FPkFK45xn7pyIzI4VZiSBj6JrcRN3wol20zkt/oojqCn5Hl17rWlanr9paaXaX1pa0yx7qL7qs6s+q3/Cym8hr42wTECTGMLTaJqTX65cWNhpl9XNFjjXurigLmqKJEw7c0tpgh3MYnBnnedUaZqFO2NxqmsOpOZQcz89XY11UMGC1kCWME7SRBhxnwh0nr2h6V0jUu9NqWF9qDn1qVRxt5q+9paACRkndt8Z+i+PRlH2HVii5XS5fPm3X5Ht3/AMk+mbqt/wDXkdFoWv6hSsPQ6gsLTT2/mabqbKdSadJsxIaDtBnbkjwcmFRqmj2Ivrh9vqlZ9O4dDfyMzV3HLCWxtbyO8zBJTWlqeqXgX2oWdPT7geoym2sRTFQgt3Q3aTDoPukCMytZo9tZ3JdT6cr0ammMpEVA6ts98EzTc1wdJdDdw4nwYPNjBRlLIn0vulwvi+/obpOLik1zwZGpP6UNvX0jX711Bt1QLacZFMubDXgwd0EhpmRBwJgpdA1DUNNu7Ova397c3WlV6N/ZisyGB1J7CzdTqN2uE+4EDz23Ttq9mau9+oaHaay+4YaIrXFvJtKW4VPbMkZZsDiTyc5z6V+GfS/THVWraZpOramy3LLht9c2l0xrrZ1nbN9eqWlh9ntaWy4OOYByofa44Ixju7fvr1VK/fdfuRyYFJuVpV8/4Pn/AK+/E7TNVp3FtbabcUrrFJ9NgbVw1jmv7bmy5tMyHY2/QjadJ/hLeaZfW/UtS50qhqY0K71u003UmyKbaNuajWvH6TVqR7WunB43Rt31x+Dl2z8T7q56x6j02+0C71T+1Lp1tVJdXY5/qmm0FodJ3ObAMAzHZPr9i2r1Rr/UlyXW2l1qlRrbW3aRasLnmnRp0xjnOILcn4Xder0ulj9n0sr863u9q+vmc+GHJN+2yqmuDyqp+I+p6665o6dpNOzYan9z+VoMp0qVYwC47WiTtL2jxLjMkrUWdXXdE1W40m8saeoG8pvtnm+Y8tol5ad2DIILWmQf6rp+k+m9M0Zrdc0+k65t/cyu24HqClIcWua0gbXAsJBz3Hme61i/sK3TOlateUqzLepc1adrFT++e8tYCza2S3cTTdnM0x2wbsusw6fJ7LT4ri9vW+3r2/ciseXIlKcqa+XyPGanTb6+o3FWtaVq9y2s8CraH+49QbNoLjwP1+Dxyuyt+rG3mmV9I6gZcWNRll+Us/Va4GZioxrmkF4Jj9RmMrbdc9W2Oi2z9PqenZmlWphtOjT3VHNkghjyJjkuyMgY8anQNGsuoS3XNV1W6YxjDcUd9X3bBLe5y4EEx4BnEBSnqHqMSzamFJcPl36diPSoTcIO/Pyr+SjTeoeo62l0elb24fatZWp/lKhc5j94LjlxBkCZ58HsIetpOm6bWbXqflalWvRDqFC5cysXkuJDmhmCDIOYgkjsVn3ulVr+rc0qeh16f90GPqb/AEmFkkgBziQDMmATlsY4XCapYambOlc2bXXFS0qNpvdU3Hke0gk+6GiPjIV+nlizfhfS35VW/wDJHKvZJdbs6Hqzpu21rRbOpYtpW1zTuHstaFGp7hlzn1AwEbZdGQIlroAiTrrG/wBR67uGdP8AUvWTdLGl0adO1oCmXOqVmtDMvwSQBgkmOAs/TNFF9Q0u7067c+vWqVLY1TSaG06rGsJbuADmv27YIiQSQZ3Le3HQlvY2Nn1Vo1vWsNatHUm1vQaXNean6ng/qbtBMuGTmMglP7VHBFYZy3d9LaVxfxvZ8XQLT9U/apXFcr/VWbTRvw+0npLUf7P6j6qrVhaPrVKnrPNOgIb7drzEuEiQ7u4AcSWvB0x1rcvqV9Sp0Li3JpW2oU65bUc4jcC1ncYDSYzDs8J30WXFu271/W7PUGaW2mHmnRqNh5p7Q17yYLQ0Ewe8jAWl6g1S80/WNJoWek1K1jcMfX2MPuq1gf0zPDQ5j8QQ5w8Z42P2moy9Uptzp77Jbb7Kldrz2OhLJDDDpSXSn8e3vqjEr6JaX2pXFDUNVo39k+1bbN9G29KsWilNPaKQaCJIJ3ZJADly/wDZvS3Qmu0q11TfrFWpaMr2dEGWiu5sgvAIcRJwAQYyu/oavSfa32ma/wBPXDbO8otirRqh1Y1CwYncCctALhJMZJcuXuenulNWttVtNANWjqb6rqFGnTud0ObtAaXVSXFp3Obg/wCDJPfpaTUSVwzNqOy2qu27a49Tn5oRlU4Jb/Pv5nMdQfiP1Tf0a+i9RapdVWOYPVoNFOmwvcGuJdtEl3AJPuxEiIXoeh6T05pWgabonqW+o6m249S5o6dXDnS1+52/O10D0wCZBjHJXmGu9E6nZVrNupvpVL28p1HVHUnh7NtM7Q4uGN2JJ74JycvY0es/wx1S31my9Sh6tIl1ShVbUpVqUgOaXCQRJAnzxkLqajSYM+GOPSzUXyktlJrbt29xTh1E8eRyyq/XyR6/R6fstQ1vR+qdM0i7o17C7bd3Lrm5HpPbbw1jYn2kimOSBnxlVdRUX293peraBTom4uY9arSeXNfctcXtDmYG4umROyWwAGgAcnoeo9XanrjdX02nqGkVH0w+ncUWPFB1Sm2TULXtLXS3aTwMyVvuj9Aq1r6zvbu/t6lFzvV9epbDc57XDa4TO8E7DtETOeZXFzYJ6WpZp7JbLd83t61293B0seaOSTWOPL3f15+psdG1pup29vc2dtZm4FRxpvfbPbUohpl7X+4NdBAiRHtyHcLf2msaxePqVrezualSpPr6lRosaDSe33MbSIk5L4AkgO/bU6b0jqtnXvhqDhVrVK9K3pigxjnMbUkmfbG4MIJgYMBJp41fQruvqdZte4trV1S3sLag9vqtawnca7DnbtaSBw4c8rIljnKXsafv3+X1XcnLFKGPrnwbKloWlnS6DfzFK4ipSdcvfT3fmqQeGbKri5pAkgwDuByPK0d90nd6Q6tTqs1OpTty6iwNdUdBc0lrGj9Ic33EYEESACAuofZV799rql+ylWq3tWpcWzKlJoaI9zYIxtbU2kCC0wRBy07mvo+r6drNHTrCj+Yo6e03IovqMO/f7XU9mYc4CSREdiBISjk1Dy9EN/Py9N/r8hdOJLr8zd/hboemW2zqp9jceq0/lqT67vcyo/YxwMZI3kn3SQXOMr0PR6GvDUatXWK49Jm70WU3jbBOJAjgeRK8vsNR1G1Jv7bp7+yrjaatCg1sNcwhwMiMHdB4/aZW96B63qanfu03V69xVvKjnU6Jky8fqJJiIaAeBHz7gu9o9ZHD0Ysik2ne3rxfmjnZcLnF5E0tq3PUHP7yhv8AlVkjtgeAgXeF7dWzhlhf90N2VWXHylkkppCLt8cqbyqdxAUa+eSihWXh08Jg4nElUgxlGZHhAy8Ozgpg7Kx90JwT5+yQGRv8cDlMHYjhUAmOU4d9kDLg7ujvwqQYRDvJSAt3ZlEO+VSXoB45QBeXxiQjux9FRuMSmDwBygCwukiVJM9lV6gPBU3eOEhl8oAyqd/ZEP8AlR4JFwd4Uc6Aqi4BTekNMt3I7s/Co3JvU8pDLQ6MSjviVQakH/hD1AClxwOzIa5vZOHkFYnqAJxVICXTXI0zNZUyMrJp1RP0WtZV+flX0qwBgkfCraQ7N9YXJa4CcgrpadRtxb7O8LibettcDK6PTLsEBpP1XP8AFdL9s0rrlEVklp8sc0exyvV2nAFzoHdea6hR9N5BHf8Ade19RWor0SR3C8p120FOo4gKn/H9W5w6H2PUeJ446vTLPA5lwVRMEd+wlXVgQSqDx8/VesTvg8RNU6FLncSc9kpM9+EXEZgpDEiVNFPUSckQgW9wBhRvMBVOuabCKbnDc7ABPP0Sew0hyPjlAweIS+pIB4PKAfBgJvikLjkYgz2JSEDvCIdyCoSAhxQJsUGRtOPso2QAD3Q3fvCm79kmuxZCVGRTd5Kyab+BKwG1I5MzhZNKrEErPkj3NuOVqmZjshYtQA5E4+VaHbm54KSp3jCrxumZdTBr7xivAzOVS6AVe/BiVjvicLWt0U9VqxCZJlVkeSncW/AKrcZEp8bEmxHAzOJSOxmQPomJz/VIT2gY+EXS3ItgJg4A+6WMZ/hQknIylc4ckKSpi4Ads91FJb/nKiKA+XuojqWhbLXVGai+1tyTRo3N37Wh49pLBkdzhdHa9YC30rSq+jdL2hfWIolwP/mKzhta8QMNDhLRGY8lYXUlS46ms206Ysa1/d1gym2rTBqDccHftMd+/cQcBen9KdI0alraaMadqLplEVKdGhV3ipdNY9tPY5pGwPJH6Yk85yPmGr1WHFp4PUR+9btXS9/z7nrNPiySnLpe2yvk57Vri4062ZV0SvVfrFNrHXL2UgGbsFzWgwCZIwJJ5K7i8paZSpUqdiX1mWtQ0C2kwRSrAH1HP2Y+ZPjhVU6GnaJcN1qxtfTvrej6VC2ZcQy2aGmrvDnGRU9m4ESRIPMLR6j1Ff3NKtZ0tPputbal+cHqNpE09z4DwX4eQ5zZIE4x8cCT+1qMca45ey5/ZdvedGeT2dqLtPjubexNelQqVbqjfCi+jUDzb0DRZReDtDWkgt2kcYkEN2xOe36BOrh2qaRomoEO1fSrjTb004rPp2+01HNBIJZPpiYjkk91510nrlxTtbu3r6dc2zrmkBTrW7QNlQgupkgxiWScGQ2AsB2paj0xc07igL66dQftps/M7aVID2l5GBye8mCSe5Vc9NlnKUYOpdvr+yyGoUI/eVxf1wdbqTRper39jf3uoXjGuZUo3Td77doja6iXjh4EZPiMRnWVNUrUR6Gk1XU6rvSHvrCnRp0ajnMLAGwXOIdhxmGyMBNVfY6j6FfVqNS/rvtg63t6Fao7eS5riam04pgEA7IgxPC8/wBavL3RblrqLry11ctdUp0KtzTe0B24OaGuB9pY94zM8ZkK3S6b7VOn+L8v9ef0ivNn6aknsn8fM7XqR+gahZ2NTS9QtjfWlQN1GjQfFN7ACANuGk8gSDyPtWLj1RT0y1ty82bfXo29Vu6m1rahLXEkFnIwIAmQQQYPDaQS/VhpNhoFoGgVN9WgC9tcOaQXb3CW5cIwACRgStmyzbfEt1GtW0ttnViuKtZobh8NDXRLIBccwD9YnXLSLFUXLZbri9/c/l+pmhmU3aW/u+kZfV3QNprOgs1XQLSq+9oNLKwtaZuWVgAIa5rZDSC6ZAaPaTEgRxL6L9Ct3aJc3VdluGh9RlStUa4OdB3OYCAGcxiDIK7a61yt0Jpl3baPqmn3lg5grW733Ptc+lJDWtxucTV7gj2mOMeU21/qOt1xV17UXi0rOmrU9MkPDTJAiN0SMTzC6/hsdRkxuOSV44vZ9/l6eRn1bXV1RVTfPkd653UN7aWuoaRr1yHvp+jVNNj/AH0gxxcWkTuEEhwn/EJELFvLqj1IdL06yvHWVOpFm6pTZJ9V74e89o2CngDBE4lWdLWjb5pey+rusqW59C2M0PzBFTY1wqEiCSdp92YPhdXcVdRs9UF1aP02jcWjKVm54pMfWp0XP2ljXCTA2RukHJiAc0TnHBOq3V1sl89t+S/HCOdJ5NjF/DLXdXoUbjo+6sDqGnWr3jbcbXejWe5z9+1xE7mtA+ceBHWXenfmr1txa6lUZcW1MVagpn0/VlwO1zTuG2dzQW8Tk5zhWNk7p/TnDR9XZTYCLl9WiCRdVP8AK+JJYASNnA2cZWy0K+pVzqNdrqlZlxVcBTt6Ia2tSLgXUdwaSGExH6Rn6ri6/PDLlefCqT59X3243/2a8ScIezyO/L9jnLjpWjqXU1TUH2LHP1RxqNpXtQ1fyxdDQ+o908ua7IkiO0wOa/FC0p6Br3Tdre19QumNt3Vrq6p3LqThX9RzSae4kNIY2kfJxMYA9F1Dp7VKep3NrZaq92kG3abGGAuqNYCTucDJDXOqAbpO1jZGFxHUPSmq3g06+1zUxcapqRc4h5e97mU6boLCR/6YDmyz9PtxMwNvh+qi80ZZMi6Uqre+PypXfuK8+OfQ4xjvtV+81Gia/Wv9HtabtONJ1k19tQr6jWL3Oq1HP2bAIA2h2+YkukknC5r/AMM9V9OXdfRLinQr1L+i57HOaHPBADj6YOQcmYH+66fXOmda02xpXGm0/wAxS0i2fdVXXAcTc1zUJc4tGYZAndGZ+V55qnUtxruradc6XbX9DU6NPbVbQqGoPWY2BUogZZLWNLo7gld7RQ9vKUsFdDu+9PlXvfr+Ry9TJwpT5X+mevdC6vYdSdPWvRjLh51Eu/K16dxS9XewuaAGkCWBu1okGYIhUNHUbtHttMspr6M+hWaajKZpVabnUz7CTMsI90Ec7l55pGm6lT1rT/zNRlrqLGUrh777a9hLmB9IODgW5aWQHAySZXrtjpPpXDnOrVHWmkW4oVWis1zy9z3N2gkQWNBiR3JXM12KGiydUXae9Pz81+VGvTZHqFUlT49/H0zWXmg6T05+Zdd6g67dXtnutKlYvp7WwKYEh2ZaYzmJ4mFZ0HaXdOuw/wBq16tGrQ9J1u5hqU3OPsODiRLXjIy0+Fn9fWlC/u36Xb2tO2uLp1KnRbT2hrf0tq7T+oEDYNhJ/SSQUOhtMpdK6ZWsbi6qi6bVqscN7Wh20BzIYJL9zmwJgngHKoz6v2ujb67k+37ry+Hc62WcI5H0RpJVfHwOs1lmqUdN/IWtvSovbetNep6QpPDiPaACA9ggAjY6ePJWo6q6tp6lqAs9WsGao6mwMpBtNxdWDnh0AAn3FrGtEZy4ZXSazr9WnplTTal7XItHOrtr1PaXPAMPaXEF2BukznHBK5zqK+0uhWGl2lhaUAx4fb37WS2pXaSKR3GZdDpAzHK4uil99SlHz459X/SFnmp2u1KrNvY3lehqNS5rai+3u6NSnStyww0U9sOpe8GHNAAHeWBdQdft7C8s9JE1b51H3XLLcj0S54aN7o9xh7jMEy0RElccK+vVeqfy9Gi6na2xqteyq9jxT3lu2rTJMhw3NJbh5AAMwtv0xYXuuX9Stc16VnSq09rKFtDGVqoMsJ2wQWmHCADnHhTjK8qlkflxLv2T95Hp6scnDZ+b8u56X0v0n/YdjcW97evu694XPuKzjkvMyWiPaMzA7rcafptDTi80H1CHySHmRuJBLh44OOPcccRqtBu+oG0G09ZtGg04bua4FzxBgjP9cwt7uPjK+neG4tLlwxeONdPnyu55TVSzQm1N8/It3dsqblVvKm7vyux2MZbOUoOeUm76IB0dk0gZYHY4CIgcpAUTOCE9mIYExKYFVg5TglRCxwYPEJg4+VXOUZPASaokmWhyYOVU4lQOJHOUhl28dijuM848qkOk8oz/AFQBYXHnCG5KDBypJPCKEOXHkKbu6rn7eFAZ7pUMfeflHdOCq/lDtkJAWhx8wjvP1hVbuMqbvnhA7L938qbp4Kxw+O6bdjnCjQ7LS8zyjukZVIcFN0Iodlof4KBflV755OUCQD2SoLLN8ccKCpCqmOc/Km5FDsyWVCDCup1YKwhUhWMeJmVFxDq8zaU6uQBlbbTbotcBuXPU6sHlZttcbHiXfyoxSTrzJP70aZ2VUi5tjOTC866psNr3GIXb2F3vbt3YK0/U1qKtNxDZXmFB+Ha9xXDO94Ln9vglpp8o8kvaRY4yBgrBcZnwt3qtD06jsQtLUbBIle2wy6opo87rsPssjRS50TjlIc5nCsdPEcKsxyYz4WijmvYDvgc4Wm1ezv7mpSFlei2eXOHqFu8NBackT5hbcuHMpHNBgkZScLVEoy6XaNNb3+qWjqVhettK9djQx4pzTqHn3lpJwdpgjB7LYUb1lw/0xRrUz4eyP5GFa6k91T1iGmmBtnE7v/hSQcTifKqhB+fBZOS22JxyFCSDzKG6DHhAyZKuafcpI5/YoF53ZH8pXOEJXZH9E62HZa154ImFax/ee6xRI4GE4IEkgD5VU49RpxT7Gxp1JMZzwmeSRHhYtJ05lXhwIlZJKpGjKlKJTVLuyx3OJxBwVk1fHJWNUJ47LVB2jmp02ip8zKrL/wDCE7hB5VbgSZgHuVOqJbIRznduEpd24P0TPEGQFW4gf6JpBwyOMjykmAYEqA5mED5KkkRfmTaf/col9nhv7KJb+QbHj1Swo1eqaNGppdve07S2bStH1LQMYS/NNxc0RUBPBMwB7QAF2Vtp/VdxrenUunNLfeW76NbUru9DXtdZ02+wPfxADp2+QDOAY6jqXpCz0hui69p2oVH21ZtOvasN0HPpmZ9MtJO2oAW/SfhV9Pfip1DQqXTrGuy705u2xubSpaNp0/V9z2bPb/eOY8OqRwBPYgH4rDVLVJTcLSjW/n+nr7+T3vsIxqMXTu/gc3cW2pWldw16nSt3PrH87WaxjK7KcN3hr2k7ZLA4F0ZI7GFqby0u36qdItLbSRbCH0Khpiq6nOGw50yRg5wI4W71LQbm96lrWYrar/aFwK7GtLHOYahMSJb7ackkE4MQc5XKX17Rtryv02yvdXBt7d1xS9CvNEDewtLqgEbWkAny4NHcQ8OOct0u3lSXr8CDeKFqcXXbdc+ux0NGzr19RZddXur0bPTxVqvb6u6m5jBtc1rstFRzWkYJJ7CAtdYaxe9SaHaahY63f0q9pvml+WpQ9rXAmo90S5pL2g7gQSRyjSu9I1DVql4eorkUrY06dU3/ALmWkgu9MZDQYaRtEBwaexlcydTuNQ1e31mheVPQvLhtNzjQbLGkkND3PAZJaZLicCc91fiwPJFpqmt1a2XOyTXfzv8AUqxzT2fD2+ffn8jo7JursfcV+rKNS3hhaTSt3Gu8AgTDSCGtLZ3DEtHjGz0/WKPTWg9RdUdL2l1VurmjRoUrm7ANKp7trKrWuPvILvaASARJadoCztV39UUNL6St61vYgvLHim+lUfUbJgUTMhpBBAJ9wJ5HHPMpXlTWS+s31NG057Gsui0taXhriNrWnGG4BGXARkLLGSzpudLu49mk9l63XFs2NPD+Dt3rf6RodL6Hsba+o6lrfUtzbaox4e15aGNczY4ktBMn/AABzJ7Lra+kaVeU7inY6dbVbdtZrXXNZrWGrUeSf7wyHbhJyBuAxhVaxe6VdXFOxq6bWr2ZeDfP2inUtrbczdWAiC7aBJgxMiNq1+sdQWPTOmWv9lapbXVrdvfQA9ffWgAuNSoCDI/SJ9pBa3BxtvlPUatxdvqfC4W2/b8kyuSx4OqCV/39fyY1/wBPWVpZXNG3vqVvqNoHsuqj5DXAfpa0xloIaXA92sOIBWhu9C6b0qjcam+vSaKw9Ml9f1dtQtEOY6fIdgmJ7GMbSvpFXXdYudTpnTK1N9GoapY002tYBhzyIl396BzJEzhYOofhdUNsLzSqN26nQr7a7KDhcUy5ha2m6G8SX8Azz4K34MsYNQyZWm+f4/jYyTxb9eOFs6irojtR0WvZ2eri9uaVky2ourEVRsZD/TpnG0B5J3NOCFV61ja6Kxml3Zo1dOpO9c1rcOo1KjHOIZvMF73B7hzgGMcrfGpUGnaZurUhqlek781TpUmE1JYz2F2Q0h1MHJkucBmDGk6j07VKOjmvqmvV7Khc0zUqsa4evtLywt9oluHd4kOECOeZjyvJNQyPa9v08t+Ni7JFqNwW1UY3TWtsqdOX2u32l2lGhSrU7VrG0Th7i8s9MDMHa+SIaPTE5K29bULaz0qxua1s/bWqOe+0fSFSk2vt3Go2meDLmjAg7TyAsTWNY0K30Cm6pRBpU2MfRqim/wBJskhsNLwAdoDSBJ89gtTYXvTtSxr0nX9S7pOfcVqtT0w0UnmNkAn2kwQHGPgK6WD215lBpdXHwLFnkv8AjtWl/pnpbdZqajptpfM6guDW1ZrhXim0v2w1jXODh+uWvcIBADweyqt7LTbO7GnXtj+YrNJNSiaTSfUc1sHj3Q2MzEkngrRW+t6dcadbC3qi1u3BjNwqf3dHa4tFNpnaYHuiJAcAOy211rGtWltQ1TTrB13UoOqVKdV9M76we9swXe4NG0/p+e5JPIlhlBuEV03xwvduaozi4K3de8prajpQrnpy5u7K1dSdVtRSruJqMpevU27JyXOdVfIg4IA9uFrNP0WyuH6hQ0+1p6beWlKu61u6TiyoCX7Xh7nEAMAZBb23SIWLS1iw6m1yrf6hZu0y8p1T6Fy+k2leCpTaNtUNcySNm3ExEDtKfS9UubOq25rX91cPdUrVHC6Pr+p/evAqAPMOLmtMwI9vEhbZYsmBOm1La1yr37rZrtuZF7PNJSmtt/l+qMfVOgKHUN3W1i0u9SfpFyKFEUnXbXF1vRp7aJ2lxDtoptEgxkYEgKzpq2PTnUepaabOytdDYwPp02urNqs9MgkeoPcKjdslsiCCBGAtxY3to61t2OuGspvrFtKgGCm0U3ODiQ0EBpDXgx7YnESszW+pdWttGpWLaV5ZapfVnk29UGm8Goxx3t2+2AXAtInJ4lEtXqMq9jPePC3qvJ/CuS/pwfiit+1fXG/vOH6jrUrKi250bVDXtre9FWt6EMeymHZlzRDcHaYjEDICy9Ye65dVuK9V/T2os9G11C3vqAo3LKu73EVi2abQdwAEEbYIkKWHTfS95Y/2Bp1DTbi/oMdbanSp3TalQ3ILwTTBJc73FoaZMkLW9R3mt6DrdfRbOjS17TrwOuLWjdl1wGkwWMO4EnYDPj3DOCt+KMMk/Zxf3o296Vrb4evbs0zFKUlO5O0/Lfc6HVbrR+m9Ho1qzaFazvKBc26e91YkufgNfyCzBOMgROSVq9G6lfd3txUvW217RpvN9TuwwUvTpbhuAABbIBdI4HJwr9O6ddWo33T1/oF1aUdWaLZvoXBZSAa5pEOcIJJiRE54C7C90bR9P6atKHSuhPGmtfTtql5aMqNuarHMLQ4h44e8nhsGRysmTLgwromm5N87V8757V3NmOGTNJZOF5epiXVGpeevrHT9KneNrhgNYeo40C+MATIEyC7ziIwdtp1u7TLF17aXFSncXX5fc5tZ5o7n4JaThr5cPdHLA4yWrS9a31ppWk3NhW1O0pMqXAY61NRtKu7a5x21GmA1pcXScTGMwDz/AEZe3td2nUa/Uen3lK5qeo2i98VG1afvggkbXe3mZwR8KOLBKWkWePFtbrsvy/QhJxeR45P/AGd7oPUup1Ht0PU7t9WvaEUqj21GEklxgPHJ2CMzwPhesaPem7tmzSI2S1zxG1zwSDHfkLxbSy+9ZTuNYtr8W4YatxXq3DhVa0y0Nc5hBd3MukcL0Tpa46h/s+0ZStqZsnmowEMDHUmQdjtsScgT3O5dr/H9Tk02edJtVukr+K3493p6GbxDFDJgjdJ+bO0LsR+6IcR91UwObv3uJBd7Zg4+wTSOF9DhJZIKdVfmeYkumTjY0+RiVMTkJJ/f6qAx3U0RLg4SpuBORyqgY4TSgfBa09yEwPgZVQcZTB0oAslMDiVVPhMHYSDuWgg5hGREKovP7Ih2BmUUMtxxlQO7FVhx8o7oHylQyzkY+6Ge6QOgx8KT3KYWOD3/AKqEjzlKTiQeUNw+EgsYnAhI4wMnHP0CO4HCqu6jaVrWquaHhlN7i08GATBSbpDW7oskoffHZGW91PagOAbiBAOVNxjOShhHHkqNBYZPdTceOEuAMo8coodhLv8AlQujlKP2UyPokFh3fRGSe6DRzJR2jsJ8ooAhysY6cjgqqAMxynaYQ0CZe15CyadXKxGu8q2mY/72UGnRJOjf6bcw5olbC/YLi2djsuetK2x0grf0Koq0Y7wuR41p+vGs0eUXaLP9l1Kn2Z5v1FaGnUcQFydwNriAOMcL0jqWzncYXn9/TDXnC6fhWdZcSOl43h3WSPc1rzIghIZicQOFY9obKqcBMDH2XaieTewrHUWuBrh/p8u2nMfE4lZ7bTRXUy9uoPa5rTh7QJO0RxPeftC1r2tccgSOErh3nKjKDbu2SjNJU0G8uGW7aVClcGo2rUx7SA120kd/jJ+iD6lKDspj9Q5d/h7hVVHspYc6kHS0D1HAASQDHzEgfJCVpD5LHAjhVKEYye5bKbcVt+Rtm3miQ6dJrOH+D/zcbT/+3KovbrTKtNrbHT6lu4H3Pdcbw77bRCwCHCBuBPwf4SlsgjuVZHElum/mQeVvZpB3ZgFAuzk8hBwgkAn+iQz3n91OqKrrkcOPM9lGPg/0VJcQVAeJGUpK0ThKjMp1OeJ8FZLHjErXMqRkrJp1AOFmyR7m+Ek0ZFRxOeyx3uI+qtc8wIVNSAjEYc0eidlRMBJIBg91HGMEjykcRyD3WqrI33I6Ow/dVnwCAiXdglJnhKuzEAgT9EhJnMKbowP3Qn7n5TrYLGAx/hUVXqfVRS6BWc/rt5qVlbW9tc1qbm2VBj62+k19NjdgaTuGdklpgSSTPKroW9LpmtVpajUo3LqlwXPb6kCrXLoa1jXD2tBGTmAFr6PVlJrrfSWWbiLtrxXtGW9Qve4n3hjMEbjIHBEx5C119rXpaTU02hoVB7ba5Yx9eqSysxhBAFTcTtJBIznH1XwuOmy0sU4+/jdXs/Tf1PoMJwjDqT86v9Dqq2p6prlarordSoso3TKLBTfLgHO9jW4kuw7giJ57Ln69PRa+vs1CtSuL69oUTSq03O2tfSYwhgc52CDtaO8ADGFp6NnSfWOqP1Ojb3IIdXZYgE7tpcGFzZgktBMwCAfJVF2L0sfe3NW5r1aYLKNClTbTLHFpYCN0biH1BESYJ+Vohp6dKXau657evzRCWROUW1u/q/eb9nTGj1m3OtX0s1C59WvUtqdYUmNhpa1riXAwGuDnYmC7HZaS3o6Jc0W6fe6rd1n3Ta3rupPihSBBDN5I9g4J7gAiM5NvrdHV9bdbXX5a1Bd6dceuGhrZ3YcIILnwCTON0mCrLxtta3lK20Wk2wL3EPqBzTVe8DdudMlo79grkssH05G75Xkl+f5ehDKlGpQW3f39/r3mda6P010/p9HTNcuvytN8XVF1W6Jq+5obuY6meYEcnGM5Vbda6l0y8tqGivuK2kim4PrVb2lVrue8Ob6rQTIkFwaRJngyvPeo+vdX6yvtN6dt9IZc6jY1qzKr9hqfmW+m0OL2xuMbHvJ5Ek8rfs1PqCvprdNrWNW51TT6opW9zbtcz02NkupmkeCBIaNvwMytU/D8uNKWopyldpvZXaUl/v4FUdUm2oLZdzsNJ0LTLqhcXGtfmby5rvq0rm8pvqPZuAJbSIA978xtIwCTgcipT03VrfUdK0nQttvUpegytVoSaL42F23AbgnB8DHJXnFXqfrTQdEo17fqNgGrXXpG1fWY2sHtJIqFxPEyJiAQBys9v4j1dM0L+zNUt7uvduD2C7qlzS2q9ntdJG4Fpp058gcCVF+Gaq/aQl1b7JN7Vy62448qFHV45Xt7zpdC6of0tUodNXWolz6lkG1tgBYx4f7XMYMMMFoJOYnyuivL+41XWKdtQvyLgWwZb12tY/0nNIcxm0n27i4iSPJHBXjOp2GmVbr+3LrqO2rXjHgOoBm6mGbCWzUHt3mDDTn2mfC9TdY6XrXT1lY2t66yNzbMuTQZQLQKe9/p1i7aBT3hu7w7az4Veu0ePC4597ly+l1fnxx+RLHlyNuNbLte5bUszp1w61tLGXvtaVKrVZVNdjq24GoXVILRuLcN+XYytrrnTekfiDqVFuuXFDSzaWz7e2qGu4jcA11Nu04aN28EAHJJP6gB5paWV5a0a+tX+uX1hbsuxb2lRlCPWnaN5IPuw1wJInzyt3SZb6drH9ndI9WULy5uHVTf1dwNv6YLmyPaQ2XcEQZePqa8mmnCXtMeT7yT3p12vfjj37lqzJppx2bX8mT1dpmm65ZXDbLT7errDKobavoVKbKLG02MBZTpNBO7cNzg6J3ZWt0nV6Vzc/kbHpm4utRrsFKq5tV2xtyIioHfp3Q9wdie/lc51RpHVnSuqs1Gpe0qtrVNG4oufXZSfXABptLGh294GRIGMzldJ05ZWXT+nXF9rV7pFWjfu9G3uaVSHUax2SBIBbta+XP2n9UThdRS9jovZqXXGXFXd7bf1sZpY5TzuUl015/kdO+rq5tralaazp7dSZsH5aA11u81D/dPwHFuwtO1uDzHC6yy1Su2naW9yzc6nR9A3Tbd3oUyTim7BHBLs8GXd5XJX9hqjLB7OmbC2dp1wwtvHvq2z6tfc7YKtITLwTTIJaSAPuVj0ALK3bp17am0bb276deg63fTa9pcHFjBA/SZcCQAS93OV5zNgjmhW3fZVfx/ZfNnQnleGVpbbfW5t9Uu70a3XoVKdtXGxrDX9NrgGx7SPaTEbTznnvnWahq/TulVKem29O5rWr7N0G5LmksLt3qgkbQXS4BsctM5IVtzWr3OnGxu9JZRZTc7/wA9S1AV5LA90kMkQZpkk+6Qey1Fpqmj3VjY6roXo07e/rflLhl1TD3sbTGNskBzSDBgZIM5MKzDgSSbWy22e1+rV70nS+BW8n3nBpfFefJj6j1FplelZv6V0nfUfW3ljKTBUpUBIAYwd3taw+4ZH1zmuur5+ptu9a1bW6mn+sz8jQp29anWqva0uDWMA9kbWsAGQ3jiVsL/AEu1v7yyquo0ba8qhz7T1qhax20jc8AYdhgJ7EbTMQspztNbQf07dvutSZf3T6A/KNNd1A5qbieAcGSMgHwtHtsVRUIu977tK99/T+e4ffUm3SZzNxqPTmv6ydT0q2paXqdrftrXf9y6DT3w99Vghw2kgHgEnPIWx6v6r1h1xYXem6G6jfMc+jbW1OltrFhnc8sDGkNLickZI+65nU9M0rp/q3U9JOn6xrlK59SpYspVm1KlNznRVFV0EkgbgTicO4hbzQtYr3nUYtxWpaPVs7D1ttWqHi5YHRTFQnBLW+3acjbEYWnLhxxUc0F1RUW1b7NcedduNuDJiySc2m6k39ehs6eqaszR6tHVrrRNQqNaXUa9OPUYwlxcGbQXCXDaMAnccSQU3UPWPUWi9R09VodQXbdN1SiatxRY71qrKZcRUDZbDXEAgEe7uVs9J03XtUsKtLqyz06r6lqx1td1681WlzWkNDySHPAcBIyT3JMIa11FqFro2s6BVtK1zq2iNe2nqQu2mqGFrHEy0zG0EtaeZ4xC5sZ455qUFLzpqqdbr3Or/Q6qlJq4Se3f3eZlXn4faF+IVqNYqdQW+n6hqrT+Rq1Kgt3Oe8gMcW4lkOjABPuPC5+n09b9FWNpWqapYUX161AXlei0mlTDX7icAlp27xMg9hytTbdb2+h6XZaXaMubq1urimbu2u2ejFamxtRhaZGZLfccloiSDB9C0zUbfXdKtaGnspXBqkVKlCu31Wh8boIyAxkTIEdyteq1Ws0qhj/+rhKlwvPb9vIyYseDI3J/i7u+51PTlppmo6Jb0tO1YVKlD0qjKjRTrhjZJgOd5aCDtIIMeAu7saVGzs6NtRILKbGtBiMAeAvOuidatrm0v7mvsb+RqNYabWbWGrTPtAA9oLSAAI7ELu7G6bWtwQ8OIJaSO5lep/xR4WpRpKfeua9Tl+Mdbpp/d/I2BfPPdEP+VimuAdm4Bym88yvYrc4NtcmRvd5Tbx3hY/qEQP3Ua/wmkKzID5GES+D8KgPnM5+qYPEeEq8ht0ZAeI5+iIf5WOH/AGRFTyjpGmZAcZ+E24/ZUBxKIeEe8OOC8OBz4RDiQqd47ohyTQ7Ltx44Th3grHDvqiXYzyO6K7AmZG757oA45MKnf8qepk4KVILLS5AujuOFYytTNlXa4+/cwt+0z/oscmeOyOQbG3g4JgrG1as6lpV7VByy2quH2YVbPysTV5Ok3owSberz/wDiUpLYlH8SNhvE+fKhf8qtxcDB7FQOHn+EkgZYH4GVN3z+6rntCm7sUhlu8eVN4KqmPhKXIAyN8ZU3mMrHDzChqTP+yKAyQ+MoipHdYwfwp6mYBkoAyN4mJTB2JHKxRUgwERUzlAGY16sbU4hYYf3yna/6KIzY0auR2W60+7wATkrm6dTPMStjZV9rgJVeTGsuOUH3Iz/DaM7W6Iq0TAkkLzjWKGyoeV6bWcK9ufouF6htw0vwAuN4Tk9jkeGXY9LGS1uhTfKOMqAtJxCpfIyR3WVcMgnPdYrsc/uvXQdqzx+aLjJlZPz/ACk3OAgYnwrCMyQcJCMRO0TEqTZSkIyzbe1BYtqso/mv7j1TgMD/AGkk+MrHt7qld29K7oEuo16bajCRB2uEj+CrjRiq6q2Je3aSSTKxqVoz8pa0adS5pMoBzPfULnVGj2guLpJ4mZzKr6pLIti1RTxvfguyYg8qAHkBBtDYwMLnOAM+45TZiJkK37zKtgOBaS1zYIwQRwgQPERhGTx9kMA+eyk15kX5orcBPISOECAOTKuwZBOErmieMFHLoadMqBM4mVfTceePukjwZTsA7wJVU4mvDLsXteDiQkf8Dyna0RO6ExaIMgLMl0sNRG42YbgYVZJnhZLmzmAqHACZ/qtUd0ZYsqLo+6RxEDnxyndB4wPqkMc4T9R7fEQ8cISCDKJaZ+I7IHHJj7prjcjYJd2BhRLuPhRStkbPPNMvbVtOvqGm2Nei5909ri91Q1a+zO/1DJM/Tk85XF9UWF/plV+q6Qy4tRVIJp1agAqsY72sdT/xQQ3BHI4lY9h1NqFwaNYVhDXtdQti4AtcIlxOIEwVdq2uWD/WttRFve169ffbuftZ6NAOJAwREiP9F8nw6bJp81pXfK52+Pl/o9pOePJBU3t3+vyNZpXX+vUdFvtMtdMo1vzTnPr3BYQ4kz75/wA2TB8meywbXW+pBZ3FtTaTUqOG6vWJmmDOGfJDiST2BWx1fXqFJgu7GkKVRmxtL0QRSaWja3APJ/rK09O2u9aaypc9QWlN1In06XqgVAe8jmTPfwV1scMbi5vGopu3dvcyzlOL6Yyba228jP03VqOgXNq2nVqi5p1WjMkTGTHYgd+0ruzrNbULuzp6Fp9mL2nQe19aq5ux0CHNJ8OBYMHu75XJWukWWoGnRqU3+rRYanqmkaj3SCPiRwAt/wBE3/T9pas1EX1vp76rK4oOq3Gd7RDX7AZbBIME9vgLm67olH2sYtyX735dvQ14ZuK9l1bWTVOlbfVL/W9e1nUaeoapbU6jK9OzcNvqBoY2pvxtptMHAg7ds5y1t1zZ6Xa2+j22jNudQpOptLPa51UAEPJfJd3OOy63T+o9I0awLBTs+oNZ1Eup0bGjUb/eNLY4ZwILjkxiD2B1ep/htqV9qVnc3tpp+jvq0qrf7oNquYY3bScNLmgjgiBJxC58dVjyLo1u0V+HeuF2Wzrtx8SyWNuP/Gt35fXInXPSdP8AL2XUWr6dQ0y4saob6VKiG0gSQATuJcRuJEeewAK17tM6f1q5oaDqtrqOoVasULWlSy22dsdtdsA43TEYIdPZd51RW1zVhQ6fuL6i+o6iwU69IuD2kSBIaSOJOTmT9V57d9J9Q6trba51izsnUmQ0Urhu5rWANeWkEQDDe4zjuVVodQ8mJLNk6XG6pvjtXfzKc2P2eTdc12PMuu7Ow0PqN1rYVaNWlbBjH02DAcAN047mfoV6J+D2v9S9QatXqaLolmaVo1tB1WqS2laU3NqbBuMwSQ8jyZ8LVfiJ0k3UrOyvdHtLVxsi61qXNIjfevLh7nCTLgd43DB2/GcbpLpnVOnLW31upWNjVZX31KT64AfSaWt3O2OwAagEOid/hejz5cGs8OUJNOdVv5+qTXNfC9zLhcsGb734T1nUumL3WNFqaVqtUXctbWaBSfDXmk1xeN2DG7t22zwFRoXSmj6F0+dT0CsK19ULrctq3IpV2ObsJqCMFhk4+kLa29z01a2LrWg6nqF1e1Bc0nU27S5m0N2EDLiNjmw5g5BAgytTWvqtnp1K0fa/latF76jQ1ocHNqRAeRgloa32EyJ4yF5CM8/S8VuruuF8vK/kdzoWO8jpulT+vQ4/r3QdV027oNq3l5eajelmyuHOYbRrnGacmC2BtwYA3ELPt/wk1DRtSF1Sqi5mkXCgDJLv0kQRtc6Q7AmAt1f9a6ffa7V0ujZVRrVpcUqdK5vKAp06TAyXPIPtDWw6C7O0gAHt0dGjdUNCuNRfp1P+0BWa4Nrt3euxwe8VGk8tIc1ogD9OAS0xvzazWabDCDpWvTe+Pcv5MsNNinKUoytevJzWraFrnTVCjqdxdM1TSPy9Ro0+nXZRdQcNrQ9u53uJ9IH2nJwN0rluguoKt7d1tI1htxcUqlZ1Sq87axY0Ebi6JOAOfkrsestG0/qXWaOiv1S3NxTZ+aoMuHtYW1HhpdTguBjd+kRJ3OgHkv0x0eDYapq+m1bfUrys19QOoUGMFBk7x7N2WgEh0jAEdlo1OfT4sMoZUlKktvPzT49X+5Xjg5VKG637fXBotU6TqWF5qeoU7u9r2lVrqgNGoA94qE7AKZPtBYXZMgY/zBbzTel9I6cdRt7fUbn06WnMY8VH0xWpuBfVGHcbgW4PdxERgc/08/rKi6pYahrNlZ2lu38rDblrSPUeXy3/AAuDXPIdBxtzws6w1/8A8U6pdUNGr1jbW4izu6rRRax7wS85IbuAJaGyZ9ORAKz5VqFGUOpOK5a47Ve3Pu/Yv0yx45Jpc8X9cHRWek29xrdDU762bTbTtW0rF91VLCAzM0nRAE7RubJmcrg6/wCI2mUK1bp/VtMdYtovpNptrNeA2kRAfUiSXbNrwRySI8qzrHTutqL7fqi41KhQ/KMZbUWUqJY+gxzg6WjIeTJdyJ7YIJ4+z6D1LqDWtRo22n6hUDbV92Hmjvc+i0xvBdycdicTHC1aHR6aUHl1GRNUqpvZr/ZRnyTlJY4R3v8AI7LXeqhSrWNtpeu09QraKKlX2NNe0rVZ/VTLgDDxJiBkEjsuIGoV/Vv73p012vvCXXVGkXv5aQ55ImRlxknxC6X8Qum7Gs3TLvp/UC+o6kbaqxtIPbS9JrWNG+TAG1rZmMSMFbLojo616V1R9Oy1T8zqr23T7Sqxr6TXUmUtwDtwjcQ5p2sJIMBpcSAurpI6bTYnk5VO0q4ve+2z+KFrpTlOorvs+O3Y2dza3us9I6Oes71rq1vXqPuKNaoWvp0NzKYaWtaPSJ2uG44J85XaXNZtG81evc9M21OzNKrRottWsY6m9jHFr21BO9o2mRgHbC1lP8R9J1Nren+oLq+uK17aVadQMextEtNIBrjU3NDgC1ziXEAScra6ubrqDRLXTunbSi9tCjWpU219tGo+gXBrnvEfqMCQeHSWkiCuF4hp1DLF4U3jdvyUb391prz4Ov4Tl+0OWPIvvVXq62/Q4zSem69l1L/aev6Vta1jDRexsEE7qQo+ngjJILskbR8rrtPv2Wt4NApM9Cq+m7dSt3h9Op6lIsdb7WgQRUIEHIg/VarUtbubCoKtnbU31KjwypTYWF902J9MxBqcmQ04kZEyvKK/VN9f6nTr1DXtW0rh9ejSoOiZMuAdMg98/CS0efxDfJsqX9bGXUdGgm4xd78n0Ro9jptC4qXOjWANvXY3bTeWgU3ue15LTy4yHCI5HGc7G46ov6elfnbRl06kys+nUqNplxYCMO2x+ncCAT5A5IXnegakR+dfQuq1C11Siw2YbVFSpZubUIdtaZJBDnEvIgbZJxK7HRbr8s/SNLDSG06jR6rHE1iwuDSGsaSJLyTmJLRHK48p6jQzcozdvndptL+9iWOcM9KfBt+kdYv76ga15dFz7hhdSZIG0bgMjBBktx5gZleg3b7b8nZU6Ns5ldjHevULHNFQlxLTnH6SBhcv0819Sm+vd1qda4cfc9pG50SAXDkGBkEnK6vW7u3ufyP5cQGWNGm8f+8CCV9I/wAW0+VaZZ8kr623XO3q/M4Hi+WDyezit49/49DB3icotf4VU58I7gPIXqqOLZcHyIlEPEzMqnf91A75S6R9Rf6hjlPv+FjNcT3hM14mUcBbMgPjvwmDj2/dY4qSEd8cJPkZkF0QYlEVHDusbfHEgd0d5AklA4ujJD/2Tep4kFYoqdgURWBHM+Uu4zJ3yUd8Dusb1AcoeoJEH6BFWwbLX1f7+kCOQ4/0VoeB3Wvq1R+YokHs+P2VxqdwZlRXce1GWXzzhcv1l1pY9O0TZXmnajWdet9Cibekx4c9/tAjcDyR27rfeqYhcB+JNSqdY0FlKl6pN5buA37cis0+FTqJvFC0a9HijnzKMjs9I6pttcuq1tT07ULSrRY2o9t3QFPDsjuc/C3G6Vy/T9SpW1XUrmtSDHOZRDYduAIBDhMDgjlb4VPKq0eaWfEpS5LPEMENLmcIcGXvSh8wqA+I+VPUkchaWYuS/cJ+im5p7qg1e0yp6nkpUFlxImIQ5PPyqt8woagjlHA7HnKM5hV+oeFC8IAcnwi1xnsqt+eUd+cFIZc1yupvkCVih+YlOH9kmhmZTfyO6zKFaHCFq6dTJyFk06pBUVs7GjpbSsHMgkStB1BR3bnRlZ1nc9icKvVW+pScRkdguHqofZ9Wsi7nU8Gy05YH3POb6mGucOD5WA44/hbnVWFlRxjC0lR0H6L0+CalE5XiGJwyNCuGOyTHhFziJjv4XE/iJaVrj8rXp3NZrWBw9NjyGvPyBylq9V9jwPO1aRn0Wl+2544U6s7TcO/B/lYzry3o1vQrXbDWe72Ut0uDYHbmOV5FW6fbSdb1Dfag2oA10io4AkwQRkz8Fei9HWdyS6tdajVqCtQLg2s0Ha9vABiRIxHkhcPF/kWLNmhjqrdWdzL/AI5lwYZ5Oq6X9m+J5B/bwlmeBOVCRMkiMJSflenR5f3kJAORCU5PHCBPeUvt48fwmqYBJzE4SlxJ4j7IE/RIcZJQtwGLo4TsqR+yoLuMqF3Gf3CGrLIOnZmteDyf9lbJMYWE2p2x+6vY8QBuWSaNddUaGfP2WM4xJI+6uqPwBP7rHe4H29+2VbjkvMwOLUqKncnEpSREjKj6gA9xAnyldUaxm9zmhvEqxyXmSSbC5w4gfCqe85xyUle6t6TDVq16bKf+dzgB+6xTqdgcsvaBBMSKoj+qOuKXIuiXkZQf8fyotade0ZpLXajZyDB/vW/7qJe1x+a+aH7Of/5Z8xMvr2lU9GxcKW4NpUaRO1waTMGYySQu60EW1gz09Ro2hum0y2vcVy2p6Ya07XNA9uBkHJx9FzFO30qpa1KF5a0m12Q6m2k+XQO4dMCMfflR2oNt7WoKtYMcRB3DdPAH1leD1MPtMeiKr9/5/k9Hgfst5b+Xp8BjTtHvfttGU3FhIDgS2exwc5iPK5PTKN1ba9QpXVb0SyoC97ne0Dn9Xg+VuzqtnUhhY+tUqZ9rYG4cH/VZbXHVtlTVbak0RtY5jJLdoMbiBI/5+y2Y5PDGSktmvj8CtpScdzqGarpleyq2Wn2F3qVW+ay3qG23sAe+BTDqmQAHbcd8jHKxeqrN2mnSNO0jSLevYm2o3VSnTt/WdT3ueQ2pVHuJG4zwOPAWJp+oaj09SNg7Si3Srt9M17ilbOfuIIIHBG4EED/8j5XUXn41aSbdtR7TVrW9H8rTbUaSNgJ24wRkziFx37fTyrT4+uL9fpL9jo+0xShcpU16Gw/C52o3d/XvOnummkapQNpSrVK4dTa9jnbqha47gwu9ORBkNJjC3eo9Q0eo9O1Ci2wYyuwM22Vvu2U3McT7HsENILSQBk8iYhctpv4laNrOt0NM0yoLDT7WlXfSrPa6m1tRzN7W+2XBrXs9uDkjcQMreXWl0216unaazTaQqCncG6a5znVAZy4A7p9wO3buHERK4uqxSWo9pnh0PZrm0k+7b8q2W5bhk5Y2ou17q3OU13qzqfpA2the6fvc+i2s6+aXUzcZduLjycvaI8NEjJXV9JU9P1XQGdXs1Gw0dwrVKJYabGVrhrntbNJ7oc4cyJHH2PnWo2eoN1W61rXtWpXdCwqBjLnfucaU7WewDcAJBIc0GcRMrr+nb2119luypq736Vb1mUQak0aYqEb3EMxuALA6A3GCYJhb9dporApQVP8A7NcccU9r3XkUPJPNN9fwX9i6/qdxXsqOqaPZB1vQpvdQruoDe6Hkv3kj9RkYM4B4IW11TQNS1no1upaJrlTUK9NtEXx2RgMBLS0Eu9jge0QJ7LF6o6xtNGpW2naLodK8q3A9eqKbPUp03tMB7gZ2uILw4YnE8ArmberX01v9o29bULV2oOqOFH0IAp7mloa1oJJccSBAlqpw4cmTHGcV009rp2vJ919ehL7rtT+9tv2r3G50a8r21/TuG6FqVe5t2E3Dt4Yxztwh7QYLJ3RjwIlbh1zqupfmrDQLKpZNqivbP9YTUo1JpzUDR7qkguOcZPhZGldM0a7n1rzUXeluaGsbvZUa7Y4kSOXiR3APpjPCw67P7Huamu6TrZrUqTXUrmvXa4EVi4uduEz7m7cHktKollhlyNwX3lxzV/p+XzNGKE0umdpfn6lFzpN/0tZ6fYX1nTuhctbUuK9pLnVNwaJqCoBtqFzM5iAB3cug0h+qaSyjfzcGl/67mik1rwQMUyxx9wHtk8YgQQsOp1ha3+mVL23trmvSp2vqOeaYadlMkkFoyMyRkctWj1ep+ZtrLVqvVVO9fqVQ3H5G3qnbpzYbSDXg/prO9IYI4AOdyj7LNqlWWNcp7Xfw7fkv0JzUMcuqDv5Ult37mxqala6xXbf0rijc1WPY6rQNH0q1Mmag242kE7iRuMHtkE52mX+pUrX8rqdw0Pbcuq0Wve5ogwKlIkNhpJc7mMucIwvN+q9Usams1b9356lcBlubajgjZta0d+Zae3efC3OgXVW/u26nrN2KN5VdEVPcza08g9jtEcSfK05dF0YVLtts1vdcL082jPLUOM3CP9V3N7qlB7DbX9P8wKZuXVq1pdgGrazteSxrQDD2OFTeQGukwTBKp6qtdU0evYHpTTmUra4YwCobVjmV2PILnEDAaTuPJgEicLKZdaHbV6ernWqrrQWwbXrMoeqYLQyAHD2iGgAzjzMrcaFcadpQ0+yZqNC50xzKpoVN4ADRVqNbAJmSW7ncfqwCCCcc80sdZOm67NOnz+a/fzLEoU991tdq1RzlMO6m6ra7Uby4rWtRwuH0G0d5oMdNQVBTB2gDc7EjEY7L0Wh1aG6ZY29F9Cn/AGZUqirUpEb3UW/+m8kEN/wu/TyIgEFaPTtK02luo+59vQpNqs3bGuY+oxrfTbO0vhwAIE/od8LnjW0p2rt0z+xrjdUumGoxzmh7qbWNDCRESQ047nyDmjNjhrWotOorby+q/YsxTeBNt/ifJ0F5WuKusUrK6GoC4DfWNQ7jbsY4ua5xDZc95PvIAmXSPjh6dr12y81B79Ir6aysQ6o1nsYWVaj3y8iQc7vkBvBiF6hVqv1qi+96i1K4FrUAu6rmElwa+nuMg5yCDPmSYyVznV+hadf1KWrC6oWdra+rRuqv/qS7dvcwGmHEwXExBAB4V3h2tjil0NJN7d2r59Of4DU43kip/Lc4NlDVda1TTtO0yjUsaVOq7TaNS+qH0y8+asFszwBkHb9V7R/4d02nb2rjXfcURXpOokn1KjXVDg03iWvB+MQSuX6z6g6Vda3lpYabQvazKA/LvoUpqOIAIdiDJDf1EcTBOJ4Sr1Z1TqdKleXFreUrWk6m6aTCd+we0zAbAhsiQOY5XczQ+1ppSpRXSueeb53XbgwR68Dut3v7v4PRTWf/AGZrAoX9ezuqO+pBt/UJkyXF0SGAwCInPHtlefHR9EvqjL+ysKFKrcufVuKJqDYWteH/AN2cAHZOCf8AD5ws7p3VTcWt1W1W9q06d3WFJpt/c1lVzoZJBwIBiRzA8ptJtLe91y20WnRdSfSBpUmXDvSfBIdsIdgYkcjmeASubB5cE5uUnfmuOP5+ROTc0r3/AG3NxZXelaZpDNKsAyrUuagFt6Ti2rTbVYA1s4BcP1ST3I+nbdO2z6jjd0n3FvdNuG0PT3+iC4PDS5znHI3kERuH8leXV9U0qwvBRf8Al9str1twcHOeGgGnTiCXB3uG4N/T+/qHSGt2Oo2tK19apXDKDgDUG41Wb2MmPEuGRMCT2XN8RxyhBT6W75f19dzfialJRWzW52vSNtc0G1qt44VHMrVHUS8kuDXRJMgGTAn+F2fUVnb6drFa0tX7qTW03NPH6qbXH+SVy3T1Subeja3Wo0Lg1HhzH0toDWOPtB8ZxH18Ldaqa1LU7q2uaofVt6zqDiCCPYdvP2X0f/HpYvsePoSWzb45v0POeJKftW5fATdmEd+FSXoF48Lv2ctUXeoO8n7KepPH3VG+B8o7p+oRtYkX7+wPKO/5ysX1W5BeJniURUbyDKbaexJGSHmcR9kQ88ysOvdUbZnq3FVlNnEucAEzK9Oq1tSnUa9jgCC0yCFHripdLe4+mTV1sZZqGeVN+fosYvMlQVO/KfYL8jKFTMSpvIkBY28gFTfhK12H2Mn1D5UFTtK0mo9TaPpNzSs9QvmUKtYSwOByJiZiFsKNzSrsFSjUbUaZAc0yD5hR9rBy6E9/LuTeOaj1U6Mh3uqMeT+mf5T+qcQRlLTk2td4EtaW/wCqoD8fKFy0J7JGSXxgLjOtm16uu6L6DWPcyoKgDjH6XA/7rq/UPIXKdVitU1rTqlA02upUary5wJwJ8fErLrP/AFG/wv8A+QvidF0w66dY3dxXoUm73tksceQ98x8TP8La+pn69lo+matdmluZdupve55LDTBHFR+6ZOcrZh+MlZ/C3eDcv8YVan4fuzI9TvPP8KesAZhY/qEYU9TMldI5ZkCqfpCnqkSsb1InIULzgyoisyfWxHgKGvI5WIah8rz/APE/8RW9M2o0rTn7tQrsLnEAn0qeRMjh0x9vsq8uSOKPU+xZjhLLJRidne9ZaHpxqC8valMUnBr3flqpaHEkASGxJIMeYMLAH4odEghp15gcRIBo1Zj/APbhfL15qFxdXD7qqIfUcXOO0jJOTx27n6D5VVW4ql4LnOJA5hx4+3bA/YdlyVr8z3pHUWgxpbtn1LU/FToSmDu6io4yQKVQ8fRuUjvxb6DYwOOuggmBFvV//rC+WXVq5/UXNE5G1xwOe3mPqfoo2pUa33At5OGkwBzH0P7k/Cf27L5Ia0OPzZ9R1Pxh6IpvDWanUrDuWUHwD4yBPI4WOz8b+inO2MdemDtBNENBP3cI+8L5j9WoAZmBgjmI5jPbGe5PwqGuqBxJLhHPOCORz2Gfkn7JLWZ35B9kwrzPp+4/H3omzc9tWnqTizcCGUWHiJg74PPlYX/+Tf4fMqbXW2sRHP5Zk/T9a+cd7j7Hb5xyQY7+fuflU1KDKwENJwNu6MT+mc8kkkqUdXP/ALkJaWH/AEPpNn/1VdFUjVDNK1V2wkMlrRu8TnH8qut/9XHTlW2IPSt/6kxt9dsfWdv+i+aH6ZbGmajKpaTlsubkDHnkn+FjVbOvTacBzRI/UM7Yn7Zwnl6NT+LsVY4y08+uKPoC+/8AqU0G7qt2dN3jGO/U41m4P7ZWK78bdMqsqVKel1IAcQBVB4HeB8hfPtTJMlo7QY+6rFUAgtcGngQ4T8DhaYyyRjWOVBlyxzPqyxs9+d+McjbT0ppeXhkbzAMEwfslPWz+qX0Ld1mLen6bq1KpJh4BiRMSMHjx2XhDdSrBrmB7Xh24STzPJ4/ddT0FrIq9W2Lajnj1XvbsgkElsNbwPosOuepnp5wcrVF+gemx6iEoxp2ep3DWNotuK9Sk1xYHANqNM/YHv5+Vv6OrXfTXS9zq1Kk24qWzSDTqTBcYaJPkbiR9FpqtuyvXqet/dhoJMgD3cxEwtgy1q1umtZtLV/q1n2dUUQXAF79hIgHnIC8LLI8cozT4af5nvZY1kxyg+6aOPd+L+q7vTItwdx3HZw0ZJ54WOfxj1vYSKNAuDWmPS7k+0c9/+yvPnNBcKFM1MubRkAjAy88/bwo2q8EXMP2Q+4I2ujHtZ3/5XvFnztbzZ4H2GFf9EegO/FvqCpWDWtt2g1CzFIke0S4+cQsdv4t685jq73MG2iahApYmfaDjv5XCllalTfTbScXik2kAQc1KhyDnmP8AlW+kHVfRa1x9Ss2kBH+Fgk9/+Cpe3y8Ob+YexxdoL5HYD8U+pxUfFQFxe2k1vpgNDj9RwPqqnfiX1VWIi7fTDnvyKQw1vJ4XJUyd7a5ZMCrcmQM9hgn+Ejw6lRcfTM0rYD9LTl555/nlL2mS76n82CxY/wD8r5HTt/EzqlrXTfPg0S/LBg9uyN3+IfU1ZtQC/qMgUwQyANzjkTyBC5WrQaWVgaQI3UqIMNxBHyn2tc6PTDRVu8/oEBo/hR6pPdt/P3AoRXZfJG9q9Y6+XGm3VLpoFw2kIuCMdycqup1lrrqtEHVrraar9zHXJ2w0YHPK09IENtm+0NdcVahEtwQP6/Cqols22WAbaruWiP8AvhRrzb+v9Flutvrg29TqrWr1tGnW1N72PD6rmGsYBEwIlV/+INSqsDKl1vaLY1iH1CQXecn6LXMBpsogbIFo7/GPPHHzwg8uktFQNIsQ3Dxnj4+UuhfXxFb5+uxszr16GvIuoFK3FRv95gOOJ/YlYl5rdR1W4ea1Nj2NplrgYO48yYmcnCoqvJFwH1WQ21YAfUHx8Ku4LXG7Hqtn0KZ/XEYHwnHFHlojKUqozLvUbh1S7qNuHsNL0nM9xwTzMjv45S32q3bnXrH3ReKdVhYdpwD9sf1WNe1Nz7svqtzQpu/UfA8jH0Kquage669wP9zTJkuBGB+33Tjjjs/rsDlJfXvNzU1bVBUcGXENBMD0xgfcKIUatF1JjjQeSWg/oqeFFjeKCfBem33OCq3derdvr3lV3q/5hnPfhM7U3tYLff8A3RjdPfv98rVeoWVCyXSDEjC2dOypMrM9Yl0Dc4cg8YXQnCMUrOQptuykyXU7hw9hMGTH2BW8sNQNWk6nuiHkhhzuMzPyB3WsbaW9y8NfuaGAyG9zx/Up6D7W1dWeGVWU6dJ+GOkl8Hbz2kAH4VOXpyKu6LsUX1WdfbarbipS0sD846o01KjPVIpMGw//AMZJOJxhaXWugazLOtrdncerR9V7RTc6Ku1rHOJgjP6TESsH+3GMFnStbSmKldn94XNABM4Mj6LJ1St/arra5ot2MtmthhJAc7ue/wAfYBZMePJp8icHSfPezVklDLBprdUbn8LdDsLqjeP1dv5j2epStGvDS14wKjtzmj2hziJPcAAk49ItNM1pj6lTVNONpfvv6lZtRgZRfTa4GIkRtgEF3ALm5mF5j0Xqb9Mun16tZ7aTnf33p0w95gOIDSSABnvPA5hdRo/X2oa1ro0OzuLmnaW9u66u6lcipVqbAAA3tP6eflcfxTFny55yjTSV79kvr49zTp3HFji5f7Oju9Cpa6a+n6box1E13A16guaJq1hI2FrXOBfDmZxEEdyFi6Z0fq/TdZltXvre1oXRc+7pwCCDSqFrY3ZLdpbAJHu+gKOfX04/mdNpUaFFz6ds+TvqVaz3AtcSR7QAHZEnPGSqNZfcaPf0NFqOFZ1Nr7oh53saGhx2NMB0ZOcfRc+Htun2UX91+e7455a22qvTyLJZcfNW38kdRp/VfT2kWR0kaNW1Cia9StRvPy+0McGg+m0uG1oHucSXf5TAiTqb7rXS9bpOs7C/rXN1e2lR5t2Q0byGn0yMQ7+7ye4IytTeO1O3ZZWLLulcP1G3bc7atINaD6lNm0ub7uTz/Cq6efpWtVbu4/sG1t7unV9Ci9jiW03hzBMdx7uTlEdHihF6hpv1T7+qdfGhyz5csvZWvcaz+0tZ0SuPX1S8p16HuFGmw7Wskj2mJ/USOFRXsdXZfN1WwoXNf16XqOa5rdgfMYLT7jg8jAdx3Xc1+m6/5y8vS+2ZSpXL7d7WM5HtwGwByG5+q0HUN5ddL6zdvZSoNoV7K0dQp0AQ1jn0gZc04mHGYOTBW3DqVlbWOK6mt/Xjb8yMsMmo9TNzUqX2oaG+nTbqFlWbbtp3Vq1zafrvydzm8tYRGcST35Xnd7Q1rQWXVndM20ra5BlzCNzXH2kgEyIM9+fouxoax1JUqvqi6oUKFOk5ppUQWzvLYnGe0z4EcLU9eVGXtei6sajqtegLmqXOlrvcQ3HmBJ+SjRuWHL7KSVS39wtW1LCpJ8bLy9Tnuo9bsbipbWVk21c9p3G5pl2A5xOx04BEAyPPmVkdOah+ZcNSvb59KgxxYDSpkg1NpBaTjZIIMxB+oha6nb2pt3TT97wRvbgt8R++VLazur+la6Ybn0ba2igG08eo8OfUL3iIJmq4A87YC7Lx4nicPLv+pihOTn1nrQt9Gr6dcU9abQt6d36NKlSY8vJeZ2sDwCwVC0h3uI7zn2quhpJs+kqNC61f89p1pUpS2zYHNtX1d7ocXQ7l5HGDIxhaPQukLjUNbpaPd6o6o+hDWkMDWsgCckHd2yQO+Fy56hvNB1y4sLWrU2Co8h27O6luLJmZhwPPIhcHHo3lk8WCdtU67eW17rY15J+zipdNduT1O2trWvcs0+0v6FxqoL61w27qbPQFMBrWkbQR7SZc6JgmeFiaRpvWlxqbbirZ2NYU6zqT6uKlQHaD7mkSSABOccYXJaBWfdXlXUtfpNvbq7DbilW3Q5tQVP1HEE4iDIher9N1bC7Zqd509ZPpWlBjQ1l3V3VSwtDnPLmgD1IgAx2PnHP1ylok47N13XHu3W2/l2N2CLy41OTqP7nFdR9V39t1TqdgL7+y7qlQp25bRms1rGsEAg8ja7AEED6QrtO1W86jFbWrn8lT1C8otZtc5jaV0KZJcWtMNa7Y0SOfaflcR1N1U+968t6msaTbepYl1Go22cWtrFpcGkmP8m1pxJ2zytt0RrNvqGhOsr0P9MUi97RSa8PgtxkiASDnkA9+F0c2iWn00ZuFOlb2/wBtbJ7/AKlelzKeSS55rsYta+dfjUtbs9Lraa2s9jagZUe30mOgOIIjB931z2Wv6nubjqHqaixusim3dRa4NqTTovmd3tPbviZnuvQda6bpa2246L0t5ZSbU9IPrkAhzmMMS1slsx/3nyG0aNEp21e2IdvqEQQQajfc07iDjDiIHlbPD5Y9RH2sNmtkudmlW79xi1Nwai/r4HpfTej2ek0LfdeWdSxvmsr+jVqyWOja2n2JdL5O0GCAeBI3bem26T+YuanUNCnXuaXq76u4UGO2hplwE7SfaC2SZEEiVztvcWVXoy2ZRti66sdtSjVeB+r1GAg8yIqOg/AT2XWNhcMr6fqbLu7vGmgX03BooBrtp2sMktlz2kktPcxwFzMuPPObyXtdPjffb+zTCo0kq2s37W1NTv6Om6va21Jlvuovosbmi4gmC4gTMD3eT8FdHq2majpRGo39G1uberShjaLifR/VDSANodA4xOOIBXO1NGsdTsbfqGjXvKOoVbxtvcv9YmQ8loIPLoO058Fbs2+t0LKro92bO5sqdZ1vUqvqVDWDrfdDmzgyQZns44XLyf8ALJPG9laa93Nb/wCzbp4O/v8Afv5mbpWssvmWNpVtz6T6ZbUqVZDWEkB1TafDd45POFuLXUNE0APuaZtK7bes4U6IeAajS4AkR91yGkahc3Wo3LXUqEW1I1Q0MABYCJ7H3e6Fjatq+hm59BmklzqTdtV5lu58HcQA74Mf9icITeZKLarfn4nb0mfFHBLG4JqVr+z0Cn+JVq52yrptZpHfeI+yNX8SrKnkadXcQc+/H7wvK6VwXB7alR+wNMBuPduZAjx7v4VY1GpRmn+YrAFu4beByfPOCvVLxjW9p/kv4OO/BdDz0fmz1dn4maUQHPtK4HeHNJ/mFHfiPaPftoWD4IlrqlQNBwvJ/wA2ash1WodogAgR/h//ALN/n4SUriRX3EgNY0UyOQSTM/sh+L67nr/JfwGPwfQ3/wCv82d9X1PT9U1Y31W0sqbqlVpd6gYcAAbpPwtrX6yp6PXqWWkafbXFEAOJouxJEmIx/wBK8mdf06T9jnVJb4Y2Mz/t/T72Va7WtbUe5wa8t4aP6fb+fgLBHNqMeoeqU31P9zp5o6fNplpHjXSq8+x6B1F1Vqmu2Z012lmjS3B7yDkxGIKTp/qi56eoPo09MdV9UtEccSJx9f4Xn77gPqO97/T2O3QACTiP/wCX/YCpqXNCkAB6jt2ZIAPAP/8A1/X4jS9VqcmRZXP7y7mWOk00MLwqH3X23PYbbr7Ub+4dZ2VtpzK7IHp3F7Tpucf8o3OEmewz9Vqrr8UNXt6lWkbK1DqTi1xbL27gcw4YPHZdR/8AS50RpfUmuX3WGqtFduiVG0Leg9ocDXeHE1DIiAAQB5JPlcj+MfSVDpH8SdZ0Gxc38sXNu6LRI2MrN9QM+26PmFBeNar27we0dpX9fkQxeE6OW7xr8w1vxU1duBQt2kcw1zv28pX/AIm66Weox1sJJAGzmP8A554XFubUpsa9rhtc7bnnCVz3Fwa/3QJknMEAj/ZW/wDkdXLf2jNP/itCtvZo2+q9S3ms6gL++9H1abGtbAgQDP8AU/dbS1/EPWtNs6dnZm29Ok0xupyZJJJzkySfnyuTcyuTI2wDH6zyO6LqNYkkbB3Gf+PKrWpzrJ7VSfU+5ZLR6eeNYnBdK7HbWn4l6+6zvK9bVLRhDqYo24oy585MngAefJiCsSp+JfVFU+k24pNbk+xrZ3R+/wD3suQLXU6e95JDc4dzGPCZzQz1C2kzbJEE8d4GPH/e6tev1V/jZCPhujW/s18jtdM/EvXhtsrsUn1jinUgEVcSeOD9MHssjVuqr3VHMq02MpVW0H0pAmdwI7/VefVoqOdReMEzEDHeZjn/AL8rP0u9rPqssqtRz3OafSqHkwN3uPfHfz+6ryavVzjSyP8AUMeg0mKd+zXvPQtB65On0GWl9RrvbHLQ1w5cZwB58d10NLrvQqxg1arDidzMD9l5iHOBgxA8KCsWkyOfCWm8Z1Wmj0xp/Aeq8D0mrl1ztPjZnrdDqfQ7h2ylqdInjMgT9SIWXS1Gzruijd0an/4PB/ovGhWkGBtnJhMa1RjDD3QDyDBXQh/kmZfjgvn/ALOZk/xXC/8A15Gvk/4Pai8SQCD9CiwmtWZQpQ6o8hrGA5JPC8do6jf02gW93VpN5Ia8hYWsXNXUKLq15XrPfbshp9QzHjlaof5Hik0pQaZjn/i+WH4cifwPSOuOt9P6R0Z92+rSfdVgW21LfG9wiT9tw/gd5XzfqGqXWrXlTUb+4NepUc55ILeZyR9ScDzJPZV31zXvaxa79NMhoBeT3j7TGfjzKw6rKjZ2+6D3dEmQ3wfMfAV+bO9TJJcGHDgWmT7hqV4EhpwZ5b2x5+cfcpN527iRtmSCQOMGPPx8yV0R6UvC8NoXtMvbSqViHAtEU6Tqjoic7WkD6jjlaItrh5YduHPGDH6cExH2CpaaLlkWRWimWkwCwNiSSW/Qn/QfMn5T/wB22pBfRxnDm9u/HHYeTKLRU3QXGQS3Du4Ez9hIH1U9N4IOM7QBJ7/p+wyfqh78DW3Ipcxr4a1gIiSXCMcdsho5+UT6W2NjRwB7xjuG8c/4io0VCz1pJDgYaX8NBAjjuclR9B+0FzjBL2/qPLf1H7zH0CdsOwGOpztYWEBsEB4JgmT25cc/RT2GfUe39Rlwd+rs52BwcNH0Ttt3hzwX5aQJBP6iJB+wwEpoVDFQ7SNgqAbjgEw1v75T7iC0vBHpPAJMH3fpceO3+Fv/AEJhVd7drhtDZY0k5aD7Bx/iOf8AdEUnveaQcNrXOpyZnAlx55KY0a9OkKwLDDW1Yl3LjDB9Gosi1tZi1mUXg03uDgHQ6pDpJndUfx5wtdW0/cCaRex7shpa6BuPtb+y2VxSfRpu9wLGvdRAk52wXE57krY2GlsutMp6nWrVBUrOdUAaY2kEgK7FKSVoz5eiS3OOr2takC7a97Gl0ODHmWgxKfQ7r+ztbsLl5NMULqm55II2gOEzldLq+kW9jfO0+nWfUpsdRovLm5D9jTUAzkb9wB5LYJAJIGlrWtOux9V9OmXFtR59vzEfRW+3UotNclXsOmSlFnu19qGnxTpVL60eWO3wyoHNgxiYk/fwqNT6w03prQ767/N0a1x+WmiGOD5qHgEdiJXjQdd25eaNYN91NpP/AOUH/VSnY1b3UKdnUqj/AO6NL4xx/K83/wCJxSrqk2lvweofi81H7sRKFtXFDaWk1HNbSEtBh7zPnx3WV6NMuNE03Fr6wpzsbHp0xJ791TTqw5rwGbmtq1yDTEbwdoA+EHEMo1NpBdTt2gSwRLyNx5+V27cmcLorkvHpuc2s5hA99y8bG8DDO/0wkfNJm59F2+nS4hpPqVDjv4+4SV20z6lMGGepTo4YJ2DPnlSpUbVuKbXho9S6JO2mP8I9v/Ka3Ff19epH0ztq02UyCTTt24bz37/ymeN79raZHq3QxsYcMGe6qpVmerbvc0D31KjgGDLhIA+iFKpRJp7W+5lGoRNMRuPP9VL3fX1RHn6+vMspMc425c2S+vUrzDcAf64SUd+63c5phrKtY/o7+Pn4QYaIY0tHFs5rZYOTnKG2m5lRrME2oYPYOOTP7I2Fut2W0KbmNokOJFO1fUMbeSY/6EjHbfMUrI928kjjyq6tWkfzDc7fyzGgbBwCJlVXly1oqOYYFSnTb/6bf05/2TVt19fW45NRV/X1sZ0vYyqGOc7ZaCIcCMx+6R4qMNztLsWjAfe34wPK2llYWF3pdC5qUJqXFFvqE944/otLX21bm+t/UdPpNIlgIx5/ZTcOlWytZOt9KLK5qF1fcSQbZn+MfHHlSsajql0SSS61ZH94M4HHlV3TmtdcNaZFS1ZtmmO0HPzhUuq03PqGT/e2oiWDsBz+yhaask+a+u5bVfWJrQ4OD7VpB9UcADjylqueXlzCIqWgiavccjj4VZrU3PbVzFa1Df0DJEc/sh+bp7qBJqEflS0jaPn+E1sRfJsLa+AtqQ9Vv6G9ye31UWgZcHaNtSoBAjjhRaPYt7laytH/2Q==" width="206px" alt="фигура двойная вершина"/></p>
<p><p>При торговле по “двойной вершине” важно соблюдать правила риск-менеджмента и тратить на одну позицию не более 2% от общего депозита. Также важно подтверждать эту фигуру другими графическими паттернами и индикаторами. С помощью дополнительных инструментов технического анализа трейдер составит более полную картину рынка и сможет более точно спрогнозировать дальнейшее движение цены.</p>
</p>
<ol>
<li>Паттерн Двойное Дно в трейдинге — это аналогичная двойной вершине формация.</li>
<li>Появление фигуры сигнализирует трейдерам о том, что цена актива достигла ключевого уровня сопротивления, выше которого покупатели не смогут продвинуться.</li>
<li>Обратите внимание, что события происходят после медвежьего пробоя психологического уровня 0,7.</li>
<li>Прошлая идея по Свечам и Свечном Анализу получила очень хорошие отклики и комментарии.</li>
</ol>
<p><p>Двойное дно вырисовывается при развороте в нисходящем тренде. В теханализе рынка двойные вершины используются, как сигналы для совершения сделки и входа на рынок. Графически, паттерн похож на букву W и формируется на нисходящем рынке. Еще его называют бычьим разворотом, имеет характеристики противоположные двойной вершине. Это означает, что цена доходит  до своего минимального значения, после чего на короткий промежуток времени поднимается вверх и снова скатывается до минимального значения. Следующий разворот опускает цену до предыдущего значения В или опускается ниже.</p>
</p>
<p><h2>FAQ по двойной вершине в трейдинге</h2>
</p>
<p><p>Графическая модель, которая характеризуется созданием пары пиков на графике с промежуточным min между ними. Может указывать на вероятный разворот текущего восходящего тренда. Фигура с 3 вершинами — паттерн, который характеризуется тремя последовательными пиками, где котировка достигает одного и того же уровня, <a href="https://forexlisting.net/forex-brokers/obzor-brokera-vlom/">брокер vlom</a> а между ними имеется два промежуточных min. Подтверждение паттерна Двойное Дно на графике происходит, когда цена прорывает линию сопротивления, указывая на вероятный старт растущей тенденции.</p>
</p>
<p><img decoding="async" 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" width="203px" alt="фигура двойная вершина"/></p>
<p><h2>Что значит и как формируется Двойное Дно в трейдинге?</h2>
</p>
<p><p>Тройное дно <a href="https://fxglossary.org/dma/">что такое двойное скользящее среднее</a> – паттерн аналогичный тройной вершине с той лишь разницей, что он свидетельствует о завершении нисходящего тренда. Тройное дно также может стать свидетельством зарождения нового тренда – “бычьего”. Цена при нисходящем тренде достигает очередного минимума, корректируется вверх, снова идет вниз, но не может преодолеть уже достигнутого уровня.</p>
</p>
<p><p>Это та логика в чтении объемов, которая поможет вам более эффективно распознавать паттерны Двойная Вершина и Двойное Дно. Отметим, что этот расчет достаточно часто не оправдывается “в обе стороны” – цена может как не дойти до уровня С, так и продолжить движение далее. По сути, “Двойное дно” и “Двойная Вершина” – паттерны, зеркально отражающие друг друга. Пунктирная линия, проведенная через промежуточные экстремумы, называется “линия шеи”. Такой вход на рынок обеспечивает оптимальное соотношение риска к полученному доходу.</p>
</p>
<p><p>Крупный игрок, вероятно, убедился в том, что давление продаж истощено. Количество продавцов, готовых расстаться с австралийским долларом дешевле 0,7 невелико, и шансы в пользу повышения курса. Слишком агрессивно для обычного отката в рамках нисходящего тренда.</p>
</p>
<p><p>Стоп-лосс можно установить на уровне предыдущего min, а тейк-профит — в точке, которая <a href="https://srp-trade.org/forex-brokery/foreks-broker-alfa-foreks-obzor-kompanii/">форекс брокер альфа-форекс</a> находится выше 1-го min. Нисходящий тренд – это противоположность восходящему тренду, характеризующаяся серией понижающихся максимумов и понижающихся минимумов. Аналогичным образом, верхняя нисходящая трендовая линия проходит через максимумы, в то время как нижняя – через минимумы. Фигура Треугольник – это графическая модель, в которой ценовое действие ограничено сходящимися трендовыми линиями сверху и снизу. Истощение покупок и стабильное наличие продаж свидетельствуют об изменении в характере рынка.</p>
</p>
<p><h2>Нисходящий клин</h2>
</p>
<p><p>Причём на гистограмме объемов находится самый высокий бар, а дельта – отрицательная. На кластерах выделяется яркий красный кластер (указан красной стрелкой). Это явный признак появления продавца чуть выше уровня 27,300. Открытие лонга с коротким стопом в точке №2 принесло бы небольшой убыток. Но повторное открытие лонга в точке №3 (тоже с коротким стопом) не только бы компенсировало убыток, но и принесло бы заметную прибыль внутри дня.</p>
</p>
<p><p>При нахождении цены ниже средней скользящей, нельзя  покупать на линии прорыва. Исправить ситуацию можно открытием позиции для сделки после ложного пробоя. Падающий рынок спровоцирует срабатыванием стоп-лоссов от трейдеров, стоящих в долгосрок, будет двигать цену ещё ниже. Доньев может быть много, самое главное чтобы в этих доньях последовательно объемы падения снижались, а на RSI мы видели бычью дивергенцию и между прочим, с&#8230; Для определения двойной вершины трейдер должен внимательно следить за поведением цены.</p>
</p>
<p><h2>Виды двойной вершины в трейдинге</h2>
</p>
<p><p>Паттерн Двойная Вершина в трейдинге и паттерн Двойное Дно считаются важными элементами анализа финансовых рынков. Это две ключевые формации, помогающие трейдерам и инвесторам принимать правильные решения о купле-продаже активов с учетом динамики рынка. Ниже рассмотрим суть и особенности паттернов, а также их значение для успешного заработка.</p></p>
<p>The post <a href="https://richtingworld.com/pattern-dvojnaja-vershina-v-trejdinge-formirovanie/">Паттерн Двойная Вершина в трейдинге: формирование фигуры и оптимизация стратегий</a> appeared first on <a href="https://richtingworld.com">Rich Ting World</a>.</p>
]]></content:encoded>
					
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			</item>
		<item>
		<title>Как стать квалифицированным инвестором как получить статус, требования</title>
		<link>https://richtingworld.com/kak-stat%d1%8c-kvalificirovannym-investorom-kak/</link>
					<comments>https://richtingworld.com/kak-stat%d1%8c-kvalificirovannym-investorom-kak/#respond</comments>
		
		<dc:creator><![CDATA[chrism]]></dc:creator>
		<pubDate>Wed, 29 Mar 2023 23:06:56 +0000</pubDate>
				<category><![CDATA[Форекс Обучение]]></category>
		<guid isPermaLink="false">https://richtingworld.com/?p=10550</guid>

					<description><![CDATA[<p>Неопытный инвестор он даже с ограничениями скорее всего статус квалифицированного инвестора все потеряет. Считаю эти ограничения &#8211; бессмысленной тратой времени и биологической энергии. Нужно наоборот стараться убирать все лишние ограничения которые делают нашу короткую жизнь не комфортной. Продавец структурного продукта самостоятельно определяет набор активов, входящих в&#160;него, а&#160;также устанавливает условия, при которых инвестор получит прибыль. Эти [&#8230;]</p>
<p>The post <a href="https://richtingworld.com/kak-stat%d1%8c-kvalificirovannym-investorom-kak/">Как стать квалифицированным инвестором как получить статус, требования</a> appeared first on <a href="https://richtingworld.com">Rich Ting World</a>.</p>
]]></description>
										<content:encoded><![CDATA[<p>Неопытный инвестор он даже с ограничениями скорее всего <a href="https://boriscooper.org/kvalifitsirovannyy-investor-layfkhak-polucheniya/">статус квалифицированного инвестора</a> все потеряет. Считаю эти ограничения &#8211; бессмысленной тратой времени и биологической энергии. Нужно наоборот стараться убирать все лишние ограничения которые делают нашу короткую жизнь не комфортной. Продавец структурного продукта самостоятельно определяет набор активов, входящих в&nbsp;него, а&nbsp;также устанавливает условия, при которых инвестор получит прибыль. Эти меры защищают инвесторов от рисков и возможных блокировок зарубежных активов. Те, кто не прошел квалификацию, — к простым и безопасным вложениям.</p>
<h2>Квалифицированный инвестор: статус, открывающий доступ к новым возможностям</h2>
<p>Рассмотрим основные отличия инвесторов с квалификацией и без.</p>
<h2>Оставьте заявку на&nbsp;брокерский счет в&nbsp;Т-Инвестициях</h2>
<p>Чтобы активно торговать на финансовом рынке, необходимо иметь значительные финансовые ресурсы. Это связано с тем, что торговля сопряжена с рисками, к которым инвестор должен быть готов. Кроме того, инвестору необходимо иметь доступ к надежным источникам информации, а также обладать навыками и опытом. Квалифицированный инвестор — это инвестор, который отличаются уровнем своих знаний и опыта. Он имеет более глубокие знания о рынке и инвестиционных инструментах, что позволяет ему принимать более информированные инвестиционные решения.</p>
<h2>Как стать квалифицированным инвестором в&nbsp;России</h2>
<ul>
<li>У каждого брокера свои требования к документам и сроки рассмотрения заявления.</li>
<li>К таким активам относятся, в частности, частные акции, облигации и другие долговые инструменты, выпущенные частными компаниями или государственными учреждениями.</li>
<li>Наличие статуса подтверждает, что лицо отлично разбирается в инвестициях и осознает все возможные риски.</li>
<li>В случае утраты статуса, доступ к инвестиционным инструментам и приложениям может быть ограничен.</li>
<li>Статус «квалифицированный инвестор» означает, что участник рынка ценных бумаг — профессионал в этой сфере и имеет определенную сумму денежных средств.</li>
</ul>
<p>Статус квалифицированного инвестора в JetLend — это ключ к раскрытию полного потенциала вашей инвестиционной деятельности. Получив этот привилегированный статус, вы сможете расширить свои возможности и свободу инвестирования, что поможет вам достичь своих финансовых целей. Перед началом инвестирования в JetLend, рекомендуем ознакомиться с условиями и требованиями для получения статуса, чтобы максимально использовать свои инвестиционные возможности.</p>
<h2>Особенности и&nbsp;условия получения квала у&nbsp;брокеров</h2>
<p>Государственные организации могут торговать на биржах и инвестиционных платформах с брокерским счетом в «Совкомбанк Инвестициях». Специалисты сопровождают на каждом этапе — от подачи документов до активации статуса. C 1 октября 2021 года лица, планирующие инвестировать и впервые использовать некоторые финансовые инструменты, обязаны пройти небольшой тест. При подаче заявки дистанционно необходимо войти в приложении ВТБ Мои Инвестиции и кликнуть на «Подать заявку на получение статуса». Заявка будет рассмотрена в течение рабочего дня и после присвоении статуса вы получите уведомление. Единого реестра квалифицированных инвесторов нет, и&nbsp;статус, полученный у&nbsp;одного брокера, другим обычно не&nbsp;учитывается.</p>
<h2>Работа в финансовой организации</h2>
<p>Но доходность этих вложений обычно ограничена — для «больших денег» нужны квалификация и опыт. Рассказываем, как получить статус квалифицированного инвестора и какие активы станут доступны. Для получения статуса нужно обратиться в ближайший офис банка, который оказывает услуги по брокерскому обслуживанию, затем подписать заявление и предоставить требуемые документы. В&nbsp;приложении в&nbsp;разделе «Аналитика портфеля», выбрав данные за&nbsp;год, вы&nbsp;видите сумму оборотов с&nbsp;даты год назад по&nbsp;текущий день. Для&nbsp;присвоения статуса квалифицированного инвестора мы&nbsp;учитываем сделки не&nbsp;за&nbsp;последний год, а&nbsp;за&nbsp;последние 4&nbsp;завершенных квартала&nbsp;— то&nbsp;есть сделки за&nbsp;текущий квартал в&nbsp;расчете не&nbsp;участвуют. Разные брокеры и&nbsp;УК&nbsp;могут давать квалифицированным инвесторам доступ к&nbsp;разному набору финансовых инструментов.</p>
<p>Их&nbsp;держатели имеют право на&nbsp;получение процентов в&nbsp;оговорённые сроки.Существуют еврооблигации, которые можно покупать и&nbsp;без статуса квалифицированного инвестора. Часто начинающие инвесторы могут не видеть рисков от финансовых вложений, что чревато потерей всех сбережений. В связи с этим, регулятор – законодательно ограничил для них доступ к финансовым инструментам, которые требуют определенных знаний и опыта.</p>
<p>Для присвоения статуса квалифицированного инвестора необходимо обратиться в&nbsp;брокерскую компанию. Расскажем, как получить «квала» клиентам крупнейших брокеров России. Чтобы наглядно понять, что дает статус квалифицированного инвестора, рассмотрим полный список финансовых инструментов по&nbsp;категориям, доступных «квалу» и «неквалу». Утрата статуса квалифицированного инвестора может иметь последствия для вашей инвестиционной деятельности. Рекомендуется тщательно соблюдать требования регуляторных органов, чтобы избежать потери статуса.</p>
<p><img decoding="async" 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="как получить статус квалифицированного инвестора"/></p>
<p>Так как брокер предоставляет доступ к&nbsp;инструментам с&nbsp;повышенным риском, то&nbsp;и&nbsp;требования для квалифицированных инвесторов (КИ) к&nbsp;получению данного статуса будут серьезными. Обратите внимание, что статус квалифицированного инвестора в JetLend имеет свои преимущества и требования. Рекомендуется тщательно изучить условия и требования, чтобы понять, является ли статус квалифицированного инвестора подходящим для вас. Сертификат квалифицированного инвестора выдается регуляторным органом, который отвечает за надзор и регулирование инвестиционной деятельности в стране.</p>
<p>Если вы&nbsp;соответствуете любому из&nbsp;критериев для&nbsp;получения статуса квалифицированного инвестора, напишите в&nbsp;чате приложения Т⁠-⁠Инвестиций. Так организации подстраховываются на&nbsp;случай, если другой брокер или УК&nbsp;выдал статус с&nbsp;нарушениями или если основания для&nbsp;такого статуса устарели. Для получения статуса в приложении перейдите в раздел «Еще», нажмите «Профиль» и выберите «Статус квалифицированного инвестора». С регламентом о порядке признания лиц квалифицированными инвесторами можно ознакомиться на сайте БКС. В иных случаях, при условии совершения организацией сделок с ценными бумагами либо деривативами, необходимы 3 года работы. Естественно, ваша трудовая деятельность должна быть непосредственно связана с ценными бумагами.</p>
<p><img decoding="async" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://boriscooper.org/wp-content/uploads/2021/07/73bb1701-12da-43b1-95e2-db9d7f4e3736.jpg" width="304px" alt="как получить статус квалифицированного инвестора"/></p>
<p>Квалифицированному инвестору доступен спектр инвестиционных активов. К таким активам относятся, в частности, частные акции, облигации и другие долговые инструменты, выпущенные частными компаниями или государственными учреждениями. Кроме того, квалифицированные инвесторы могут инвестировать в различные типы фондов, включая хедж-фонды, фонды частных инвестиций и фонды недвижимости. В финансовом мире есть привилегированный статус — квалифицированный инвестор, который дает доступ к новым инвестиционным возможностям и преимуществам. В данной статье мы рассмотрим, как получить квалифицированного инвестора, какие требования к нему предъявляются и какие выгоды он получает в результате. Initial Public Offering&nbsp;— это первая продажа акций компании на&nbsp;фондовом рынке.</p>
<p>Он&nbsp;имеет большие финансовые возможности, чтобы осознанно вкладывать капитал в&nbsp;высокорискованные активы. Статус квалифицированного инвестора дает новые преимущества, которые помогают максимизировать свои инвестиционные возможности и минимизировать риски. Ранее инвесторов делили на&nbsp;квалифицированных и&nbsp;неквалифицированных только на&nbsp;фондовых рынках США и&nbsp;Европы, но&nbsp;в&nbsp;2015&nbsp;году такие понятия появились и&nbsp;в&nbsp;российском законодательстве.</p>
<p>Инвестор делает запрос и подает документы, подтверждающие его квалификацию, а организация их проверяет. Экзамен на квалифицированного инвестора — один из этапов получения статуса. Тестирование проводится для оценки знаний заявителя в области инвестиций.</p>
<p><img decoding="async" 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="303px" alt="как получить статус квалифицированного инвестора"/></p>
<p>Если претендент соответствует, то ему будет присвоен статус и его внесут в реестр квалифицированных инвесторов. Если потребуется дополнительная документация, то брокер направит соответствующий запрос. Также приложение учитывает сделки с&nbsp;валютой, которые нельзя учитывать при&nbsp;подсчете оборотов для&nbsp;присвоения статуса квалифицированного инвестора. Если на вашем брокерском, индивидуальном инвестиционном счете и субсчетах не менее 6 млн рублей, то не нужно отправлять подтверждающие документы.</p>
<p>Форекс обучение в школе Бориса Купера, переходите по ссылке и узнаете больше — <a href="https://boriscooper.org/">https://boriscooper.org/</a>.</p>
<p>The post <a href="https://richtingworld.com/kak-stat%d1%8c-kvalificirovannym-investorom-kak/">Как стать квалифицированным инвестором как получить статус, требования</a> appeared first on <a href="https://richtingworld.com">Rich Ting World</a>.</p>
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		<title>Лучшие способы обучения торговле на форекс с нуля</title>
		<link>https://richtingworld.com/luchshie-sposoby-obuchenija-torgovle-na-foreks-s/</link>
					<comments>https://richtingworld.com/luchshie-sposoby-obuchenija-torgovle-na-foreks-s/#respond</comments>
		
		<dc:creator><![CDATA[chrism]]></dc:creator>
		<pubDate>Tue, 31 Jan 2023 04:11:11 +0000</pubDate>
				<category><![CDATA[Форекс Обучение]]></category>
		<guid isPermaLink="false">https://richtingworld.com/?p=10548</guid>

					<description><![CDATA[<p>Так что, уважаемые начинающие трейдеры, относитесь к «настроению рынка» как к дополнительному сигналу — не основному. Центральные банки (ЦБ) стран всё время трудятся, чтобы держать ровными курсы своих валют. Сверху курсы трейдинга киев она встретила сопротивление, ведь трейдеры продавали евро. Следующий этап истории приходится уже на 20 век — расцвет трейдинга на Уолл-стрит. Все помнят [&#8230;]</p>
<p>The post <a href="https://richtingworld.com/luchshie-sposoby-obuchenija-torgovle-na-foreks-s/">Лучшие способы обучения торговле на форекс с нуля</a> appeared first on <a href="https://richtingworld.com">Rich Ting World</a>.</p>
]]></description>
										<content:encoded><![CDATA[<p>Так что, уважаемые начинающие трейдеры, относитесь к «настроению рынка» как к дополнительному сигналу — не основному. Центральные банки (ЦБ) стран всё время трудятся, чтобы держать ровными курсы своих валют. Сверху <a href="https://boriscooper.org/shkola-trejdinga-v-harkove-ot-borisa-kupera-uchis-ne-vyhodya-iz-doma/">курсы трейдинга киев</a> она встретила сопротивление, ведь трейдеры продавали евро. Следующий этап истории приходится уже на 20 век — расцвет трейдинга на Уолл-стрит. Все помнят фильм «Волк из Уолл-стрит», где брокеры нечестным путем зарабатывали на доверчивых инвесторах. Клиент хочет открыть бизнес в Европе, поэтому и просит банк продать доллары и купить для него евро.</p>
<h2>Обучающие курсы по трейдингу на Forex</h2>
<p>Как пишут историки, в 1531 году в Антверпене открыли первую биржу, где торговали товары и гособлигации — ценные бумаги государства. Приближаясь к заключению, мы не можем еще раз не упомянуть про торговых роботов, которых на просторах Интернета продается огромное количество. В фундаментальном анализе все гораздо сложнее, нежели в техническом, но и результаты, в большинстве случаев, более впечатляющие.</p>
<h2>Что такое высокочастотная торговля (HFT) на рынке Форекс?</h2>
<p>Важно понять и изучить различные стратегии торговли, чтобы найти те, которые соответствуют вашему стилю торговли и уровню риска. Вот некоторые ресурсы по торговле на рынке Форекс, к которым могут обратиться новички для дальнейшего обучения и развития. Важно понимать риски, связанные с маржой и плечом, прежде чем начать торговлю на рынке Форекс. Маржа и плечо могут увеличить ваши прибыли, но также могут увеличить ваши потери. Существует множество факторов, оказывающих влияние на обменные курсы валют.</p>
<h2>Где можно научиться торговать на рынке форекс?</h2>
<p>И наоборот, двойное нижнее образуется, когда цена дважды достигает уровня поддержки, не преодолевает его и разворачивается вверх. Эти образцы указывают на потенциальное изменение текущей тенденции. Следование тренду направлено на выявление и последовательное использование установленных ценовых тенденций на рынке. Но рассказ о спортсменах не значит, что трейдинг — это спорт, а торговый процесс будет скучным, как бег по утрам без музыки. Вам нужно многому научиться перед тем, как стать профессионалом. На самом деле дисциплина — навык трейдера №1 по важности.</p>
<p><img decoding="async" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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" width="307px" alt="как научиться торговать на форекс"/></p>
<h2>Стратегии торговли на рынке Форекс</h2>
<p>Сложность здесь заключается в том, что трейдер не всегда правильно может их распознать. На рисунке выше есть уровень Поддержки 1 и уровень Сопротивления 1. Конечно, большой депозит позволит выходить крупным лотом и снимать большую прибыль.</p>
<p><img decoding="async" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://boriscooper.org/wp-content/uploads/2021/11/ffcf9977-1cf7-4f11-9007-3a44fe36355e-scaled.jpg" width="302px" alt="как научиться торговать на форекс"/></p>
<p>Начинающие трейдеры часто не могут понять сам принцип получения прибыли на Forex. Понимать природу ее формирования важно для получения стабильного дохода в будущем. Слабое интернет соединение может вызывать потерю связи с брокером и спровоцировать убыток по не закрытой вовремя сделке. Независимо от результатов торговли, необходимо постоянно подвергать анализу каждый рабочий день, каждую совершенную сделку.</p>
<p><img decoding="async" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://boriscooper.org/wp-content/uploads/2021/09/5335a0ee-3831-49f5-8979-fc49cab2b04f.jpg" width="301px" alt="как научиться торговать на форекс"/></p>
<p>Каждый, кто собрался стать трейдером, должен знать, что такое тренд, каким образом он работает, как по нему определять состояние рынка. Новичок не сможет стать успешным, если не будет осведомлен во всех вопросах. Конечно же, Вы не сможете играть на бирже Форекс, если не будете понимать, как это происходит. Хочу представить Вам небольшой пример торговли, который наиболее понятно отразит всю суть валютного рынка. С одной стороны мы видим валюту, за которую трейдер собрался покупать (например, доллар), а с другой находится валюта, которую трейдер купит (например, евро). Здесь у нас появляется валютная пара – в нашем случае, EUR/USD.</p>
<p><img decoding="async" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://boriscooper.org/wp-content/uploads/2021/09/dc365506-ddd7-4715-8eb3-ecab6d45a822-scaled.jpg" width="306px" alt="как научиться торговать на форекс"/></p>
<p>Сумму дивидендов на одну акцию и периодичность выплат также определяет собрание акционеров. Информацию о графике платежей можно найти на любом аналитическом портале. Кредитное плечо по валютным парам применяется ко всему счету. Объем сделок на Форекс устанавливается в лотах, но для лучшего понимания сути приведен упрощенный пример. На фондовом рынке спот — это операция, при которой оплата происходит немедленно, а поставка товара — в заранее оговоренную дату.</p>
<ul>
<li>Также необходимо следить за новостями рынка, в котором хотите работать.</li>
<li>Эти образцы указывают на потенциальное изменение текущей тенденции.</li>
<li>Управление рисками включает в себя применение стратегий и техник для защиты торгового капитала, сохранения прибыли и снижения потенциальных убытков.</li>
<li>Если вы сразу хотите опробовать силы на реальном счете, то некоторые брокеры предлагают микро-счета, где минимальный депозит начинается от 1 доллара.</li>
</ul>
<p>Минорными валютными парами называют кросс-курсы валют «‎мажоров»‎ между собой. Например, евро и канадский доллар или японская йена и швейцарский франк. Кросс-курсы считаются более сложными с точки зрения прогнозирования, так как нужно учитывать косвенное влияние доллара США. Валютный рынок Форекс в будние дни работает круглосуточно. Фондовый рынок имеет четкое расписание, которое зависит от того, на какой бирже проходят торги. Закрытие — это время окончания работы биржи и прекращения торгов.</p>
<p>Торговля на рынке Форекс не является быстрым способом обогащения, и достижение успеха требует времени, терпения и усердной работы. Чем крупнее и авторитетней организация, предоставляющая курсы, тем более качественное и достоверное обучение. Оба типа обучающих материалов предоставляются в основном брокерскими компаниями. В первом случае специалисты готовы выдать максимально много полезной информации, передать все нюансы биржевой спекуляции. Однако гораздо эффективней будет использовать сразу 2-3 источника знаний.</p>
<p>Даже если вы невероятно талантливы, это не даст вам никаких результатов. Потому как, не зная принципов работы биржевого механизма, принципов формирования цены и другого &#8211; вы никогда не сможете зарабатывать на бирже. И с этим фактом я сталкиваюсь уже более 7 лет преподавания. Однако, это абсолютно не значит, что для получения прибыли от трейдинга, вам неизбежно необходимо обучаться 5 и более лет. Тут есть много нюансов, среди которых один из самых важных параметров &#8211; обучаемость. Ведение торгового журнала включает запись и анализ ваших торговых действий, включая точки входа и выхода, торговую логику и параметры управления рисками.</p>
<p>В видео-обзоре &#8220;Форекс под прицелом. Топ 5 событий за неделю&#8221; рассматриваются наиболее интересные события недели к 3&#8230; Обучиться торговле на Forex можно и самостоятельно, не прибегая к платным образовательным услугам. Главное, структурировать поток знаний и постоянно совершенствовать навыки. Самостоятельно обучение займет немного больше времени и сил, но вся необходимая информация для этого есть в открытом доступе в Интернете. Однако не все знают, как научиться торговать на Форекс с нуля, а самостоятельно разобраться во всех нюансах под силу не каждому. Вам следует ориентироваться на свой собственный стиль торговли.</p>
<p>Так человек будет всегда понимать, что важно, а что нет, как реагирует рынок и к чему это его ведет. Заодно от такой разведки боем сразу станет видно, чьи советы хороши, а кто просто мастер рассуждений о прошлом. Как многие полагают, это самый простой и быстрый способ стать трейдером. Сразу следует заметить, что не в каждой школе и не на каждом курсе обучение одинаково полезно. Чаще всего эта услуга является платной, а насколько эффективным будет процесс обучения, сказать сложно, тем более человеку, ничего не понимающему в специфике вопроса.</p>
<p>Каждый трейдер использует для этого разные торговые стратегии, методы и подходы. Итак, имея общую цель, трейдеры идут к ней разными путями. Выбор своего пути является самой сложной задачей для новичка трейдинга. Безусловно, кого-либо обучить, когда сам ничего не знаешь, невозможно. Некоторые трейдеры не смогли преуспеть в торговле до тех пор, пока не нашли себе учеников. Когда они сотни раз повторили, как надо себя вести на рынке, только тогда они сами стали следовать своим же рекомендациям.</p>
<p>Паттерны — это определенные ценовые модели, которые могут свидетельствовать о продолжении или развороте тренда. Знание этих паттернов позволяет трейдерам принимать более точные решения о входе и выходе из сделок. Графический анализ помогает трейдерам определять повторяющиеся ценовые модели, которые могут предсказать дальнейшее направление движения цены. На Форексе участвуют не только частные трейдеры, но и крупные банки, правительства и хедж-фонды.</p>
<p>Форекс обучение в школе Бориса Купера, переходите по ссылке и узнаете больше — <a href="https://boriscooper.org/">https://boriscooper.org/</a>.</p>
<p>The post <a href="https://richtingworld.com/luchshie-sposoby-obuchenija-torgovle-na-foreks-s/">Лучшие способы обучения торговле на форекс с нуля</a> appeared first on <a href="https://richtingworld.com">Rich Ting World</a>.</p>
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		<title>График бар Bar Chart на форекс: что это, как его использовать, значение и определение термина Альфа-Форекс</title>
		<link>https://richtingworld.com/grafik-bar-bar-chart-na-foreks-chto-jeto-kak-ego/</link>
					<comments>https://richtingworld.com/grafik-bar-bar-chart-na-foreks-chto-jeto-kak-ego/#respond</comments>
		
		<dc:creator><![CDATA[chrism]]></dc:creator>
		<pubDate>Fri, 14 Oct 2022 10:41:52 +0000</pubDate>
				<category><![CDATA[Форекс Обучение]]></category>
		<guid isPermaLink="false">https://richtingworld.com/?p=9777</guid>

					<description><![CDATA[<p>Если она ниже цены открытия, то бар медвежий, выше – бычий. Верхняя тень расположена над ценой открытия для медвежьей формации или над ценой закрытия для бычьей. Нижняя наблюдается под ценой закрытия в случае медвежьего элемента и под ценой открытия, если формация бычья. Несмотря на всеобщую популярность японских свечей, многие трейдеры предпочитают работать с баровым графиком. [&#8230;]</p>
<p>The post <a href="https://richtingworld.com/grafik-bar-bar-chart-na-foreks-chto-jeto-kak-ego/">График бар Bar Chart на форекс: что это, как его использовать, значение и определение термина Альфа-Форекс</a> appeared first on <a href="https://richtingworld.com">Rich Ting World</a>.</p>
]]></description>
										<content:encoded><![CDATA[<p>Если она ниже цены открытия, то бар медвежий, выше – бычий. Верхняя тень расположена над ценой открытия для медвежьей формации или над ценой закрытия для бычьей. Нижняя наблюдается под ценой закрытия в случае медвежьего элемента и под ценой открытия, если формация бычья. Несмотря на всеобщую популярность японских свечей, многие трейдеры предпочитают работать с баровым графиком.</p>
<h2>Понятие бара</h2>
<p>Эти фигуры призваны дать максимум информации об изменении стоимости актива за определённый временной промежуток. Бары в графическом отображении представляют собой нечто среднее между японскими свечами и линейным графиком. В них присутствуют черты того и другого, поэтому элементы активно используют трейдеры.</p>
<h2>Понятие бара</h2>
<ol>
<li>Опираясь на них, гораздо легче анализировать ценовое движение.</li>
<li>Приложил к этому руку и небезызвестный Ларри Уильямс, создав серию комбинаций вертикальных элементов.</li>
<li>Самый популярный вариант графического отображения цены валютных пар – в виде японских свечей.</li>
<li>Если максимум каждого последующего бара выше предыдущего, на графике формируется бычий тренд.</li>
<li>Принципы работы с ним те же, что и для японских свечей.</li>
<li>Эти фигуры призваны дать максимум информации об изменении стоимости актива за определённый временной промежуток.</li>
</ol>
<p>Приложил к этому руку и небезызвестный Ларри Уильямс, создав серию комбинаций вертикальных элементов. Опираясь на них, гораздо легче анализировать ценовое движение. Анализируя график на барах, трейдер имеет максимум полезной информации при минимальных усилиях. Восходящие и нисходящие бары отличаются по цвету, если сам график цветной. Если он в чёрно-белом варианте, все элементы будут чёрного цвета. Цветовую гамму можно менять в настройках прямо на экране «Метатрейдера» или через верхнее меню.</p>
<h2>Понятие бара</h2>
<p>Поведение цены инструмента можно анализировать на баровом графике. Принципы работы с ним те же, что и для японских свечей.  Различные фигуры с  лёгкостью обнаруживаются даже на единичных элементах. Например, бар, у которого цена открытия и закрытия почти на одном уровне, это додж.</p>
<h2>Понятие бара</h2>
<p>Самый популярный вариант графического отображения цены валютных пар – в виде японских свечей. <a href="https://g-forex.org/bar-foreks-eto/">Бары в трейдинге</a> Бары в трейдинге – это те же японские свечи, которые выглядят не как прямоугольники, а как вертикальные линии. Бар – графическое обозначение движения цены за выбранную единицу времени.</p>
<p>Таким же образом находятся бары без теней, фигуры поглощения и прочие. Если максимум каждого последующего бара выше предыдущего, на графике формируется бычий тренд. На вертикальной линии присутствует два небольших поперечных отрезка. Левый символизирует цену открытия бара, а правый – цену закрытия. У баров нет тела, поэтому определить бычий или медвежий элемент можно по расположению цены закрытия.</p>
<p>The post <a href="https://richtingworld.com/grafik-bar-bar-chart-na-foreks-chto-jeto-kak-ego/">График бар Bar Chart на форекс: что это, как его использовать, значение и определение термина Альфа-Форекс</a> appeared first on <a href="https://richtingworld.com">Rich Ting World</a>.</p>
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