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

<channel>
	<title>Форекс Обучение arşivleri - Adana Kilit Parke</title>
	<atom:link href="https://adanakilitparke.com/blog/category/foreks-obuchenie-3/feed/" rel="self" type="application/rss+xml" />
	<link></link>
	<description>Yere Sağlam Bas, Adana Kilit Parke’yle</description>
	<lastBuildDate>Thu, 14 Aug 2025 13:55:02 +0000</lastBuildDate>
	<language>tr</language>
	<sy:updatePeriod>
	hourly	</sy:updatePeriod>
	<sy:updateFrequency>
	1	</sy:updateFrequency>
	<generator>https://wordpress.org/?v=6.8.3</generator>
	<item>
		<title>Käyttäjän Школа Пифагора ЕГЭ по математике artikkelit</title>
		<link>https://adanakilitparke.com/blog/kayttajan-shkola-pifagora-egje-po-matematike-3/</link>
					<comments>https://adanakilitparke.com/blog/kayttajan-shkola-pifagora-egje-po-matematike-3/#respond</comments>
		
		<dc:creator><![CDATA[admin]]></dc:creator>
		<pubDate>Thu, 07 Mar 2024 07:34:00 +0000</pubDate>
				<category><![CDATA[Форекс Обучение]]></category>
		<guid isPermaLink="false">https://adanakilitparke.com/?p=1344</guid>

					<description><![CDATA[<p>Пройди пробный ЕГЭ 2022 – проверь свой уровень знаний. Математика ЕГЭ 2022 Тематические тренажёры для подготовки к ЕГЭ по математике (базовый и профильный уровень ). Не все работы Пифагора удалось сохранить. Великий мастер и мудрец практически ничего не записывал, а в основном занимался устным обучением желающих познать тонкости той или иной науки. Информация о знаниях [&#8230;]</p>
<p><a href="https://adanakilitparke.com/blog/kayttajan-shkola-pifagora-egje-po-matematike-3/">Käyttäjän Школа Пифагора ЕГЭ по математике artikkelit</a> yazısı ilk önce <a href="https://adanakilitparke.com">Adana Kilit Parke</a> üzerinde ortaya çıktı.</p>
]]></description>
										<content:encoded><![CDATA[<p>Пройди пробный ЕГЭ 2022 – проверь свой уровень знаний. Математика ЕГЭ 2022 Тематические тренажёры для подготовки к ЕГЭ по математике (базовый и профильный уровень ). Не все работы Пифагора удалось сохранить. Великий мастер и мудрец практически ничего не записывал, а в основном занимался устным обучением желающих познать тонкости той или иной науки. Информация о знаниях философа передавалась в последствие его последователями – пифагорейцами.</p>
<h2>Пробный вариант №211129 ЕГЭ 2022 профиль по математике 11 класс 100 баллов с ответами</h2>
<p>Готовимся к ЕГЭ по профильной математике«. В нем рассмотрены все экзаменационные темы, дано большое количество заданий из школьной математики, материалов ЕГЭ, математических олимпиад и вузовских вступительных испытаний. Для удобства разбора листы разделены на 2 части.</p>
<h2>Детство и отрочество будущего математика</h2>
<p>Подготовка к ЕГЭ, ОГЭ, ВПР и КДР по всем предметам с возможностью прохождения онлайн. Более 100 вариантов и тысячи заданий с решениями. ЕГЭ математика профильный уровень Ященко. 5 вариантов в новом формате ЕГЭ — 2022 по материалам открытого банка ФИПИ.</p>
<p><img decoding="async" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' width="606px" alt="как выглядит евгений пифагор" src="data:image/jpeg;base64,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"/></p>
<h2>Последние дни ученого</h2>
<p>Современники почитали великого математика и относили его к разряду полубогов. О чудотворных делах ученого ходили легенды. Геродот назвал Пифагора «величайшим мудрецом Эллады». Уравнения – на данный момент 10 прототипов.• Задание 13.</p>
<ul>
<li>При этом один первичный балл будет равняться четырём или пяти вторичным.</li>
<li>С Феаной мудрец прожил в мире и согласии до своих последних дней.</li>
<li>Планиметрическая задача – на данный момент 4 прототипа.• Задание 17.</li>
<li>Это специальная система обучения, отличающаяся сложностью.</li>
</ul>
<p>Стереометрическая задача – на данный момент 4 прототипа.• Задание 14. Неравенства – на данный момент 10 прототипов.• Задание 15. Финансовая математика – на данный момент 9 прототипов.• Задание 16.</p>
<p>Единственными материальными доказательствами жизнедеятельности стали портреты Пифагора, но многие из них написаны после его смерти. Одни из самых известных – фрески Рафаэля. А многочисленные каталоги изобразительного искусства содержат фото портретов Пифагора, написанные другими художниками. Упорядочив свои <a href="https://srp-trade.org/chto-takoye-sp-500/">индекс s&amp;p 500</a> философские взгляды, ученый начинает делиться ими со всеми желающими.</p>
<h2>Базовый уровень ЕГЭ по математике</h2>
<p>Здесь вы можете ознакомиться с первой частью варианта и поработать над заданиями профильного уровня с кратким ответом. → Купить сборники тренировочных вариантов ЕГЭ 2022 по математике. Инструкция по выполнению работы. Экзаменационная работа состоит из двух частей, включающих в себя 18 заданий. Часть 1 содержит 11 заданий с кратким ответом базового и повышенного уровней сложности. Часть 2 содержит 7 заданий с развёрнутым ответом повышенного и высокого уровней сложности.</p>
<h2>Решу ЕГЭ 2022 по математике профиль 11 класс вариант №211129:</h2>
<p>Вскоре учеников стало так много, что философу пришлось создать свою школу. Начало персидской войны застало Пифагора городе фараона Амасиса. Ученого жреца персы захватили в плен, и <a href="https://forexlisting.net/forex-strategies/strategiya-martingeyla-dlya-foreks/">стратегия мартингейла для форекс</a> последующие 12 лет ему пришлось жить в Вавилоне. Там он встречался с персидскими чародеями, которые приобщили Пифагора к изучению таинств мистических событий, астрономии, арифметики. Особенности восточной медицины поразили воображение Пифагора.</p>
<ul>
<li>Одни из самых известных – фрески Рафаэля.</li>
<li>Вводный урок длится 60 минут и проводится бесплатно.</li>
<li>Страница для самоподготовки к ЕГЭ по математике волонтерского некоммерческого проекта.</li>
<li>Выполненные задания 12–18 проверяют эксперты, взяв за основу разработанную систему критериев оценивания.</li>
<li>Его особые учения предназначались для действительно «просвещенных», избранных личностей.</li>
</ul>
<p>Это свидетельство и признание того, что Математические знания нужны каждому гражданину. Экзамен по математике является вступительным требованием на ряд специальностей высших и средних специальных учебных заведений. Абитуриенты, планирующие поступать на эти специальности, должны сдавать профильный экзамен. Необходимый для поступления балл определяется требованиями приемной комиссии вузов и ссузов. Пока перевод баллов ЕГЭ по математике базового уровня в оценки не опубликован ФИПИ, но мы добавим его в статью, как только появится официальная информация.</p>
<p>Четные числа присваивались женскому полу, нечетные – мужскому представительству, а символом брака у последователей учения Пифагора выступала пятерка (3+2). Выступал мудрец преимущественно на улицах, в храмах, но после начал учить всех желающих в собственном доме. Это специальная система обучения, отличающаяся сложностью. Испытательный срок для учеников составлял 3-5 <a href="https://fxrating.com.ua/brokery-hedge-total-otzyvy-htotal-otzyvy-html/">hedge total отзывы htotal отзывы</a> лет. Слушателям запрещалось говорить во время уроков, задавать вопросы, что тренировало в них скромность и терпение.</p>
<p><a href="https://adanakilitparke.com/blog/kayttajan-shkola-pifagora-egje-po-matematike-3/">Käyttäjän Школа Пифагора ЕГЭ по математике artikkelit</a> yazısı ilk önce <a href="https://adanakilitparke.com">Adana Kilit Parke</a> üzerinde ortaya çıktı.</p>
]]></content:encoded>
					
					<wfw:commentRss>https://adanakilitparke.com/blog/kayttajan-shkola-pifagora-egje-po-matematike-3/feed/</wfw:commentRss>
			<slash:comments>0</slash:comments>
		
		
			</item>
		<item>
		<title>Superior Round Ranges Торговый Индикатор Круглых Уровней</title>
		<link>https://adanakilitparke.com/blog/superior-round-ranges-torgovyj-indikator-kruglyh/</link>
					<comments>https://adanakilitparke.com/blog/superior-round-ranges-torgovyj-indikator-kruglyh/#respond</comments>
		
		<dc:creator><![CDATA[admin]]></dc:creator>
		<pubDate>Tue, 17 Oct 2023 20:03:07 +0000</pubDate>
				<category><![CDATA[Форекс Обучение]]></category>
		<guid isPermaLink="false">https://adanakilitparke.com/?p=1425</guid>

					<description><![CDATA[<p>Отметим, что эксплицитность смысла является ключевой характеристикой учебного текста, способствующей успешной интерпретации и «присвоению» нового знания адресатом в доступной форме 18. 1) Первый и самый простой в использовании – это индикатор Grid Builder . Он состоит всего из одного параметра «GridSpace» — интервал котировок цены, через которые будут проводится линии на графике. Даже если вы [&#8230;]</p>
<p><a href="https://adanakilitparke.com/blog/superior-round-ranges-torgovyj-indikator-kruglyh/">Superior Round Ranges Торговый Индикатор Круглых Уровней</a> yazısı ilk önce <a href="https://adanakilitparke.com">Adana Kilit Parke</a> üzerinde ortaya çıktı.</p>
]]></description>
										<content:encoded><![CDATA[<p>Отметим, что эксплицитность смысла является ключевой характеристикой учебного текста, способствующей успешной интерпретации и «присвоению» нового знания адресатом в доступной форме 18. 1) Первый и самый простой в использовании – это индикатор Grid Builder . Он состоит всего из одного параметра «GridSpace» — интервал котировок цены, через которые будут проводится линии на графике. Даже если вы потратите время и расчертите график вручную, вы будете путаться в показаниях, поскольку все линии будут одновременно отображаться на каждом таймфрейме. Ситуацию можно облегчить выбором разных цветов для разных таймфреймов, однако, и это не слишком сэкономит для трейдера время и силы.</p>
<h2>Для Чего Нужен И Как Действует Индикатор Для Форекс «круглые Уровни»</h2>
<p><img decoding="async" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' width="609px" alt="индикатор круглых уровней" src="https://boriscooper.org/wp-content/uploads/2021/06/bc888f25-d227-4a13-a909-2492795e8141.jpg"/></p>
<p>Конечно же можно выставить любую цветовую гамму на уровень, все зависит от контраста вашего шаблона. Линии тренда и каналы обычно используются в торговле на Форексе, чтобы определить восходящий и нисходящий тренд и следовать тренду. На многих графиках форекс видно, что линии тренда и каналы могут выступать в качестве важных поворотных моментов для цены. Он рисует уровни (рис. 2), оканчивающиеся не только на 00 и 50, но и на 20 и 80 (в настройках можно включить отображение как обеих групп, так и одной из них). Индикатор круглых уровней (Round-UP) может быть использован в торговле для определения уровней поддержки и сопротивления, а также для принятия решений о входе и выходе из позиции.</p>
<p>При применении их совместно с индикаторами они позволяют открывать и закрывать сделки в наиболее благоприятные моменты. Представляется, что они являются отражением тематических моделей разной степени абстракции, от общего уровня (тема текста) до отдельных аспектов, которые применимы и к учебному тексту. Однако для полноценной характеристики когнитивного потенциала текста стоит выявить частотность, иерархию упомянутых моделей и возможно иные модели, типичные для учебного текста. В целом, если в трейдинге используются такие ценовые значения, индикатор круглых уровней может значительно облегчить и упростить весь торговый процесс. На самом деле разметка круглых уровней делается в считанные секунды вручную, ведь вы даже сами можете нанести горизонтальные линии по цене, которая имеет в своем окончании один или два ноля.</p>
<ul>
<li>Цена его пробила вверх, но мы пока не уверены, что она будет расти.</li>
<li>Вас можно простить за то, что вы по ошибке приняли эти горизонтальные линии за уровни поддержки и сопротивления.</li>
<li>На самом деле это не случайность, что собственно мы и постараемся Вам объяснить в этой публикации, которая будет полностью посвящена индикатору круглых уровней для МетаТрейдер four.</li>
<li>Стоп-лосс устанавливается на вспомогательный круглый уровень 1,0880 (голубая линия, обозначенная как 5).</li>
<li>Зная эту информацию маркетмейкеры используют ее в своих личных финансовых целях.</li>
</ul>
<p>Когда архив полностью скачается к вам в систему, просто распакуйте его и скопируйте содержимое в папку Indicators, находящуюся внутри корневого каталога вашей платформы. Инструмент предназначен для MT4, которая сейчас является одной из самых практичных и удобных для трейдеров. При трейдинге нужно учитывать факт того, что цена на Форекс не всегда доходит до круглого значения . В некоторых случаях она меняет направление в нескольких пунктах от него.</p>
<p>Круглый уровень и на М5 и на Н4 будет одним и тем же, ничего не меняется. Рассмотрим варианты торговли и расскажем, как можно открывать сделки. Более крупным круглым уровнем является котировка, кратная a thousand <a href="https://boriscooper.org/indikatory-kruglykh-urovney/">индикатор круглых уровней</a> пунктам.</p>
<p>Круглые числа для торговли преимущественно используют в качестве точек разворота стоимости. Напомним, что подавляющее большинство участников рынка Форекс и других классов активов склонны открывать и закрывать свои сделки вблизи круглых уровней. Разумеется, цена будет двигаться в сторону этих скоплений ордеров, <a href="https://boriscooper.org/">https://boriscooper.org/</a> поскольку рыночные ордера должны быть сведены с другими ордерами в биржевом стакане.</p>
<p><img decoding="async" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' width="600px" alt="индикатор круглых уровней" src="https://boriscooper.org/wp-content/uploads/2021/06/b1c6a2c5-428f-472b-97eb-aca5af33eae9.jpg"/></p>
<h2>Тест Стратегии Форекс «tss Filter»: +708,29% По Gbp/usd За 12 Мес</h2>
<p>Еще один важный момент, который необходимо упомянуть – торговые инструменты. Круглые <a href="https://ru.investing.com/indices/major-indices">индексы и котировки</a> уровни хорошо работают на основных валютных парах, но при этом практически бесполезны в работе с волатильными кроссами. Поэтому рекомендуется придерживаться наиболее ликвидных инструментов.</p>
<p>Если у Вас будет индикатор Форекс для круглых уровней, проводить анализ можно будет с большой точностью. Помимо индикатора круглых уровней фильтруйте входы в рынок по уровням сопротивления и поддержки, которые цена образовала раньше. Ниже Вы можете наблюдать эти самые уровни поддержки и сопротивления, а также отработку сигнала на покупку по круглым уровням. Расстояние установки тейк-профита от входа в рынок принимается равным двукратному расстоянию от входа в рынок до стоп-лосса.</p>
<p>Фибо-уровни базируются чисто на математике, а, как известно, в рамках рынка в чистом виде работает психология. Потому, на мой взгляд, основой системы могут стать именно классические поддержки и сопротивлении, причем не те, которые строят индикаторы, а те, которые вы будете чертить самостоятельно. Лично я считаю, что к примеру, те же уровни Фибоначчи могут отыгрывать свою роль в качестве фильтра, но не самобытного инструмента, и сейчас я объясню почему. Самое удивительное, что психологические уровни на Форекс работают хотя бы уже по той причине, что вы читаете эту статью. Советники, индикаторы и другие товары, продаваемые в магазине, созданы не нами. Всегда учитывайте, что прибыльность торговли нельзя спрогнозировать, а прошлые результаты не являются гарантией будущих успехов.</p>
<p>Кстати, аналогичным образом построено ценообразование в крупных магазинах и супермаркетах. Еще очень неплохо подобные уровни подтверждаются со стороны ценовых паттернов Value Motion. Изучить ее поможет специализированный курс “Снайпер для начинающих”, где про-трейдер раскладывает все элементы стратегии по полочкам.</p>
<p><a href="https://adanakilitparke.com/blog/superior-round-ranges-torgovyj-indikator-kruglyh/">Superior Round Ranges Торговый Индикатор Круглых Уровней</a> yazısı ilk önce <a href="https://adanakilitparke.com">Adana Kilit Parke</a> üzerinde ortaya çıktı.</p>
]]></content:encoded>
					
					<wfw:commentRss>https://adanakilitparke.com/blog/superior-round-ranges-torgovyj-indikator-kruglyh/feed/</wfw:commentRss>
			<slash:comments>0</slash:comments>
		
		
			</item>
	</channel>
</rss>
