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	<title>IT Образование Archives - REAL ESTATE EXPERT</title>
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		<title>Мужские Браслеты Коллекции Бесконечность</title>
		<link>https://www.barneymcshanerealestate.com/muzhskie-braslety-kollekcii-beskonechnost%d1%8c/</link>
		
		<dc:creator><![CDATA[barney]]></dc:creator>
		<pubDate>Thu, 31 Mar 2022 21:26:00 +0000</pubDate>
				<category><![CDATA[IT Образование]]></category>
		<guid isPermaLink="false">https://www.barneymcshanerealestate.com/?p=1702</guid>

					<description><![CDATA[<p>Содержание Бесконечность Эмодзи Что Сулит Знак Бесконечности: Нумеролог Пояснила Значение Даты 8 Августа Золотое Кольцо &#8220;бесконечность&#8221; В отношении плетения, образ связан с пятью видами изначальной мудрости и символизирует поучения Будды. Это символика взаимозависимости абсолютно всех живых существ и явлений на планете. Классикой считают украшения без всяких излишеств. Здесь нет никаких дополнительных фигур или камней. Мама [&#8230;]</p>
<p>The post <a href="https://www.barneymcshanerealestate.com/muzhskie-braslety-kollekcii-beskonechnost%d1%8c/">Мужские Браслеты Коллекции Бесконечность</a> appeared first on <a href="https://www.barneymcshanerealestate.com">REAL ESTATE EXPERT</a>.</p>
]]></description>
										<content:encoded><![CDATA[<div id="toc" style="background: #f9f9f9;border: 1px solid #aaa;display: table;margin-bottom: 1em;padding: 1em;width: 350px;">
<p class="toctitle" style="font-weight: 700;text-align: center;">Содержание</p>
<ul class="toc_list">
<li><a href="#toc-0">Бесконечность Эмодзи</a></li>
<li><a href="#toc-1">Что Сулит Знак Бесконечности: Нумеролог Пояснила Значение Даты 8 Августа</a></li>
<li><a href="#toc-2">Золотое Кольцо &#8220;бесконечность&#8221;</a></li>
</ul>
</div>
<p>В отношении плетения, образ связан с пятью видами изначальной мудрости и символизирует поучения Будды. Это символика взаимозависимости абсолютно всех живых существ и явлений на планете. Классикой считают украшения без всяких излишеств. Здесь нет никаких дополнительных фигур или камней. Мама или крестная тоже оценят такой подарок от родного человека.</p>
<p>Сегодня браслеты рассматриваются прежде всего как аксессуар, при этом, как одно из самых видных украшений. Браслеты на руке и сейчас могут нести символическое значение. Земные знаки – Телец, Дева, Козерог, для них подходят неброские талисманы с полудрагоценными камнями. Крылья, перышки, птицы, звезды или цветы – их символы.</p>
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" width="300px%" alt="знак бесконечности значение"/></p>
<p>Знак бесконечности также очень напоминает древний символ Уробороса – это змей с переплетённым телом. Этот знак во всех крупных культурах мира имел глубокое значение в религии, магии и философии. Он всегда означал процессы, которые не имею конца и начала. В Индии знак бесконечности символизирует перевоплощение, постоянный и нескончаемый процесс перерождения. Нет ничего постоянного, все меняется, но все возвращается на круги своя, начало есть конец, и конец есть начало. Примерно так можно описать, что значит знак бесконечности среди магов.</p>
<h2 id="toc-0">Бесконечность Эмодзи</h2>
<p>Современные коллекции колец, представленные в интернет магазине Злато юа, включают стильные изделия со смыслом и просто с красивым дизайном. Среди этого великолепия отдельно хочется отметить украшения, которые становятся не просто красивым дополнением образа, а неким символом или даже оберегом. Под все эти моменты идеально подходит колечко в виде знака бесконечности. Однако, данный символ имеет настолько широкое значение, что его начали использовать даже в мистике, где он обозначает змея, который пожирает свой хвост. С данной точки зрения, знак бесконечности, или перевернутая восьмерка воспринимается как символ цикличности, бессмертия, вечности.</p>
<p>Подвеску-оберег носят на цепочке на шее, иногда скрывают под одеждой от чужих глаз. Человек способен заряжать талисман энергией, если он ассоциируется с близкими людьми и приятными воспоминаниями. Важно, чтобы владелец верил в силу оберега, но должен пройти некоторый период, чтобы талисман начал действовать.</p>
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" width="309px%" alt="знак бесконечности значение"/></p>
<p>Ювелирное украшение в виде собаки будет охранять вас от всего плохого. Амулет способен защитить малыша от всего плохого – болезней, сглаза и другого, таким образом, обеспечивая им беззаботное взросление. Украшения в виде лошади подходит творческой личности. Лошадь поможет развить фантазийные и креативные способности. На Востоке верят, что лошадь благодетельствует каждому, который имеет необходимость в протекции, охране от недобрых духов. Слоны служат мощным энергетическим символом, олицетворяющим желания людей – благосостояние, власть, силу духа, счастье, сострадание.</p>
<h2 id="toc-1">Что Сулит Знак Бесконечности: Нумеролог Пояснила Значение Даты 8 Августа</h2>
<p>Буква M со стрелкой на конце иллюстрирует Скорпионов – знак с мощной энергетикой. Талисманы помогают направить силу в правильное русло. Рекомендуют выбирать рубины, синие сапфиры, опалы и кораллы.</p>
<ul>
<li>В некоторых культурах он обозначает плодородие, женское начало и материнство.</li>
<li>Внешнее пространство – это быт, насущные дела и заботы.</li>
<li>Очень темные розы принято называть черными, но вблизи можно разглядеть, что на самом деле они имеют глубокий бордовый оттенок.</li>
<li>Астрологи считают, что оберег придает жизненные силы и приносит удачу.</li>
<li>Украшения со знаком бесконечности символизируют безграничные возможности, преданную любовь.</li>
</ul>
<p>Зажмите кнопку «Alt», наберите «8734» (в правой колодке клавиатуры) и отпустите «Alt». Китайцы верят, что у единорога есть священная сила, с помощью которой он приносит добро людям. Китайский единорог или Ци Линь символизирует продолжительность жизни, роскошь, празднество, великолепие, счастье и радость. В китайской мифологии считается, что единорог любит одиночество.</p>
<p>Значение этого символа все же не так однозначно. Это также знак непрерывного движения, вечного стремления к самосовершенствованию и познанию неизведанного внутреннего потенциала. Никто не запрещает брать такие вещи для помолвки.</p>
<p>Кулон подчеркивает индивидуальность владельца, демонстрируя окружающим принадлежность к одному из двенадцати знаков зодиака. Их носят на цепочках на шее или украшают браслет на руке. У каждого знака есть металлы и драгоценные камни, которые им подходят. Учитывайте это при выборе ювелирного украшения, чтобы оно выполняло свое предназначение. Дельфин олицетворяет собой силу моря, скорость, преданную любовь, спасение, превращение.</p>
<h2 id="toc-2">Золотое Кольцо &#8220;бесконечность&#8221;</h2>
<p>Изображение Весов схематично передает название знака. Для них подходят практически все минералы, особенно – опал, аквамарин, алмаз. Клавиша Option в macOS эквивалентна клавише alt в ОС Windows. Вы можете использовать шестнадцатеричный код 221E с ключом опции в macOS. Однако для этого метода требуется клавиатура с отдельной цифровой клавиатурой. Если вы используете компактный ноутбук, у которого нет отдельной цифровой клавиатуры, ознакомьтесь с этой статьей о том, поддерживает ли ваша клавиатура альтернативный код.</p>
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" width="308px%" alt="знак бесконечности значение"/></p>
<p>Поверьте, эта изысканная ювелирная бижутерия будет стоить заплаченных за нее денег. Такое качественное совершенное изделие со временем не потеряет свой первоначальный вид. Это кольцо всегда будет выглядеть роскошным и шикарным. Оно никогда не перестанет радовать взгляд своей красотой и простотой. Данный вид бижутерия станет хорошим подарком тем людям, которые предпочитают носить самые идеальные и совершенные вещи. Символ «бесконечности» – это математический знак, который используют для обозначения нескончаемого множества.</p>
<h2 id="toc-3">Символика Цвета Лепестков Роз</h2>
<p>Это основная философия «перевернутой восьмерки». Кстати, такой знак абсолютно не математический символ, как обычно, всплывает из нашей памяти. С этим знаком были знакомы еще тибетские монахи, которые изображали его на всем, что имело смысл и на том, чему хотели придать особое значение. В нашем варианте украшения, к знаку <a href="https://deveducation.com/blog/znachenie-graficheskikh-znakov-top-16-populyarnykh-simvolov/">знак бесконечности значение</a> бесконечности прилагается еще и маленькое сердечко, поэтому с ним можно признаться в вечной любви. Браслет серебряный Бесконечность с Сердечком на двойной цепочке ВС-157р &#8211; красивый аксессуар со смыслом. Две нежные цепочки аккуратно поддерживают акцентную серединку &#8211; знак бесконечности и полированное серебряное сердечко.</p>
<p>В любом случае, если повесить этот знак в любой комнате, то он будет гармонизировать пространство. Если носить этот символ на себе, он будет давать энергию и силу, а также преобразовывать негативную энергию в позитивную. Этот знак можно рисовать на любой части тела, которая нуждается в дополнительной энергии. Например, если нужно усилить какой-то орган (легкие, сердце, ноги, плечи и так далее), то именно там можно нарисовать бесконечность.</p>
<h2 id="toc-5">Что Обозначают Красные Браслеты?</h2>
<p>Что означает цепочка на ноге женщины в разных культурах? В нашей это исключительно модный аксессуар, но на востоке браслет для ноги может говорить больше, чем о стиле. Водолеям важно духовное и профессиональное развитие. Синий сапфир, аквамарин, рубин и аметист – обереги, которые помогают достичь успеха. Девы созданы для постоянного обучения и развития.</p>
<p>Концепция бесконечности, без начала и конца, всегда пленила человеческий разум. В ювелирном искусстве браслет бесконечность серебро – <a href="https://deveducation.com/">https://deveducation.com/</a> одно из самых востребованных торговых позиций. Квадрат известен еще с древних времен, применялся практически во всех цивилизациях.</p>
<p>Подобно служебной программе «Символ» внутри документов Office, вы можете использовать приложение «Карта символов» для копирования символа бесконечности. Преимущество здесь в том, что вы можете использовать приложение независимо, чтобы вставить символ в любом месте, где вам нужно. В приведенном выше методе мы используем десятичный код вместе с клавишами alt на клавиатуре. В качестве альтернативы вы также можете использовать шестнадцатеричное значение с альтернативным кодом. Но этот метод будет работать только с документами Microsoft Word.</p>
<p>По одной версии, это связано с римским числом 1000 (изначально выглядевшим так ↀ , или так CƆ). По другой — с последней буквой греческого алфавита омегой (ω) . Применяется этот знак, в основном, в математике. Помню, как чувствовал себя обманутым, когда узнал, что на ноль делить, всё-таки, можно.</p>
<p>The post <a href="https://www.barneymcshanerealestate.com/muzhskie-braslety-kollekcii-beskonechnost%d1%8c/">Мужские Браслеты Коллекции Бесконечность</a> appeared first on <a href="https://www.barneymcshanerealestate.com">REAL ESTATE EXPERT</a>.</p>
]]></content:encoded>
					
		
		
			</item>
		<item>
		<title>Таргетированная Реклама В Социальных Сетях</title>
		<link>https://www.barneymcshanerealestate.com/targetirovannaja-reklama-v-social%d1%8cnyh-setjah/</link>
		
		<dc:creator><![CDATA[barney]]></dc:creator>
		<pubDate>Sat, 17 Apr 2021 00:41:54 +0000</pubDate>
				<category><![CDATA[IT Образование]]></category>
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					<description><![CDATA[<p>Содержание О Книге Таргетированная Реклама В Социальных Сетях: Точно В Яблочко Получайте Больше Клиентов Из Facebook И Instagram Продажи, Лиды Узнаваемость Бренда, Охват Что Такое Facebook Реклама: Руководство Обучение Таргетингу В Facebook И Instagram На Своем Проекте Как Не Попасть Впросак Настраивая Таргетинг Фейсбук? При желании все параметры сравниваются между собой для эффективности кампании. Пункт [&#8230;]</p>
<p>The post <a href="https://www.barneymcshanerealestate.com/targetirovannaja-reklama-v-social%d1%8cnyh-setjah/">Таргетированная Реклама В Социальных Сетях</a> appeared first on <a href="https://www.barneymcshanerealestate.com">REAL ESTATE EXPERT</a>.</p>
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										<content:encoded><![CDATA[<div id="toc" style="background: #f9f9f9;border: 1px solid #aaa;display: table;margin-bottom: 1em;padding: 1em;width: 350px;">
<p class="toctitle" style="font-weight: 700;text-align: center;">Содержание</p>
<ul class="toc_list">
<li><a href="#toc-0">О Книге Таргетированная Реклама В Социальных Сетях: Точно В Яблочко  Получайте Больше Клиентов Из Facebook И Instagram</a></li>
<li><a href="#toc-1">Продажи, Лиды</a></li>
<li><a href="#toc-2">Узнаваемость Бренда, Охват</a></li>
<li><a href="#toc-3">Что Такое Facebook Реклама: Руководство</a></li>
<li><a href="#toc-4">Обучение Таргетингу В Facebook И Instagram На Своем Проекте</a></li>
<li><a href="#toc-6">Как Не Попасть Впросак Настраивая Таргетинг Фейсбук?</a></li>
</ul>
</div>
<p>При желании все параметры сравниваются между собой для эффективности кампании. Пункт меню «предложение» в продвижение facebookво Львове аккаунта предлагает создать предложения, при помощи которых пользователи могут сохранять их и получать напоминания. <a href="https://deveducation.com/blog/taktika-reklamnogo-targetinga-v-facebook/">тактика рекламного таргетинга в Facebook</a> При продвижении фейсбук очень важно правильно настроить пункт меню «аудитория». Именно на нее будет запускать рекламная кампания. Сделать это можно через ADSManager выбрав пункт меню «аудитории», а затем «создать новую аудиторию».</p>
<p>Среди площадок для продвижения лидирует Facebook, где Ads могут видеть 1,5 миллиарда пользователей ежедневно. Основная цель таргетинга — создание рекламного сообщения для целевой аудитории и повышение его эффективности. Разделов “Товары/Услуги”, “Заметки” &#8211; для Facebook; Массфолловинг, масслайкинг; Создание сторис, работа с &#8230; Рекламного кабинета и проведение рекламных кампаний – таргетированная реклама (промоутирование постов); Ежемесячная отчетность. Пробуйте показывать посты друзьям ваших подписчиков, фанам вашей страницы, то есть выделять небольшой бюджет для тестирования реакции аудитории на ваш контент. При удовлетворительной реакции можно расширять рекламную кампанию на интересы, поведение и по кастомным аудиториям, о которых упоминалось выше.</p>
<ul>
<li>Таргетинговые опции Facebook дают такую возможность.</li>
<li>Управление командой, задачами, анализ результатов.</li>
<li>Рекламный аукцион поднялся, и подходы к запуску рекламы изменились от стадии подготовки до создания объявлений.</li>
<li>Потенциальному заказчику/покупателю все равно, насколько замечательный/невероятный/универсальный Ваш продукт.</li>
<li>Фид может содержать много интересных критериев, например, цвет, бренд, наличие, цена и т.</li>
<li>Этот метод выделяет людей, которые на протяжении следующих 30 дней будут праздновать годовщину.</li>
</ul>
<p>Рекламы в сети Интернет, в частности в рекламы в социальных сетях Фейсбук и Инстаграм зависит от тематики и сферы бизнеса. Учитывается специфика продукта, уровень конкуренции, ценовая политика и ряд других факторов, которые могут усложнять или упрощать работу специалиста-таргетолога. Конвертация трафика (доведение пользователей до совершения целевого для бизнеса действия). Таргетинг Фейсбук позволяет привлечь новых пользователей даже при отсутствии собственной базы. Для создания аудитории модно воспользоваться источниками ФБ.</p>
<p>Вы можете подобрать аудиторию тех, у кого скоро годовщина. Это полезно если вы хотите предложить им ювелирные украшения, доставку букетов, или еще какие то сопутствующие услуги и товары. Для качественной рекламы выбирайте исполнителей с опытом, WebIdea — компания с 12 летним стажем предлагает вам свои услуги.</p>
<h2 id="toc-0">О Книге Таргетированная Реклама В Социальных Сетях: Точно В Яблочко  Получайте Больше Клиентов Из Facebook И Instagram</h2>
<p>Тогда лови пошаговое руководство, с которым тебе проще будет освоить ключевые настройки Facebook Ads Manager, а с ними – и таргетинг в принципе. По итогам первых трех месяцев этого года прибыль Facebook выросла до $9,5 млрд благодаря росту цен на рекламу на 30%. В компании ожидают, что второй квартал будет таким же удачным, а вот в третьем и четвертом рост доходов замедлится. Если ваш call-tracking отслеживает источник звонка вплоть до аудитории, то это поможет понять какая из аудиторий хорошо отрабатывает. &#8220;RECLAMARE&#8221; является зарегистрированной торговой маркой. Копирование или использование материалов сайта запрещено.</p>
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" width="300px%" alt="таргетинг в Facebook"/></p>
<p>Таргетируйтесь на людей, которые регулярно посещают ваш сайт. Например, вы предлагаете услугу большему количеству покупателей. Можно показывать свой ресурс тем людям, которые по той или иной причине его не покупают. Возможно, они еще не готовы инвестировать средства на покупку того или иного товара, поэтому вам нужно показаться именно в тот момент, когда они решатся с вами взаимодействовать. Отфильтровать ее вам позволит все тот же Фейсбук. Анализ показал, что примерно в 50% кампаний выбранные рекламодателями аудитории по интересам были слишком узкими, т.</p>
<p>Подумайте, чего вы ожидаете от пользователей и выберите нужный CTA. Это может быть переход на сайт, заполнение формы регистрации или переписка в мессенджере. Ниже мы подготовили несколько полезных советов, которые помогут вам улучшить свои рекламные кампании в Facebook.</p>
<h2 id="toc-1">Продажи, Лиды</h2>
<p>Сервис выделяет людей, которые ранее заходили на ваши аккаунты в Фэйсбук и Инстаграм. Вы также можете загрузить в ФБ свою клиентскую базу из CRM. Он позволит получить высокий показатель конверсии при сокращении сроки проведения кампании, когда ваши потребители уже знакомы с вашей продукцией. Также вы можете оптимизировать ваши финансовые расходы, указав для каждого отдельного пользователя предполагаемую сумму чека. То есть, таргетинг Фейсбук – это мощный инструмент продвижения вашей компании и продукции на рынке. Те, кто считает таргетинговый инвентарь Facebook скудным, очень сильно ошибаются.</p>
<p>Поля можно добавлять, удалять с целью наиболее точной фильтрации кликнувших по объявлению пользователей. Наше Агентство интернет маркетинга поможет вам настроить рекламную кампанию. В рекламе фейсбук аккаунта для получения более качественного трафика можно указывать дополнительные поля и вопросы. При желании лид-форму можно не редактировать, но вовремя продвижения в фейсбукево Львове вы получите некачественные данные так как пользователи не заполняют эти поля самостоятельно. Facebook реклама позволяет определить другие цели, например, конверсию, которая также важна для продвижения в facebook. Фейсбук определяет тех пользователей, которые совершили какое-то либо действие на сайте, например, оставили заявку.</p>
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" width="309px%" alt="таргетинг в Facebook"/></p>
<p>Даже если ваша целевая — холостые фанаты Звездный Войн, живущие возле аэропорта. Чтобы ваша реклама в Фейсбук принесла вам желаемый результат пропишите стратегию таргетинга и правильно выберите рекламную цель. Видео нынче в тренде, поэтому промоутируйте просмотры.</p>
<p>С помощью этого типа рекламы вы можете повышать заинтересованность пользователей к публикациям страницы, привлекать подписчиков и потенциальных клиентов, а также повышать узнаваемость бренда. С его помощью можно определить, какая реклама будет наиболее эффективной. Вы можете тестировать рекламный креатив, аудиторию, место размещения. A/B тестирование в Facebook позволяет измерить результаты изменений в рекламе или быстро сравнить две стратегии для достижения поставленных целей.</p>
<p>Реклама в фейсбукево Львове позволяет получить форму куда можно занести информацию о фирме, предлагаемых товарах и услугах. Данная форма становится вида участнику соцсети после клика на рекламное сообщение в ленте. Форма имеет поля, которые необходимы для сбора данных о пользователях.</p>
<h2 id="toc-2">Узнаваемость Бренда, Охват</h2>
<p>В таких случаях таргетинг на большую аудиторию просто привел бы к растрате бюджета и не принес бы эффекта в виде продаж/лидов. Среди всех крупнейших социальных платформ мира Facebook предлагает наиболее широкие рекламные возможности. Владельцу бизнеса предлагается целый ряд рекламных решений, которые позволяют эффективно взаимодействовать с аудиторией. Правда, вряд ли в мире найдется специалист, который сможет со 100%-ной точностью предсказать, каким будет эффект от использования того или иного рекламного формата. Достоверные данные относительно того, что лучше всего работает для конкретной компании и ниши, можно получить только на практике. Именно потому реклама в Facebook — один из самых эффективных каналов для e-commerce, FMCG, сферы услуг и прочих бизнесов не только B2C, но и B2B сферы.</p>
<p><img decoding="async" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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" width="309px%" alt="таргетинг в Facebook"/></p>
<p>Чтобы масштабировать рабочую рекламную кампанию, не стоит спешить и ожидать увеличения бюджета на 5–10% в неделю. Обязательно разделите аудиторию по площадкам и типу устройств. То есть разделите все креативы, баннера, которые показываете для десктопных и мобильных устройств, а также на площадках Фейсбук и Инстаграм. Есть большая разница между этими аудиториями, поэтому нужно максимально адаптировать контент под требования соцсетей.</p>
<h2 id="toc-3">Что Такое Facebook Реклама: Руководство</h2>
<p>Этот параметр имеет решающее значение, особенно если есть много других рекламодателей, нацеленных на ту же аудиторию, что и вы. В этом случае цена за каждый клик и тысячу показов вырастет. Ставка — это сумма денег, которую вы выбираете для оплаты определенного действия. Вы можете выбрать оплату по модели CPC, CPM, цены за лайк, цены за установку приложения.</p>
<h2 id="toc-4">Обучение Таргетингу В Facebook И Instagram На Своем Проекте</h2>
<p>Данные основаны на том, с какого девайса пользователь входит в систему. Если Вы занимаетесь продажей рекламы или услуг связанных с ней, можете смело таргетироваться на страницы админов. Такой таргетинг – это еще одна возможность для бизнеса <a href="https://deveducation.com/">https://deveducation.com/</a> продать больше подарков и сертификатов впечатлений, конфет, цветов, красивой одежды и косметики, и прочих милых вещей. Фильтр Поколение Х (родившиеся в 60х) и Поколение Y (родившиеся после 80х) особенно хорошо разделяет их за поведением.</p>
<h2 id="toc-5">Уровень Конверсии Facebook Рекламы</h2>
<p>В ней вы увидите все объявления, которые показываются в Facebook и Instagram. Анализируйте рекламные кампании конкурентов и делайте свои предложения лучше. Чтобы повысить эффективность рекламных кампаний в Facebook, можно через них привлекать пользователей в Facebook Messenger.</p>
<h2 id="toc-6">Как Не Попасть Впросак Настраивая Таргетинг Фейсбук?</h2>
<p>Теперь, давайте разберем, как создавать рекламные объявления прямо со своей Facebook страницы. Следуйте пошаговому руководству ниже, чтобы настроить первую кампанию. Facebook помогает с большой точностью таргетировать рекламу на подростков, учителей, водителей, врачей и так далее. Наибольшей эффективности рекламной кампании можно добиться только путем тонкой настройки различных параметров объявлений. Для этого важно регулярно анализировать результаты по отчетам, чтобы понять, какая стратегия в вашем случае будет наиболее выгодной.</p>
<p>Рекомендую крупным брендам с большими бюджетами. Локальный бизнес может его использовать для того, чтобы привлекать как можно больше аудитории. Для достижения результата необходимо конверсий в неделю. Если их меньше, то можно выбрать любое другое действие. Например, не оплатить покупку в интернет-магазине, а положить в корзину и оптимизировать рекламу под это действие. Это поможет Фейсбуку быстрее понять вашу аудиторию и показываться ей чаще.</p>
<p>The post <a href="https://www.barneymcshanerealestate.com/targetirovannaja-reklama-v-social%d1%8cnyh-setjah/">Таргетированная Реклама В Социальных Сетях</a> appeared first on <a href="https://www.barneymcshanerealestate.com">REAL ESTATE EXPERT</a>.</p>
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			</item>
		<item>
		<title>Какое Направление В It Выбрать?</title>
		<link>https://www.barneymcshanerealestate.com/kakoe-napravlenie-v-it-vybrat%d1%8c/</link>
		
		<dc:creator><![CDATA[barney]]></dc:creator>
		<pubDate>Mon, 14 Sep 2020 23:48:35 +0000</pubDate>
				<category><![CDATA[IT Образование]]></category>
		<guid isPermaLink="false">https://www.barneymcshanerealestate.com/?p=1637</guid>

					<description><![CDATA[<p>Содержание Пройдите Тест На It Все Результаты Служба Занятости Предлагает Киевлянам Пройти Тест Как Выбрать Специальность И Какие Они Бывают? Спасибо за помощь в написании статьи 46 украинским QA- и Test-инженерам, которые поделились с DOU таинствами своей профессии. Приведенные в статье цитаты взяты из их рассказов. Переквалифицироваться в бизнес-аналитики или программисты. Привлекает QA-инженеров возможность улучшать [&#8230;]</p>
<p>The post <a href="https://www.barneymcshanerealestate.com/kakoe-napravlenie-v-it-vybrat%d1%8c/">Какое Направление В It Выбрать?</a> appeared first on <a href="https://www.barneymcshanerealestate.com">REAL ESTATE EXPERT</a>.</p>
]]></description>
										<content:encoded><![CDATA[<div id="toc" style="background: #f9f9f9;border: 1px solid #aaa;display: table;margin-bottom: 1em;padding: 1em;width: 350px;">
<p class="toctitle" style="font-weight: 700;text-align: center;">Содержание</p>
<ul class="toc_list">
<li><a href="#toc-0">Пройдите Тест На It</a></li>
<li><a href="#toc-1">Все Результаты</a></li>
<li><a href="#toc-2">Служба Занятости Предлагает Киевлянам Пройти Тест</a></li>
<li><a href="#toc-3">Как Выбрать Специальность И Какие Они Бывают?</a></li>
</ul>
</div>
<p>Спасибо за помощь в написании статьи 46 украинским QA- и Test-инженерам, которые поделились с DOU таинствами своей профессии. Приведенные в статье цитаты взяты из их рассказов. Переквалифицироваться в бизнес-аналитики или программисты. Привлекает QA-инженеров возможность улучшать качество продукта и при этом осваивать разные технологии и вникать в детали продукта. После детального анализа выбранных профессий можно взвесить все «за» и «против» и в итоге остановиться на чём-нибудь одном. Изучая иностранный язык, нужно начать с грамматики, а не получать разговорный опыт без знания грамматических основ.</p>
<p>Как же определиться в выборе пути человеку, который ранее никак не был связан с данной сферой. После того, как ваш ребенок пройдет тест на профориентацию, вы будете видеть четкий список по приоритетам выбора профессии. Этот критерий составляется сначала отдельно по интересам, способностям и желаниям ребенка, потом он входит в общий список приоритетных профессиональных направлений. В основе выбора специализаций заложено 128 профессий, но это не предел для современного мира информации и технологии. Поэтому так важно знать свои сильные стороны и слабости, чтобы сделать осознанный выбор в самом начале пути выбора профессии.</p>
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" width="302px%" alt="тест на it профессию"/></p>
<p>Попробуй себя в ТОП-5 самых популярных IT специальностей. Почему начинающим айтишникам важно учить именно “английский язык для программистов”?</p>
<p>Ты сможешь ощутить себя веб-дизайнером, тестировщиком, разработчиком приложений и сайтов. В компании EduSteps мы гарантируем конфиденциальность на всех уровнях подбора и зачисления в Университет. Вы можете довериться опыту наших консультантов, потому что с 2010 года они помогают студентам учиться за границей. Единственное, о чем я жалею — это то, что не прошла такой тест раньше. Сейчас могу радоваться за студентов, которые благодаря EduSteps выбирают свою профессию уверенно и свободно. Только здесь мне смогли обьяснить js человеческим языком.</p>
<p>Большое разнообразие тестов представлено на площадке Brainbench.com. Во-первых, тесты здесь в основном платные, а во-вторых, они на английском. Для тех, у кого нет проблем с языком, есть перечень бесплатных тестов, например Python и Objective C, но чтобы их пройти, нужно сперва зарегистрироваться на сайте. Зато на Brainbench.com можно получить сертификацию. Престижность и востребованность ІТ-профессионалов на рынке труда неоспорима. Тем не менее, не стоит выбирать данную профессию только из-за популярности и высокого дохода.</p>
<h2 id="toc-0">Пройдите Тест На It</h2>
<p>Несколько ребят уже прошли такой тест на профориентацию “Выбор карьеры” в EduSteps. В дальнейшем они выбрали свою программу обучения <a href="https://deveducation.com/">https://deveducation.com/</a> под свои сильные качества. Когда я искала ответ на этот вопрос, мне порекомендовали такой тест и результат не заставил долго ждать.</p>
<p><img decoding="async" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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" width="303px%" alt="тест на it профессию"/></p>
<p>Пятая причина &#8211; разумно инвестировать финансовые вложения родителей. Это распространенное опасение детей, которые представляют интересы семьи. Родители, прочитайте этот пункт внимательно. Тест на профориентацию выдержал все требования на достоверность и четкость результатов. Будущий студент анализирует, взвешивает дальнейшее решение и делает уверенный шаг.</p>
<p>Результаты теста помогут лучшим образом сориентироваться в вариантах деятельности и по максимуму испробовать их на себе. Меня лично поразила точность и прицельность данных, которые отобразили мою индивидуальность. Первая причина &#8211; узнать больше о своих профессиональных качествах.</p>
<p>На портале представлена ​​информация об учебных центрах Украины, образовательные мероприятия, ключевых IT-профессиях, учебных материалах и карьерных возможностях в IT. Фонд BrainBasket разработал и выложил в свободный доступ профориентационный тест для всех, кто хочет работать в IТ-отрасли, но еще не определился с конкретной профессией. Предприниматель, политик, general manager в любой области.</p>
<p>Освоить это направление достаточно легко, но… данная профессия считается одной из самых тяжелых психологически. Нужно 20 раз подумать, прежде чем выбирать эту специальность. Нужна большая усидчивость и самодисциплина.</p>
<h2 id="toc-1">Все Результаты</h2>
<p>Информационный портал создан в 2016 году при участии специалистов профориентации, работников многих профессий и менеджеров. Направление портала ориентировано на информирование посетителей в области выбора профессии и их особенностей. Специалист по интеграции баз данных &#8211; один из самых высокооплачиваемых специалистов во всей ИТ-индустрии.</p>
<p>Quality Assurance engineer— это специалист по обеспечению качества, деятельность которого направлена на улучшение процесса разработки ПО, предотвращение дефектов и выявление ошибок в работе продукта. Интерес к знаковым системам у Тебя мало выражен. Однако Ты способен оперативно и тщательно выполнять свои обязанности. К тому же, дисциплина и требовательность к себе помогут покорить любую вершину, было бы желание.</p>
<h2 id="toc-2">Служба Занятости Предлагает Киевлянам Пройти Тест</h2>
<p>Цель данного теста &#8211; сориентировать человека в соответствии с его склонностями и подсказать, на какие IT-профессии следует обратить внимание в первую очередь. JS разработчик – в этой специальности может быть два направления – фронтенд и бекенд. В наших широтах распространен именно фронтенд.</p>
<ul>
<li>Одна из задач консультации – обозначить те варианты приложения себя, где с данным образованием, со своими уникальными способностями, личностными особенностями можно успешно и с интересом для себя реализоваться.</li>
<li>В других случаях &#8211; человек ничем не интересуется и думает, что его ни к чему не тянет.</li>
<li>Мы рекомендуем своих выпускников топовым веб-студиям.</li>
<li>Направление портала ориентировано на информирование посетителей в области выбора профессии и их особенностей.</li>
</ul>
<p>То что сейчас многие “хотят в IT через QA” потому что “там платят нормально”? Кстати, я более чем отлично помню как я начинал и вы совершенно правы, условия были другими. И компаний, и вакансий было куда меньше, ни курсов, ни тренингов, ни каких других подобных инстанций не было.</p>
<p>В апробации и подтверждении эффективности тест приняли участие более 7000 человек. В 2015 году тест на профориентацию был адаптирован для Украины. В адаптации теста приняло участие 1260 человек в возрасте от 20 до 40 лет из разных городов Украины. Тест разработан в 2007 году в Центре тестирования и развития на базе факультета психологии МГУ им. Ломоносова под научным руководством доктора психологических наук, профессора МГУ Александра Шмелева.</p>
<h2 id="toc-4">Профориентационный Тест В It</h2>
<p>Если в компании все удовлетворены своей зарплатой, обязанностями и работой в целом — HR справился со своей задачей на «отлично». И верить одному только тесту конечно не стоит, но в комплексе советуем его использовать. Зарплата в этой профессии сильно зависит от проданных проектов, соответственно можно заработать хорошо, а можно очень плохо, при этом вина может быть совершенно не в вас – просто не было новых клиентов и все тут. Если есть холодные продажи, то это далеко не сахар.</p>
<p>У вас большой багаж знаний в продажах и вы хотите в IT – начните с Sales менеджера. Вы стрессоустойчивы и общительны – попробуйте себя в профессии PM менеджера. По сути только эти 3 профессии не требуют каких то особых <a href="https://deveducation.com/blog/kem-rabotat-v-it-test-na-proforientatsiiy/">тест на it профессию</a> навыков в IT, поэтому если у вас есть багаж знаний – используйте его. »Ведь в данной сфере достаточно широкий выбор профессий. Именно это и объясняет тот факт, что любой человек может найти работу по душе.</p>
<p>Более того, самоучек очень неохотно берут на работу без опыта. Меньше всего видят своих детей в сфере образования — 4%, стартапах — 5% и общественном секторе — 6%. Данные услуги особенно эффективны в случаях определения дальнейшего профессионального пути развития человека, построения плана карьерного развития, нахождения оптимальных для работников позиций и должностей. Основное назначение &#8211; выявление компетенций, способностей, мотивации для прогнозирования дальнейшего профессионального и карьерного развития.</p>
<p>The post <a href="https://www.barneymcshanerealestate.com/kakoe-napravlenie-v-it-vybrat%d1%8c/">Какое Направление В It Выбрать?</a> appeared first on <a href="https://www.barneymcshanerealestate.com">REAL ESTATE EXPERT</a>.</p>
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