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	<title>IT Образование &#8211; Silvaventus d.o.o</title>
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	<description>Strokovnjaki za nov in star les.</description>
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		<title>Психологический Тест По Картинке С Новогодними Елочными Игрушками</title>
		<link>https://www.silvaventus.com/psihologicheskij-test-po-kartinke-s-novogodnimi/</link>
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		<dc:creator><![CDATA[admin]]></dc:creator>
		<pubDate>Thu, 17 Feb 2022 22:10:20 +0000</pubDate>
				<category><![CDATA[IT Образование]]></category>
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					<description><![CDATA[Содержание Создаем Тест Тест &#8220;твоя Профессия В It&#8221; Почему Родителям Стоит Записать Своего Ребенка На Тест На Профориентацию? Вопрос  3: Тестовые Данные Этот Пространственный Тест Поможет Вам Узнать, Какая Профессия Идеально Раскроет Весь Ваш Потенциал! Если эти этапы организованы и [&#8230;]]]></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">Создаем Тест</a></li>
<li><a href="#toc-1">Тест &#8220;твоя Профессия В It&#8221;</a></li>
<li><a href="#toc-2">Почему Родителям Стоит Записать Своего Ребенка На Тест На Профориентацию?</a></li>
<li><a href="#toc-3">Вопрос  3: Тестовые Данные</a></li>
<li><a href="#toc-4">Этот Пространственный Тест Поможет Вам Узнать, Какая Профессия Идеально Раскроет Весь Ваш Потенциал!</a></li>
</ul>
</div>
<p>Если эти этапы организованы и пройдены, то трудоустройство и адаптация на производстве не вызывает трудностей. — Нужно понимать для себя и объяснять детям, что любая профессия — выбор образа жизни и самореализация. Важно понимание, из чего состоит рабочая рутина, основные повторяющиеся изо дня в день задачи.</p>
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" width="301px%" alt="тест кем работать"/></p>
<p>Возможно, вы узнаете об ограничениях в инструментах тестирования. В моей практике был случай, когда у заказчика был определенный набор софта и библиотек для автоматизации. Это внесло коррективы в расписание, потому что нашим тестировщикам надо было изучить <a href="https://deveducation.com/">https://deveducation.com/</a> некоторые с нуля. Из-за того, что мы не обсудили этот момент на старте, ситуация повлекла за собой переработки. Важность этого вопроса я прочувствовал на своем опыте. Однажды запросил тестовые данные за месяц до непосредственного тестирования.</p>
<h2 id="toc-0">Создаем Тест</h2>
<p>Когда понимаю, что профессия журналиста шире, чем просто писать тексты, — у меня более трезвый взгляд на выбор профессии. Знаю, что некоторые родители стремятся проделать профориентационный тест ребенку в шесть-девять лет. Важно поддерживать интересы ребенка и развивать его умение делать выбор. Тогда в 10 классе никакие тесты делать не придется. А может человек «сова» и он больше предрасположен работать во второй половине дня, а не в первой.</p>
<p>Помните, что по многим специальностям можно получить образование в частном порядке, добрать курсами. Родителям при выборе профессионального направления ребенка в первую очередь важно определять его интересы. У ребенка может быть хорошо и с математикой, и с физикой, и с языками, но интереснее всего для него — биология.</p>
<p><img decoding="async" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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width="306px%" alt="тест кем работать"/></p>
<p>Тест помогает понять над чем работать в процессе подготовки перед ЗНО и является хорошим методом для определения своих интересов и мотивации, а также оценки способностей. Результаты теста помогают выстроить алгоритм индивидуального обучения для ученика. Общая структура теста на профориентацию “Выбор Карьеры” имеет три основных блока на различные особенности личности, темперамента и способностей. Вопросы изложены в простой форме и все они касаются школьной программы.</p>
<h2 id="toc-1">Тест &#8220;твоя Профессия В It&#8221;</h2>
<p>Тест-план целесообразно писать для длительных проектов. Если ваш проект рассчитан на месяц-два, времени на обширную документацию нет и вы уверены, что не придется вводить в проект новых тестировщиков, тест-стратегии будет достаточно. Она может быть как составляющей частью тест-плана, так и отдельным документом, в котором описано, как именно вы будете проводить тестирование. Практически на всех проектах, где мне довелось работать, был тест-план. Этот документ колоссально облегчал жизнь тестировщиков и делал ценность нашей работы для заказчика очевидной. Чтобы тест-план работал в интересах команды, надо составлять его с умом, при этом задавая правильные вопросы клиенту.</p>
<ul>
<li>К примеру, куда пойти учиться, если хорошо знаешь математику?</li>
<li>Помните, что по многим специальностям можно получить образование в частном порядке, добрать курсами.</li>
<li>Например, человек работал юристом, а сейчас хочет в Тибете медитацию преподавать.</li>
<li>Исследование таланта направляется на поиск самых мощных ресурсов психики.</li>
<li>Ведь каждый человек стремиться к гармонии и счастью.</li>
<li>Уточните, работаете ли по Scrum или другой методологии, обозначьте этапы, на которых будете начинать тестирование.</li>
</ul>
<p>А то сейчас профессионалам свойственно хотеть диаметрально противоположного. Например, человек работал юристом, а сейчас хочет в Тибете медитацию преподавать. Может быть, рисую идеальную картину, но не встречала ребят, мечтающих стать специалистом в профессии, которая бы уже исчезала. Например, библиотекарем (с темпами автоматизации профессия исчезнет, как и ряд других). Наоборот, иногда основной критерий выбора профессии — это перспективность.</p>
<p>Но старайтесь как можно реже выбирать второй вариант «Затрудняюсь ответить», поскольку это может снизить точность полученных результатов. Однако Ты способен оперативно и тщательно выполнять свои обязанности. К тому же, дисциплина и требовательность к себе помогут покорить любую вершину, было бы желание. Гибкость и скорость принятия решений способствуют достижению наилучшего результата. Тебе подойдет работа геолога, мелиоратора, эколога, инженера, гидролога, конструктора, ученого.</p>
<p>Будущие токари, столяры и сварщики оканчивали 8 классов школы и шли в профессионально-техническое училище (ПТУ). Этот шаг обычно становился венцом жизненных достижений миллионов молодых людей. Мы надеемся, что информация, полученная из этого астрологического теста, поможет вам найти работу по душе.</p>
<p>Все это поможет команде и клиенту быть на одной странице, видеть процесс одинаково и избежать многих недоразумений в будущем. Конечно, на старте проекта учесть абсолютно все не получится. Впервые о своих талантах и поиске <a href="https://deveducation.com/blog/kem-rabotat-v-it-test-na-proforientatsiiy/">тест кем работать</a> будущей работы часто задумываются выпускники средней школы. Почти 70% школьников не знают, кем хотят стать в будущем. Перед окончанием школы для старшеклассников организуются встречи с представителями различных профессий.</p>
<p>Чертежное дело, работа с бумагами, буквами и расчетами, контроль и анализ — занятия, в которых Тебе не будет равных среди коллег. Часто люди Твоего типа — прекрасные бизнесмены и руководители. Однако Тебе пора учиться расслабляться, постоянное самосовершенствование истощает и не дает ощутить все радости жизни. Сопоставьте понравившиеся Вам профессии с Вашими личными качествами и определите самое подходящее для себя занятие.</p>
<p>Вы отвечаете в режиме онлайн или оффлайн на вопросы, а по окончании часа получаете результаты о ваших сильных сторонах и слабостях, которые потребуется компенсировать, чтобы добиться успеха. На основе результатов тестирования, ваших интересов и способностей, наш специалист предложит вам варианты профессий, в которых вы можете преуспеть в будущем. Как выбирая профессиональный путь, сделать правильный выбор?</p>
<p>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. Вторая причина &#8211; понять особенности своего характера и область профессиональных интересов. Бывает эти две сферы не совмещаются в одной профессии.</p>
<p>Например, в Польше и Словакии есть привлекательные предложения по обучению на технических и гуманитарных специальностях. Кстати, после учебы есть возможность получить вид на жительство и остаться в Европе. Грубо говоря, не может быть никакой профориентации. Есть внутренняя склонность человека к тому, чтобы искать себя и пробовать самое разное.</p>
<p>С помощью данного теста можно определить сильные стороны ребенка, а также его наклонности и то, чем ему лучше всего заниматься в жизни. Этим инструментом давно и активно работают в зарубежных школах. Консультация после теста и получения результатов будет происходить с профессиональным психологом. С одной стороны &#8211; академические консультанты EduSteps, с другой &#8211; сертифицированный психолог для более детальной работы с результатами.</p>
<p>Это вызывает вопросы, а тест отвечает на такие противоречия. Часто мы привыкли себя сравнивать и оценивать под общепринятую норму, ставить на себе ярлыки. Например, медлительность не считается плюсом в одной профессии, но будет огромной необходимостью в другой профессиональной области. Такие отличия способностей и их применения объясняют результаты теста.</p>
<h2 id="toc-2">Почему Родителям Стоит Записать Своего Ребенка На Тест На Профориентацию?</h2>
<p>Плотник При желании научиться строить крепкие деревянные дома и заниматься делом, которое не потеряет своей актуальности,&#8230; Филолог Чтобы разобраться в особенностях профессии филолог, необходимо дать определение термину «филология». Мне легче заниматься чем-то конкретным, а не предполагающим творчество, где конечный результат может быть разным. Ложась в постель, я точно знаю, чем буду заниматься завтра. Я всегда стараюсь всесторонне изучить проблему, с которой сталкиваюсь (поискать информацию в сети, прочитать необходимую литературу, проконсультироваться со специалистами). Считаю, что черпать информацию из таблиц и графиков—удобно и быстро.</p>
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" width="303px%" alt="тест кем работать"/></p>
<p>Ответь на простые вопросы и узнаешь, какая специальность Тебе подходит лучше всего. Такие специалисты в первую очередь должны быть склонны к математике, информатике и работе с техникой, в том числе с компьютерами. Им необходимо иметь аналитический склад ума, хорошую память и способность работать с большим количеством информации. Зачастую за вопросами профессионального самоопределения стоят психологические проблемы.</p>
<h2 id="toc-3">Вопрос  3: Тестовые Данные</h2>
<p>И чтобы пройти тест на выбор профессии максимально точно, нужно запастись временем и вдохновением. — Как определить сильные стороны для будущей профессии, если у ребенка хорошие оценки и по математике, и по музыке? Ведь «хорошая оценка» — еще не повод пойти в профессию.</p>
<h2 id="toc-4">Этот Пространственный Тест Поможет Вам Узнать, Какая Профессия Идеально Раскроет Весь Ваш Потенциал!</h2>
<p>Иными словами, тесты показывают не то, кем вы являетесь, а то, что вы о себе думаете. » — мы хотим, чтобы ребенок знал ответ на этот вопрос как можно раньше. Чтобы вовремя перейти в сильную гимназию или лицей при вузе, чтобы заранее организовать подготовку к ЕГЭ по нужным предметам&#8230;</p>
<p>А вот если уровень пользователей разный, то подсказками и инструкцией пренебрегать не стоит. И это тоже дополнительная работа для команды тестирования. Какие у них должны быть знания и навыки, чтобы выполнить все задачи по тестированию. Если требуется, запланируйте тренинги и другое обучение.</p>
<h2 id="toc-5">Пройдите Тест На It</h2>
<p>С последним, пожалуй, готова поспорить, а вот в плане профориентации, как мне кажется, тест полностью совпадает с моими мыслями. Когда приходит время выбирать вуз, в котором предстоит учиться, наши абитуриенты подают документы сразу в несколько учебных заведений. При этом, выбранные вузы зачастую вообще не связаны друг с другом. Позже почти 91% украинцев утверждает, что они работают не в той сфере, где смогли бы максимально себя проявить. Чтобы помочь ученикам определиться, была создана профориентационная программа &#8220;Абитуриент&#8221;.</p>
<p>Обычно профориентация состоит из основных пяти этапов. Информационный (позволяет подростку узнать о возможностях, которые предлагает мир и рынок труда). Умение анализировать информацию и принимать решение. Для начала родителям стоит почитать и самостоятельно разобраться, что это за профессия и почему привлекла ребенка.</p>
<p>Вдруг родительские страхи перевешивают реальную ситуацию. Также нужно как можно раньше передавать ответственность подростку за вопрос его дальнейшего обучения после школы, его будущее. Главный выбор, который предстоит сделать выпускнику школы в наши дни, – это выбор профессии. Во времена СССР проблемы выбора профессии официально не существовало.</p>
<h2 id="toc-6">Старт Карьеры В It Для Свитчеров Или Инсайты С It Fest 3</h2>
<p>Относится к нему можно и нужно, как к помощнику, но не как к работодателю, к которому вы пришли устраиваться на работу. Я советую подходить к смене сферы деятельности комплексно. Учитывать не только результаты тестирования, но и жизненный опыт. Потому что профориентация взрослых базируется также на ценностях, увлечениях и типе характера. А еще стоит задуматься, что из профессиональных обязанностей и функций, возложенных ранее, нравилось выполнять и вдохновляло.</p>
<p>Консультант-психолог разъясняет особенности характера ребенка, помогает понять результаты. Любая работа должна приносить удовольствие, и не только материальное, но и духовное. Ты же не хочешь всю жизнь ходить как в воду опущенный по восемь часов ежедневно? Именно поэтому я подготовил для Тебя интересный тест на профориентацию. Он поможет Тебе лучше узнать себя и сделать правильный выбор профессии. Помните, что профориентация взрослых – это мозговой штурм, на который порой уходит до нескольких недель.</p>
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