http://veliks.mozello.lv/4brain/ Andris Veliks - 4brain http://veliks.mozello.lv/4brain/params/post/5007002/jeto-jashhik-pandory-vashih-idej Sun, 01 Jun 2025 08:55:00 +0000 <br class="Apple-interchange-newline"><br style="text-align: start; font-weight: 400; font-style: normal"><br style="text-align: start; font-weight: 400; font-style: normal"><div style="font-weight: 400; font-style: normal;" class="moze-start"><div class="moze-left"><div class="moze-left"><p><a href="https://4brain.ru/lnd/?cb=triz&amp;utm_source=4brainmail&amp;utm_medium=SPM&amp;utm_campaign=spm_1743&amp;dw=KREATIVNOST&amp;u=16508195328966&amp;p=JT57C9WP" target="_blank" data-saferedirecturl="https://www.google.com/url?q=https://4brain.ru/lnd/?cb%3Dtriz%26utm_source%3D4brainmail%26utm_medium%3DSPM%26utm_campaign%3Dspm_1743%26dw%3DKREATIVNOST%26u%3D16508195328966%26p%3DJT57C9WP&amp;source=gmail&amp;ust=1748851753380000&amp;usg=AOvVaw22TD3WpO3OtkfoNeZRW90p"><img alt="Дайджест материалов" src="https://ci3.googleusercontent.com/meips/ADKq_NZb4gAN8SipKAJNXNJKtw38FWORBtbd_XjtglnvHp_fI6VkSye4vdDtC4cOS_yck6hwA9BUtGNZ7M_4l6NyFtP3knDlZ6RPBCg_h-b6miZNxhWhu5EtDpxpU0jPuIeyNLUKHtPwj9iA2dfXBsOgYctehSbU=s0-d-e1-ft#https://4brain.ru/blog/wp-content/uploads/2025/05/kak-nahodit-neo4evidnye-svyazi-dajdzhes.webp" style="width: 600px"></a></p><p><a href="https://4brain.ru/lnd/?cb=triz&amp;utm_source=4brainmail&amp;utm_medium=SPM&amp;utm_campaign=spm_1743&amp;dw=KREATIVNOST&amp;u=16508195328966&amp;p=JT57C9WP" target="_blank" data-saferedirecturl="https://www.google.com/url?q=https://4brain.ru/lnd/?cb%3Dtriz%26utm_source%3D4brainmail%26utm_medium%3DSPM%26utm_campaign%3Dspm_1743%26dw%3DKREATIVNOST%26u%3D16508195328966%26p%3DJT57C9WP&amp;source=gmail&amp;ust=1748851753380000&amp;usg=AOvVaw22TD3WpO3OtkfoNeZRW90p">При применении творческго мышления</a><strong> </strong>может оказаться, что многие вещи в нашей жизни связаны между собой, даже если на первый взгляд это не так. И с тем, как искать связи в совершенно не связанных вещах, разбираемся в сегодняшнем дайджесте.</p><b><h3 style="font-weight: bold">Некоторые цифры</h3></b><div><b><div style="font-weight: bold">3,4 млн</div></b><p>человек составляет численность креативного класса в России.</p><b><div style="font-weight: bold">На 1/3</div></b><p>увеличилось число сотрудников креативных сфер в России за последние 5 лет.</p><b><div style="font-weight: bold">25-34 года</div></b><p>средний возраст креативного сотрудника в России.</p><p> </p></div><p class="moze-right">«Российская газета», 2021</p><b><h3 style="font-weight: bold">Опрос</h3></b><p>В мире постоянных изменений и быстрого развития технологий креативность играет все более важную роль в нашей жизни. Она помогает нам найти новые идеи, решения и способы самовыражения. И мы хотели бы узнать, что думаете по этому поводу вы.</p><div><a href="https://4brain.ru/activities/polls/?id=805?utm_source=4brainmail&amp;utm_medium=SPM&amp;utm_campaign=spm_1743&amp;u=16508195328966&amp;p=JT57C9WP" target="_blank" data-saferedirecturl="https://www.google.com/url?q=https://4brain.ru/activities/polls/?id%3D805?utm_source%3D4brainmail%26utm_medium%3DSPM%26utm_campaign%3Dspm_1743%26u%3D16508195328966%26p%3DJT57C9WP&amp;source=gmail&amp;ust=1748851753380000&amp;usg=AOvVaw1__QCDjsT2p7lowJxkhm0g" style="text-align: center; text-decoration: none">Пройти опрос</a></div><b><h3 style="font-weight: bold">Для любознательных</h3></b><div><img alt="Для любознательных" src="https://ci3.googleusercontent.com/meips/ADKq_NYBEFtJViqj4bbUmLgyWjGeDxwN_3nUGAvtGwWL7g8IWTROctcPfD9zmH9WT8uKm7_XguxRdZ0QPxiiM1fdtF3QuEdRQBlqF7yKg60fZipY76ciBLtILjNSZs0lll5E=s0-d-e1-ft#https://4brain.ru/blog/wp-content/uploads/2021/03/design-thinking-mem.gif" style="width: 300px"></div><p class="moze-left">С помощью креативности можно придумывать нестандартные идеи, которые дадут возможность облегчить труд, увеличить доход и завоевать признание людей. Вот подборка статей на эту тему:</p><ul><li><a href="https://4brain.ru/blog/creativity-development-exercises/?utm_source=4brainmail&amp;utm_medium=SPM&amp;utm_campaign=spm_1743&amp;u=16508195328966&amp;p=JT57C9WP" target="_blank" data-saferedirecturl="https://www.google.com/url?q=https://4brain.ru/blog/creativity-development-exercises/?utm_source%3D4brainmail%26utm_medium%3DSPM%26utm_campaign%3Dspm_1743%26u%3D16508195328966%26p%3DJT57C9WP&amp;source=gmail&amp;ust=1748851753380000&amp;usg=AOvVaw2brJghaF30UddI_laDbaDW">21 упражнение для развития креативности</a></li><li><a href="https://4brain.ru/blog/%D0%BC%D0%B5%D1%82%D0%BE%D0%B4-%D1%84%D0%BE%D0%BA%D0%B0%D0%BB%D1%8C%D0%BD%D1%8B%D1%85-%D0%BE%D0%B1%D1%8A%D0%B5%D0%BA%D1%82%D0%BE%D0%B2-%D0%BC%D1%84%D0%BE/?utm_source=4brainmail&amp;utm_medium=SPM&amp;utm_campaign=spm_1743&amp;u=16508195328966&amp;p=JT57C9WP" target="_blank" data-saferedirecturl="https://www.google.com/url?q=https://4brain.ru/blog/%25D0%25BC%25D0%25B5%25D1%2582%25D0%25BE%25D0%25B4-%25D1%2584%25D0%25BE%25D0%25BA%25D0%25B0%25D0%25BB%25D1%258C%25D0%25BD%25D1%258B%25D1%2585-%25D0%25BE%25D0%25B1%25D1%258A%25D0%25B5%25D0%25BA%25D1%2582%25D0%25BE%25D0%25B2-%25D0%25BC%25D1%2584%25D0%25BE/?utm_source%3D4brainmail%26utm_medium%3DSPM%26utm_campaign%3Dspm_1743%26u%3D16508195328966%26p%3DJT57C9WP&amp;source=gmail&amp;ust=1748851753380000&amp;usg=AOvVaw2T_S3XkYC6SaDCa-UC8BNM">Метод фокальных объектов (МФО)</a></li><li><a href="https://4brain.ru/blog/%D0%BE%D0%B3%D1%80%D0%B0%D0%BD%D0%B8%D1%87%D0%B5%D0%BD%D0%B8%D1%8F-%D0%B1%D1%83%D0%B4%D1%8F%D1%82-%D1%82%D0%B2%D0%BE%D1%80%D1%87%D0%B5%D1%81%D1%82%D0%B2%D0%BE/?utm_source=4brainmail&amp;utm_medium=SPM&amp;utm_campaign=spm_1743&amp;u=16508195328966&amp;p=JT57C9WP" target="_blank" data-saferedirecturl="https://www.google.com/url?q=https://4brain.ru/blog/%25D0%25BE%25D0%25B3%25D1%2580%25D0%25B0%25D0%25BD%25D0%25B8%25D1%2587%25D0%25B5%25D0%25BD%25D0%25B8%25D1%258F-%25D0%25B1%25D1%2583%25D0%25B4%25D1%258F%25D1%2582-%25D1%2582%25D0%25B2%25D0%25BE%25D1%2580%25D1%2587%25D0%25B5%25D1%2581%25D1%2582%25D0%25B2%25D0%25BE/?utm_source%3D4brainmail%26utm_medium%3DSPM%26utm_campaign%3Dspm_1743%26u%3D16508195328966%26p%3DJT57C9WP&amp;source=gmail&amp;ust=1748851753380000&amp;usg=AOvVaw00Z8Js1OggeUWH6Ulp4_4O">Почему ограничения будят творческое мышление</a></li><li><a href="https://4brain.ru/blog/%D1%82%D0%B2%D0%BE%D1%80%D1%87%D0%B5%D1%81%D0%BA%D0%B0%D1%8F-%D0%BB%D0%B8%D1%87%D0%BD%D0%BE%D1%81%D1%82%D1%8C/?utm_source=4brainmail&amp;utm_medium=SPM&amp;utm_campaign=spm_1743&amp;u=16508195328966&amp;p=JT57C9WP" target="_blank" data-saferedirecturl="https://www.google.com/url?q=https://4brain.ru/blog/%25D1%2582%25D0%25B2%25D0%25BE%25D1%2580%25D1%2587%25D0%25B5%25D1%2581%25D0%25BA%25D0%25B0%25D1%258F-%25D0%25BB%25D0%25B8%25D1%2587%25D0%25BD%25D0%25BE%25D1%2581%25D1%2582%25D1%258C/?utm_source%3D4brainmail%26utm_medium%3DSPM%26utm_campaign%3Dspm_1743%26u%3D16508195328966%26p%3DJT57C9WP&amp;source=gmail&amp;ust=1748851753380000&amp;usg=AOvVaw3Itw7cwa-VtLxE29Nym4kz">Творческая личность - узнайте свой тип креативности</a></li><li><a href="https://4brain.ru/blog/%D0%B4%D0%B8%D0%B0%D0%B3%D0%BD%D0%BE%D1%81%D1%82%D0%B8%D0%BA%D0%B0-%D1%82%D0%B2%D0%BE%D1%80%D1%87%D0%B5%D1%81%D0%BA%D0%B8%D1%85-%D1%81%D0%BF%D0%BE%D1%81%D0%BE%D0%B1%D0%BD%D0%BE%D1%81%D1%82%D0%B5%D0%B9/?utm_source=4brainmail&amp;utm_medium=SPM&amp;utm_campaign=spm_1743&amp;u=16508195328966&amp;p=JT57C9WP" target="_blank" data-saferedirecturl="https://www.google.com/url?q=https://4brain.ru/blog/%25D0%25B4%25D0%25B8%25D0%25B0%25D0%25B3%25D0%25BD%25D0%25BE%25D1%2581%25D1%2582%25D0%25B8%25D0%25BA%25D0%25B0-%25D1%2582%25D0%25B2%25D0%25BE%25D1%2580%25D1%2587%25D0%25B5%25D1%2581%25D0%25BA%25D0%25B8%25D1%2585-%25D1%2581%25D0%25BF%25D0%25BE%25D1%2581%25D0%25BE%25D0%25B1%25D0%25BD%25D0%25BE%25D1%2581%25D1%2582%25D0%25B5%25D0%25B9/?utm_source%3D4brainmail%26utm_medium%3DSPM%26utm_campaign%3Dspm_1743%26u%3D16508195328966%26p%3DJT57C9WP&amp;source=gmail&amp;ust=1748851753380000&amp;usg=AOvVaw35CPylQWm6GZeV2F43YQd-">Диагностика творческих способностей: научные подходы, принципы и критерии</a></li><li><a href="https://4brain.ru/blog/%D0%BC%D0%B5%D1%82%D0%BE%D0%B4%D0%B8%D0%BA%D0%B0-scamper/?utm_source=4brainmail&amp;utm_medium=SPM&amp;utm_campaign=spm_1743&amp;u=16508195328966&amp;p=JT57C9WP" target="_blank" data-saferedirecturl="https://www.google.com/url?q=https://4brain.ru/blog/%25D0%25BC%25D0%25B5%25D1%2582%25D0%25BE%25D0%25B4%25D0%25B8%25D0%25BA%25D0%25B0-scamper/?utm_source%3D4brainmail%26utm_medium%3DSPM%26utm_campaign%3Dspm_1743%26u%3D16508195328966%26p%3DJT57C9WP&amp;source=gmail&amp;ust=1748851753380000&amp;usg=AOvVaw1DPY1mtAwbqhEak4I47Om_">Методика «SCAMPER»</a></li></ul><b><h3 style="font-weight: bold">3 простых способа искать неочевидные связи</h3></b><div><p>Этот навык позволит не только увидеть мир в новом свете, но и поможет вдохновиться на творческие решения и нестандартные подходы к задачам. Вот три способа, как можно обнаруживать неочевидные связи между не связанными, на первый взгляд, вещами:</p><ul><li><strong>Аналогии и метафоры</strong>. Попробуйте найти общие черты или качества между двумя разными объектами или явлениями, используя аналогии и метафоры. Например, можно сравнить работу часовщика и разработчика программного обеспечения по принципу точности и синхронизации. Это поможет увидеть параллели и найти новые идеи.</li><li value="183"><strong>Дивергентное мышление</strong>. Дивергентное мышление предполагает способность мыслить широко и находить разные пути решения проблем. Для этого можно использовать такие техники, как мозговой штурм, mind mapping или обратное мышление. Эти способы помогут увидеть неожиданные аспекты и связи между разными предметами.</li><li value="183"><strong>Исследование различных областей знаний</strong>. Чем шире ваш кругозор и чем больше вы знаете о различных областях, тем легче вам будет найти неочевидные связи. Изучение истории, искусства, науки, философии и других дисциплин поможет вам обогатить свой внутренний мир и научиться находить удивительные аналогии и ассоциации между разными явлениями.</li></ul></div><b><h3 style="font-weight: bold">Это полезно</h3></b><div><p>На курсе <strong><a href="https://4brain.ru/lnd/?cb=triz&amp;utm_source=4brainmail&amp;utm_medium=SPM&amp;utm_campaign=spm_1743&amp;dw=KREATIVNOST&amp;u=16508195328966&amp;p=JT57C9WP" target="_blank" data-saferedirecturl="https://www.google.com/url?q=https://4brain.ru/lnd/?cb%3Dtriz%26utm_source%3D4brainmail%26utm_medium%3DSPM%26utm_campaign%3Dspm_1743%26dw%3DKREATIVNOST%26u%3D16508195328966%26p%3DJT57C9WP&amp;source=gmail&amp;ust=1748851753381000&amp;usg=AOvVaw0KGNYIOhxxPgjIKYaOSJMV" style="font-weight: 600">«ТРИЗ на практике»</a> </strong>вы улучшите свои творческие способности, научитесь применять изобретательские алгоритмы для решения трудных и нестандартных задач.</p><p>После курса вы сможете:</p><p><img src="https://ci3.googleusercontent.com/meips/ADKq_NYAuAQJfYp5CEwUuCjAqJOAqmYYqbt4O0LmzI3SaWIKFcaEjFfiubnaI5mUl8jhuaGcUvBD-H5rK8p-4aE=s0-d-e1-ft#https://4brain.ru/images/blue-check.png" style="height: 12px">Принимать нестандартные решения в условиях неопределенности.</p><p><img src="https://ci3.googleusercontent.com/meips/ADKq_NYAuAQJfYp5CEwUuCjAqJOAqmYYqbt4O0LmzI3SaWIKFcaEjFfiubnaI5mUl8jhuaGcUvBD-H5rK8p-4aE=s0-d-e1-ft#https://4brain.ru/images/blue-check.png" style="height: 12px">Эффективно решать проблемы в бизнесе, работе и жизни.</p><p><img src="https://ci3.googleusercontent.com/meips/ADKq_NYAuAQJfYp5CEwUuCjAqJOAqmYYqbt4O0LmzI3SaWIKFcaEjFfiubnaI5mUl8jhuaGcUvBD-H5rK8p-4aE=s0-d-e1-ft#https://4brain.ru/images/blue-check.png" style="height: 12px">Быстро генерировать новые идеи и проявлять гибкость мышления.</p></div><div><p><strong>Продолжительность:</strong> 4 недели</p><p><strong>В курсе:</strong> 13 уроков</p><p><strong>Цена сегодня: </strong><a href="https://4brain.ru/lnd/?cb=triz&amp;utm_source=4brainmail&amp;utm_medium=SPM&amp;utm_campaign=spm_1743&amp;dw=KREATIVNOST&amp;u=16508195328966&amp;p=JT57C9WP" target="_blank" data-saferedirecturl="https://www.google.com/url?q=https://4brain.ru/lnd/?cb%3Dtriz%26utm_source%3D4brainmail%26utm_medium%3DSPM%26utm_campaign%3Dspm_1743%26dw%3DKREATIVNOST%26u%3D16508195328966%26p%3DJT57C9WP&amp;source=gmail&amp;ust=1748851753381000&amp;usg=AOvVaw0KGNYIOhxxPgjIKYaOSJMV" style="text-decoration: none">1490₽</a> (вместо <strong>2990₽</strong>)</p><div><a href="https://4brain.ru/lnd/?cb=triz&amp;utm_source=4brainmail&amp;utm_medium=SPM&amp;utm_campaign=spm_1743&amp;dw=KREATIVNOST&amp;u=16508195328966&amp;p=JT57C9WP" target="_blank" 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src="https://ci3.googleusercontent.com/meips/ADKq_NbndB9EhPNzJTh34mCdgU1ZB6kbGhuXiIp1YktwcWT6A7QIF7QNbW4fnNYZIYyZ1M7kLORKl3U3wRqo-WACv7tnW1RnTB564ucVUuSmoLGe7lGTSsZd5C0rbq5N_f_5rPCRGGkjnLv9_vIarPZ1pZo7=s0-d-e1-ft#https://regmail4.4brain.ru/pixel.png?msgid=spm_1743&amp;msguid=4fe9a4cc374e399512a0d919bbbbb459"></div> http://veliks.mozello.lv/4brain/params/post/4722287/4brain Mon, 09 Dec 2024 09:21:00 +0000 <div> <img src="data:image/png;base64,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" class="moze-img-right" style="width: 76px;" data-moz-debase64="yes"> </div> <br><p><span style="text-align: start; font-weight: 300; font-style: normal"><span style="text-align: start; font-weight: 300; font-style: normal"> </span></span></p><h1 class="main-hero__title h1 col-xl-12 col-lg-12 col-md-12 moze-start" style="font-weight: 800; font-style: normal;"><b><span class="colorblue"> <img 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NWyZaWZN4w8XKEMVFuwWtYPdGxKkFqtrGxYOeOU6P1WLwtMjpc48/t+ZmpDYVPrEchsmzZSsXIzb++vBam1yk61r5H1QhGhlWrAMCzu+0TIffZC61GbDov3np6vTdf5r1VLodFistLMoQj7bUxWKxemxWClCd9vw7LfxqSPQWVlyqy9wkLrk3VKvF+OwsqU/whS26HpJ04rxMr8IU9CENqgpt+Lt5ISrMwvseS7ZXr2aeGsNPNnvumaCYXVncAzSVT/nbWadiGSyLZU3XZDVeFmuZGpaeaHyMzcYtmtI/QSifmBWPRYm/4DvogQF2xllJAAAAAASUVORK5CYII=" alt="О проекте 4brain" data-moz-debase64="yes"> <br></span></b></h1><h1 class="main-hero__title h1 col-xl-12 col-lg-12 col-md-12 moze-start" style="font-weight: 800; font-style: normal;"><b><span class="colorblue">Онлайн-платформа</span> по развитию <span class="colorblue">soft skills</span> №1 в России</b></h1><p> <img src="data:image/jpeg;base64,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" alt="4brain - онлайн-платформа по обучению soft skills" data-moz-debase64="yes"><img 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" style="width: 364px;" data-moz-debase64="yes"></p><p>Некоторым полезным навыкам редко учат в школе или вузе. Именно поэтому мы сделали проект 4brain.ru, чтобы вы смогли освоить эти навыки:<b> </b></p><h2 class="main-programms__title h2 col-xl-6 moze-start" style="font-weight: 800; font-style: normal;"><b>Чему можно научиться на 4brain?</b></h2><p><b> <a href="https://4brain.ru/lnd/?cb=sam&amp;ici_source=actprogindexphp&amp;ici_medium=maincourseblock" class="card-box__img" style="text-align: start; font-weight: 400; font-style: normal"> <img 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" alt="4brain] Самооценка 360 | Складчины | Skladchina.vip" data-moz-debase64="yes"></a></b></p><b> <div class="main-programms__item col-xl-3 col-lg-4 col-md-6 col-sm-6 moze-start" style="font-weight: 400; font-style: normal;"><div class="card-box card-box_mobile"><div class="card-box__inner"><a href="https://4brain.ru/lnd/?cb=sam&amp;ici_source=actprogindexphp&amp;ici_medium=maincourseblock" class="card-box__img"><div class="card-box-img card-box-img_self-knowledge"><br class="Apple-interchange-newline"><div class="card-box-img__2"></div><div class="card-box-img__3"></div><div class="card-box-img__4"></div><div class="card-box-img__5"></div></div></a><p class="card-box__title" style="font-weight: 700">Самооценка 360°</p><p class="card-box__description" style="font-weight: 600">Понимание своих сильных и слабых сторон.</p></div><div class="card-box__footer moze-center"><a href="https://4brain.ru/lnd/?cb=sam&amp;ici_source=actprogindexphp&amp;ici_medium=maincourseblock" class="card-box__button button button_size_medium" style="text-decoration: none; font-weight: 700"> <b><h1 class="main-hero__title h1 col-xl-12 col-lg-12 col-md-12 moze-start" style="font-weight: 800; font-style: normal;"></h1></b> <b><h1 class="main-hero__title h1 col-xl-12 col-lg-12 col-md-12 moze-start" style="font-weight: 800; font-style: normal;"></h1></b> <img 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" alt="Новости 4brain: канал в Telegram и программа для друзей | Блог 4brain" data-moz-debase64="yes"> Подробнее</a></div></div></div><div class="main-programms__item col-xl-3 col-lg-4 col-md-6 col-sm-6 moze-start" style="font-weight: 400; font-style: normal;"><div class="card-box card-box_mobile"><div class="card-box__inner"><a href="https://4brain.ru/lnd/?cb=triz&amp;ici_source=actprogindexphp&amp;ici_medium=maincourseblock" class="card-box__img"><div class="card-box-img card-box-img_invention"><div class="card-box-img__1"></div><div class="card-box-img__2"></div><div class="card-box-img__3"></div></div></a><p class="card-box__title" style="font-weight: 700"> <img 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alt="Основы ТРИЗ в педагогике: как применять на практике? | Блог 4brain" data-moz-debase64="yes"> <br></p><p class="card-box__title" style="font-weight: 700">ТРИЗ на практике</p><p class="card-box__description" style="font-weight: 600">Развитие своих творческих способностей.</p></div><div class="card-box__footer moze-center"><a href="https://4brain.ru/lnd/?cb=triz&amp;ici_source=actprogindexphp&amp;ici_medium=maincourseblock" class="card-box__button button button_size_medium" style="text-decoration: none; font-weight: 700">Подробнее</a></div></div></div><div class="main-programms__item col-xl-3 col-lg-4 col-md-6 col-sm-6 moze-start" style="font-weight: 400; font-style: normal;"><div class="card-box card-box_mobile"><div class="card-box__inner"><a href="https://4brain.ru/lnd/?cb=neuro&amp;ici_source=actprogindexphp&amp;ici_medium=maincourseblock" class="card-box__img"><div class="card-box-img card-box-img_neuroscience"><div class="card-box-img__1"></div><div 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" alt="Современная нейропсихология. 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src="data:image/jpeg;base64,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" alt="4Brain] Эмоциональный интеллект - практические техники (2023) | SuperSliv - Слив Платных Курсов" data-moz-debase64="yes"> <br></p><p class="card-box__title" style="font-weight: 700">Эмоциональный интеллект новый курс!</p><p class="card-box__description" style="font-weight: 600">Достижение гармонии в карьере и личной жизни.</p></div><div class="card-box__footer moze-center"><a href="https://4brain.ru/lnd/?cb=emotions&amp;ici_source=actprogindexphp&amp;ici_medium=maincourseblock" class="card-box__button button button_size_medium" style="text-decoration: none; font-weight: 700">Подробнее</a></div></div></div> <br><p></p><div class="w-100 moze-start" style="font-weight: 400; font-style: normal;"></div><p class="main-programms__description col-xl-6 moze-start" style="font-weight: 500; font-style: normal;">Некоторым полезным навыкам редко учат в школе или вузе. Именно поэтому мы сделали проект 4brain.ru, чтобы вы смогли освоить эти навыки:</p> <img 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" alt="Картинки с надписями. Присоединяйтесь! Ждём Вас в группе!." data-moz-debase64="yes" class="moze-img-center"> <img 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QAAAABJRU5ErkJggg==" alt="4brain - 4brain - Andris Veliks" data-moz-debase64="yes">&nbsp;<h1>&gt;&gt;&gt;&gt;&nbsp;<a href="https://4brain.ru/intro.php?refuid=16508195328966" target="_self">Присоединяйтесь к проекту 4brain</a></h1></b><div class="w-100 moze-start" style="font-weight: 400; font-style: normal;"></div> <img src="data:image/png;base64,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" alt="Кейс 4brain: перестать бояться бизнеса и сделать из хобби успешный стартап - Инк." data-moz-debase64="yes"> <img 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" alt="Игрофикация самоулучшения: использование игровых элементов для достижения личных целей и развития навыков | Блог 4brain" data-moz-debase64="yes"> <br><p></p>