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    <title>trans*fabel : RSS Produkt Feed :: Generation Glücklich (ab 8 J.)</title>
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    <copyright>Copyright (c) 2026 Katja Anton Cronauer</copyright>
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      <title>Generation Glücklich (ab 8 J.)</title>
      <link>https://www.transfabel.de/index.php?main_page=product_info&amp;products_id=4370&amp;utm_source=rss&amp;utm_medium=rssfeed</link>
      <comments>https://www.transfabel.de/index.php?main_page=product_reviews&amp;products_id=4370&amp;utm_source=rss&amp;utm_medium=rssfeed</comments>
      <description><![CDATA[ <a href="https://www.transfabel.de/index.php?main_page=product_info&products_id=4370&utm_source=rss&utm_medium=rssfeed"><img src="https://www.transfabel.de/images/categories/GenerationGluecklich.png" title="Generation Glücklich (ab 8 J.)" alt="(Bild für) Generation Glücklich (ab 8 J.)" width="113" height="200" style="float: left; margin: 0px 8px 8px 0px;"></a><h3><strong>Scrollst du noch oder lebst du schon?</strong></h3>

<p dir="ltr"><span>Aufwachsen zwischen TikTok, Klassenchat und Dauer-Scrollen – für Kinder von heute ist das ganz normal. Aber was macht das eigentlich mit uns? </span><span>Generation Glücklich</span><span> richtet sich direkt an 8- bis 14-Jährige und lädt sie ein, ihren eigenen Weg in der digitalen Welt zu finden – selbstbewusst, informiert und frei.</span></p>

<p dir="ltr"><span>Jonathan Haidt und Catherine Price erklären auf Augenhöhe, was hinter Social Media, Bildschirmzeit und Algorithmen steckt. Mit echten Geschichten, spannenden Fakten, Challenges und Comic-Elementen zeigt das Buch: Du musst dich nicht vom Algorithmus steuern lassen. Du kannst lernen, Technik bewusst zu nutzen – und dabei ganz du selbst zu bleiben.</span></p>

<div class="ck-h3-pdp">
<h3>Das Wichtigste auf einen Blick:</h3>
</div>

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"></image> 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"></image> </defs> </svg></span>Für digitales Empowerment</li>
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"></image> </defs> </svg></span>Basierend auf psychologischer Forschung</li>
</ul>
</div>

<p dir="ltr"> </p>
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      <author>info@transfabel.de (Katja Anton Cronauer)</author>
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      <pubDate>Tue, 28 Apr 2026 19:06:40 +0200</pubDate>
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