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        <title>Andris Veliks - Квантовый мозг</title>
        <link>http://veliks.mozello.lv/page-16/kvantovyj-mozg-2/</link>
        <description>Andris Veliks - Квантовый мозг</description>
                    <item>
                <title>Квантовый мозг</title>
                <link>http://veliks.mozello.lv/page-16/kvantovyj-mozg-2/params/post/4952110/kvantovyj-mozg</link>
                <pubDate>Sat, 26 Apr 2025 10:42:00 +0000</pubDate>
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&quot; alt=&quot;Olvik • Квантовая физика и проблема сознания&quot; data-moz-debase64=&quot;yes&quot;&gt;&lt;/a&gt;

&amp;nbsp; &amp;nbsp;&lt;a href=&quot;https://dux-xak.ru/prodazn-kvant-mozg&quot; target=&quot;_self&quot;&gt;&lt;img 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&quot; alt=&quot;Мозг - квантовый компьютер. Как профессор Фишер после депрессии нашел  уникальную молекулу — DSnews.ua&quot; data-moz-debase64=&quot;yes&quot;&gt;
&lt;h4 id=&quot;yui_3_5_0_2_1653304767921_9485&quot; style=&quot;text-align: left; font-weight: 300&quot;&gt;&lt;span id=&quot;yui_3_5_0_2_1706089989370_28747&quot;&gt;&lt;span id=&quot;yui_3_5_0_2_1706089989370_28745&quot;&gt;&lt;span id=&quot;yui_3_5_0_2_1706015791350_9214&quot;&gt;&lt;span id=&quot;yui_3_5_0_2_1706015791350_9164&quot;&gt;&lt;span id=&quot;yui_3_5_0_2_1706015791350_9146&quot;&gt;&lt;span id=&quot;yui_3_5_0_2_1706015791350_9145&quot;&gt;&lt;span id=&quot;yui_3_5_0_2_1706015791350_9144&quot;&gt;&lt;span id=&quot;yui_3_5_0_2_1706089989370_28733&quot;&gt;&lt;span id=&quot;yui_3_5_0_2_1706015791350_9213&quot;&gt;&lt;span id=&quot;yui_3_5_0_2_1653304767921_9484&quot;&gt;&lt;b&gt;&lt;span id=&quot;yui_3_5_0_2_1653304767921_9483&quot; style=&quot;font-weight: 700&quot;&gt;&lt;/span&gt;&lt;/b&gt;&lt;/span&gt;&lt;b&gt;&lt;span id=&quot;yui_3_5_0_2_1706015791350_9143&quot; style=&quot;font-weight: 700&quot;&gt;&lt;span id=&quot;yui_3_5_0_2_1706015791350_9163&quot; class=&quot;moze-gigantic&quot;&gt;Курс на основе занятий про моноатомное золото&lt;/span&gt;&lt;/span&gt;&lt;/b&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;br type=&quot;_moz&quot;&gt;&lt;/h4&gt;&lt;p id=&quot;yui_3_5_0_2_1653304767921_9493&quot; class=&quot;moze-left&quot;&gt;&lt;br style=&quot;text-align: left; font-weight: 400; font-style: normal&quot;&gt;

&lt;/p&gt;&lt;/a&gt;</description>
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