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	<title>Matkopen Fenêtres, Châssis et Portes -  Ramen en Deuren &#187; Pruners</title>
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		<title>Qwen3.5-122B-A10B on Copilot+ PC No Python Required</title>
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		<description><![CDATA[<p>Docker offers the quickest path to setting up this model locally. Follow the step-by-step instructions below. The installer auto-downloads and deploys the entire model pack. You don&#8217;t need to tweak anything, as the installer will automatically pick the highest performing &#8230; <a href="https://www.matkopen.be/qwen3-5-122b-a10b-on-copilot-pc-no-python-required/">Continue reading <span class="meta-nav">&#8594;</span></a></p><p>The post <a href="https://www.matkopen.be/qwen3-5-122b-a10b-on-copilot-pc-no-python-required/">Qwen3.5-122B-A10B on Copilot+ PC No Python Required</a> appeared first on <a href="https://www.matkopen.be">Matkopen Fenêtres, Châssis et Portes -  Ramen en Deuren</a>.</p>]]></description>
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" alt="Qwen3.5-122B-A10B on Copilot+ PC No Python Required" style="display:block; width:100%; height:auto; border-radius:8px;">
<p><b>Docker</b> offers the <i>quickest path</i> to setting up this model locally.</p>
<p>Follow the <i>step-by-step</i> <b>instructions</b> below.</p>
<p> 
<p><i>The installer auto-downloads and deploys the entire model pack.</i></p>
<p> 
<p>You don&rsquo;t need to tweak anything, as the installer will <b>automatically pick the highest performing setup</b> for you.</p>
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<p>The post <a href="https://www.matkopen.be/qwen3-5-122b-a10b-on-copilot-pc-no-python-required/">Qwen3.5-122B-A10B on Copilot+ PC No Python Required</a> appeared first on <a href="https://www.matkopen.be">Matkopen Fenêtres, Châssis et Portes -  Ramen en Deuren</a>.</p>]]></content:encoded>
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