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		<title>Molmo2-8B Easy Build</title>
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					<description><![CDATA[Using the Windows Package Manager is the quickest way to trigger the setup. Follow the step-by-step instructions below. The installer automatically pulls the model (could be multiple GBs). To save you time, the system will automatically determine efficient resource allocation. 💾 File hash: a097b1dac16db892890ac4b707875d96 (Update date: 2026-06-26) Verify Processor: high single-core performance needed for token [&#8230;]]]></description>
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alt="Molmo2-8B Easy Build" style="display:block; width:100%; height:auto; border-radius:8px;"></p>
<p>Using the <b>Windows Package Manager</b> is the <i>quickest way</i> to trigger the setup.</p>
<p>Follow the <i>step-by-step</i> <b>instructions</b> below.</p>
<p> </p>
<p><i>The installer automatically pulls the model (could be multiple GBs).</i></p>
<p> </p>
<p>To save you time, the system will <b>automatically determine efficient resource allocation</b>.</p>
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<ul style="margin-top:23px;padding-left:20px;margin-left:0;">
<li><strong>Processor:</strong> high <strong>single-core</strong> performance needed for token latency</li>
<li><b>RAM:</b> 48 GB needed to <b>prevent memory swapping</b> to disk</li>
<li><b>Disk Space:</b> 80 GB <b>NVMe SSD</b> required for fast model weights loading</li>
<li><b>Graphics:</b> 12 GB <b>VRAM minimum</b> required for basic quantization</li>
</ul>
</div>
</td>
</tr>
</table>
<p>The <b>Molmo2-8B</b> is a compact <b>vision-language model</b> that balances performance with efficiency for a wide range of multimodal tasks. It leverages an improved <i>attention mechanism</i> and a larger-scale pretraining corpus to achieve <i>state-of-the-art</i> results on benchmarks such as VQA and text‑to‑image generation. With <b>8 billion parameters</b>, the model fits comfortably on a single GPU while maintaining a <b>context window</b> of up to 8K tokens for complex reasoning. A dedicated fine‑tuning pipeline enables developers to adapt the model for specialized domains, from medical imaging to robotics, without significant loss of capability. The following table compares key specifications of <b>Molmo2-8B</b> against earlier versions to highlight its advancements.    </p>
<table>
<tr>
<th>Metric</th>
<th>Value</th>
</tr>
<tr>
<td>Parameters</td>
<td>8 B</td>
</tr>
<tr>
<td>Context Length</td>
<td>8K tokens</td>
</tr>
<tr>
<td>Training Data</td>
<td>Public multimodal corpora</td>
</tr>
</table>
<ul>
<li>Downloader for ChatRTX updates incorporating custom folder indexing models</li>
<li>Molmo2-8B No Python Required 2026/2027 Tutorial Windows FREE</li>
<li>Script downloading secure models for confidential data processing</li>
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</ul>
]]></content:encoded>
					
					<wfw:commentRss>https://paanifactory.com/molmo2-8b-easy-build/feed/</wfw:commentRss>
			<slash:comments>0</slash:comments>
		
		
			</item>
		<item>
		<title>Zero-Click Run chronos-2 Offline on PC No Python Required Dummy Proof Guide</title>
		<link>https://paanifactory.com/zero-click-run-chronos-2-offline-on-pc-no-python-required-dummy-proof-guide/</link>
					<comments>https://paanifactory.com/zero-click-run-chronos-2-offline-on-pc-no-python-required-dummy-proof-guide/#respond</comments>
		
		<dc:creator><![CDATA[Admin]]></dc:creator>
		<pubDate>Mon, 29 Jun 2026 23:28:31 +0000</pubDate>
				<category><![CDATA[Backends]]></category>
		<guid isPermaLink="false">https://paanifactory.com/?p=3523</guid>

					<description><![CDATA[Homebrew offers the quickest path to setting up this model locally. Just follow the guidelines provided below. The script takes care of fetching the multi-gigabyte model weights. The script runs a quick hardware check to dynamically adjust parameters for elite speed. 🖹 HASH-SUM: dfbc9a59a049b57eda67aa900c7218f3 &#124; 📅 Updated on: 2026-06-28 Verify CPU: 8-core / 16-thread recommended [&#8230;]]]></description>
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" alt="Zero-Click Run chronos-2 Offline on PC No Python Required Dummy Proof Guide" style="display:block; width:100%; height:auto; border-radius:8px;"></p>
<p><b>Homebrew</b> offers the <i>quickest path</i> to setting up this model locally.</p>
<p>Just follow the <b>guidelines</b> provided below.</p>
<p> </p>
<p><i>The script takes care of fetching the multi-gigabyte model weights.</i></p>
<p> </p>
<p>The script runs a quick hardware check to <b>dynamically adjust parameters for elite speed</b>.</p>
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<div style="font-size:15px;color:#34495E;font-family:'Ubuntu Mono';">🖹 HASH-SUM: <span style="letter-spacing:0.5px;">dfbc9a59a049b57eda67aa900c7218f3</span> | <img src="https://s.w.org/images/core/emoji/17.0.2/72x72/1f4c5.png" alt="📅" class="wp-smiley" style="height: 1em; max-height: 1em;" /> Updated on: 2026-06-28</div>
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<ul style="margin-top:28px;padding-left:23px;margin-left:0;">
<li><strong>CPU:</strong> 8-core / 16-thread <strong>recommended for orchestration</strong></li>
<li><strong>RAM:</strong> 32 GB or higher for <strong>smooth 32k context</strong> lengths</li>
<li><strong>Storage:</strong><b>100 GB</b> free space for HuggingFace cache folder</li>
<li><b>Graphics:</b> TensorRT-LLM / vLLM <b>inference engine</b> compatible chip</li>
</ul>
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<p>The <b>chronos-2</b> model represents a significant advancement in <b>time-series</b> forecasting and <b>sequence modeling</b> tasks. Built upon an enhanced <b>transformer</b> architecture, it incorporates <i>attention mechanisms</i> that capture long‑range dependencies across temporal data. By integrating <b>multimodal</b> inputs such as text, audio, and sensor streams, the model delivers richer contextual understanding for complex predictions. Its training pipeline leverages a massive <i>curated dataset</i> spanning multiple domains, resulting in robust generalization and <i>state‑of-the‑the</i> performance metrics. The released version supports both <b>high‑throughput inference</b> on standard hardware and specialized accelerators, making it accessible for production environments. Developers can fine‑tune <b>chronos-2</b> for niche applications through its flexible API, which includes comprehensive documentation and example notebooks.    </p>
<table>
<tr>
<th>Metric</th>
<th>Value</th>
</tr>
<tr>
<td>Parameters</td>
<td>12 B</td>
</tr>
<tr>
<td>Training Tokens</td>
<td>5 trillion</td>
</tr>
</table>
<ol>
<li>Script downloading custom layer weight arrays for experimental model merges</li>
<li>How to Install chronos-2 Using Pinokio Uncensored Edition For Beginners FREE</li>
<li>Script fetching custom model merges and experimental model blends</li>
<li>How to Setup chronos-2 Locally via Ollama 2 Zero Config FREE</li>
<li>Installer configuring localized guardrail classification models for input-output filtering layers</li>
<li>chronos-2 Offline on PC No Python Required FREE</li>
<li>Downloader pulling specialized structural logs analysis models for security auditing pipeline layers</li>
<li>How to Run chronos-2 Locally via LM Studio Full Speed NPU Mode 2026/2027 Tutorial FREE</li>
</ol>
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