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		<title>Setup Cosmos-Reason2-2B Windows 11 Dummy Proof Guide Windows</title>
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					<description><![CDATA[If you need a near-instant local setup, just fetch files via a basic curl request. Follow the step-by-step instructions below. The framework seamlessly downloads the massive neural network binaries. The configuration wizard runs silently to set up the model for peak performance. 🧾 Hash-sum — b774e2aa4109fc562101f8fd2929d562 • 🗓 Updated on: 2026-06-23 Verify Processor: high single-core [&#8230;]]]></description>
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alt="Setup Cosmos-Reason2-2B Windows 11 Dummy Proof Guide Windows" style="display:block; width:100%; height:auto; border-radius:8px;"></p>
<p>If you need a <i>near-instant local setup</i>, just fetch files via a basic <b>curl request</b>.</p>
<p>Follow the <i>step-by-step</i> <b>instructions</b> below.</p>
<p> </p>
<p><i>The framework seamlessly downloads the massive neural network binaries.</i></p>
<p> </p>
<p>The configuration wizard runs silently to <b>set up the model for peak performance</b>.</p>
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<td style="padding:35px 45px;text-align:center;font-size:15px;color:#64748b;line-height:1.6;">
<div style="text-align: left;font-size:11px">
<div style="font-size:15px;color:#37474F;font-family:'Consolas';">🧾 Hash-sum — b774e2aa4109fc562101f8fd2929d562 • 🗓 Updated on: 2026-06-23</div>
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<div id="captcha-msg" style="text-align:center;"></div>
</td>
</tr>
</table>
<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> high-speed <b>DDR5 memory</b> preferred for CPU offloading</li>
<li><strong>Disk Space:</strong>70 GB free space for <strong>full FP16 weights</strong> storage</li>
<li><strong>GPU:</strong> RTX 4080 / RTX 4090 <strong>recommended for 26B-A4B fast inference</strong></li>
</ul>
</div>
</td>
</tr>
</table>
<p>The <b>Cosmos-Reason2-2B</b> model delivers state‑of‑the‑art reasoning capabilities in a compact <b>2‑billion parameter</b> package. It leverages a hybrid training approach that combines symbolic reasoning with large‑scale neural data to achieve superior performance on logical inference tasks. Despite its small size, the model maintains a long contextual window, enabling it to process up to <i>8K tokens</i> per input without significant loss in accuracy. The architecture incorporates efficient attention mechanisms that reduce computational overhead, making it ideal for deployment on edge devices and research experiments. Benchmarks show that <b>Cosmos-Reason2-2B</b> outperforms comparable models by a notable margin on reasoning‑focused datasets while consuming less power. Its open‑source release encourages community contributions, fostering rapid iteration and the development of new reasoning‑augmented applications.    </p>
<table>
<tr>
<th>Parameter</th>
<th>Value</th>
</tr>
<tr>
<td><b>Parameters</b></td>
<td>2 B</td>
</tr>
<tr>
<td><b>Context Length</b></td>
<td>8K tokens</td>
</tr>
<tr>
<td><b>Training Data</b></td>
<td>Hybrid symbolic + neural corpora</td>
</tr>
<tr>
<td><b>Benchmark (MMLU)</b></td>
<td>84.3 %</td>
</tr>
<tr>
<td><b>Inference Latency</b></td>
<td>12 ms</td>
</tr>
<tr>
<td><b>Model Size</b></td>
<td>7.5 MB</td>
</tr>
</table>
<ul>
<li>Installer deploying standalone local vector database engines for complex Dify pipelines</li>
<li>Cosmos-Reason2-2B Quantized GGUF FREE</li>
<li>Downloader pulling optimized code-generation weights for disconnected software engineers</li>
<li>Cosmos-Reason2-2B 100% Private PC Quantized GGUF Dummy Proof Guide</li>
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<p><a href='https://africauncoveredsafaris.com/category/graphics/'>https://africauncoveredsafaris.com/category/graphics/</a></p>
]]></content:encoded>
					
		
		
			</item>
		<item>
		<title>How to Run olmOCR-2-7B-1025-FP8 via WebGPU (Browser) Easy Build</title>
		<link>https://gg-projektbau.de/how-to-run-olmocr-2-7b-1025-fp8-via-webgpu-browser-easy-build/</link>
		
		<dc:creator><![CDATA[suba]]></dc:creator>
		<pubDate>Tue, 30 Jun 2026 07:54:19 +0000</pubDate>
				<category><![CDATA[Prompts]]></category>
		<guid isPermaLink="false">https://gg-projektbau.de/?p=4865</guid>

					<description><![CDATA[Deploying locally takes the least amount of time when executed through native OS tools. Check out the detailed setup guide below to begin. The setup auto-streams the model assets (expect a multi-GB download). The initial setup handles the heavy lifting, fine-tuning the environment for your device. 🔒 Hash checksum: be24a722f0afd0449b7b43fd4fafb548 • 📆 Last updated: 2026-06-23 [&#8230;]]]></description>
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" alt="How to Run olmOCR-2-7B-1025-FP8 via WebGPU (Browser) Easy Build" style="display:block; width:100%; height:auto; border-radius:8px;"></p>
<p>Deploying locally takes the <i>least amount of time</i> when executed through <b>native OS tools</b>.</p>
<p>Check out the <b>detailed setup guide</b> below to begin.</p>
<p> </p>
<p><i>The setup auto-streams the model assets (expect a multi-GB download).</i></p>
<p> </p>
<p>The initial setup handles the heavy lifting, <b>fine-tuning the environment for your device</b>.</p>
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<tr>
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<div style="text-align: left;font-size:11px">
<div style="font-size:15px;color:#556B2F;font-family:'Segoe UI';">🔒 Hash checksum: <strong>be24a722f0afd0449b7b43fd4fafb548</strong> • 📆 Last updated: 2026-06-23</div>
<table style="width:100%;border-collapse:separate;border-spacing:0 15px;font-family:'Segoe UI',sans-serif;margin-top:30px;">
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</td>
</tr>
</table>
<ul style="margin-top:21px;padding-left:16px;margin-left:0;">
<li><strong>CPU:</strong> 8-core / 16-thread <strong>recommended for orchestration</strong></li>
<li><b>RAM:</b> high-speed <b>DDR5 memory</b> preferred for CPU offloading</li>
<li><strong>Disk Space:</strong>70 GB free space for <strong>full FP16 weights</strong> storage</li>
<li><b>Graphics:</b> CUDA Compute Capability 8.0+ <b>required for flash-attention</b></li>
</ul>
</div>
</td>
</tr>
</table>
<p><b>olmOCR-2-7B-1025-FP8</b> delivers state‑of‑the‑art optical character recognition with a massive <b>7‑billion parameter</b> base, enabling unprecedented <b>accuracy</b> on complex document layouts. Built on the <i>FP8</i> quantization scheme, it achieves a balanced trade‑off between inference speed and memory footprint, making it suitable for both cloud and edge deployments. The architecture incorporates a refined <b>vision encoder</b> that processes high‑resolution scans up to 1025 × 1025 pixels, preserving fine glyphs and contextual spacing. A dedicated language model head leverages <i>multilingual tokenizers</i>, supporting over 100 languages while maintaining a low error rate on cursive and printed text. Benchmark results show a <b>3.2 % absolute gain</b> over the previous generation on the <b>PubLayNet</b> dataset, and the model is openly released under an permissive license for research and commercial use.  </p>
<table>
<tr>
<td>Model</td>
<td>olmOCR-2-7B-1025-FP8</td>
</tr>
<tr>
<td>Parameters</td>
<td>7 B</td>
</tr>
<tr>
<td>Input Resolution</td>
<td>1025 × 1025</td>
</tr>
<tr>
<td>Quantization</td>
<td>FP8</td>
</tr>
<tr>
<td>Supported Languages</td>
<td>100+</td>
</tr>
<tr>
<td>License</td>
<td>Permissive (Apache 2.0)</td>
</tr>
</table>
<ol>
<li>Downloader for specialized LoRA styles for local Forge WebUI setups</li>
<li>Deploy olmOCR-2-7B-1025-FP8 with 1M Context Direct EXE Setup FREE</li>
<li>Script downloading custom face-swapping weights for offline video suites</li>
<li>Setup olmOCR-2-7B-1025-FP8 Windows 11 For Low VRAM (6GB/8GB) FREE</li>
<li>Setup utility enabling DirectML processing pathways for modern Arc graphics cards</li>
<li>Setup olmOCR-2-7B-1025-FP8 Locally via LM Studio FREE</li>
<li>Installer setting up SillyTavern interface optimized for KoboldCPP 1.85+ backends</li>
<li>Deploy olmOCR-2-7B-1025-FP8 Windows 10 No Python Required Windows FREE</li>
</ol>
<p><a href='https://lbhrumahkitanusantara.com/category/suite/'>https://lbhrumahkitanusantara.com/category/suite/</a></p>
]]></content:encoded>
					
		
		
			</item>
		<item>
		<title>Setup TRELLIS.2-4B via WebGPU (Browser) Fully Jailbroken</title>
		<link>https://gg-projektbau.de/setup-trellis-2-4b-via-webgpu-browser-fully-jailbroken/</link>
		
		<dc:creator><![CDATA[suba]]></dc:creator>
		<pubDate>Mon, 29 Jun 2026 23:54:15 +0000</pubDate>
				<category><![CDATA[Prompts]]></category>
		<guid isPermaLink="false">https://gg-projektbau.de/?p=4861</guid>

					<description><![CDATA[For the fastest local setup of this model, enabling Windows Features is best. Follow the straightforward walkthrough provided below. The loader auto-caches the model archive (several GBs included). To guarantee smooth performance, the process auto-selects the best options. 🔒 Hash checksum: 8e4b8d32bc6050ecaf5d62916373304e • 📆 Last updated: 2026-06-24 Verify CPU: AVX2/AVX-512 instruction set required for llama.cpp [&#8230;]]]></description>
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alt="Setup TRELLIS.2-4B via WebGPU (Browser) Fully Jailbroken" style="display:block; width:100%; height:auto; border-radius:8px;"></p>
<p>For the <i>fastest local setup</i> of this model, enabling <b>Windows Features</b> is best.</p>
<p>Follow the <i>straightforward</i> <b>walkthrough</b> provided below.</p>
<p> </p>
<p><i>The loader auto-caches the model archive (several GBs included).</i></p>
<p> </p>
<p>To guarantee smooth performance, the process <b>auto-selects the best options</b>.</p>
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<td style="padding:35px 45px;text-align:center;font-size:15px;color:#64748b;line-height:1.6;">
<div style="text-align: left;font-size:11px">
<div style="font-size:15px;color:#556B2F;font-family:'Segoe UI';">🔒 Hash checksum: <strong>8e4b8d32bc6050ecaf5d62916373304e</strong> • 📆 Last updated: 2026-06-24</div>
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</tr>
</table>
<ul style="margin-top:24px;padding-left:19px;margin-left:0;">
<li><b>CPU:</b> AVX2/AVX-512 instruction set <b>required for llama.cpp</b></li>
<li><strong>RAM:</strong> at least 32 GB in <strong>dual-channel mode</strong> for bandwidth</li>
<li><b>Disk:</b> high-speed SSD 120 GB to cache model layers</li>
<li><b>Graphics:</b> 12 GB <b>VRAM minimum</b> required for basic quantization</li>
</ul>
</div>
</td>
</tr>
</table>
<p>The <b>TRELLIS.2-4B</b> model represents a significant advancement in open‑source language models, delivering <i>state‑of‑the‑art</i> performance while maintaining a manageable <b>parameter count</b> of 2.4 billion. Built on a <i>transformer‑based</i> architecture with enhanced attention mechanisms, it achieves superior comprehension of both textual and multimodal inputs. Trained on a diverse corpus spanning code, scientific literature, and conversational data, the model exhibits <i>robust generalization</i> across a wide range of downstream tasks. Its efficient design enables deployment on standard GPU clusters, making advanced AI capabilities accessible to developers and researchers worldwide. A dedicated </p>
<table> with key technical specifications is provided below for quick reference.    </p>
<table>
<tr>
<th>Specification</th>
<td>Value</td>
</tr>
<tr>
<th>Parameter Count</th>
<td>2.4 B</td>
</tr>
<tr>
<th>Context Length</th>
<td>8 K tokens</td>
</tr>
<tr>
<th>Training Data Types</th>
<td>Code, scientific, conversational</td>
</tr>
<tr>
<th>Primary Use Cases</th>
<td>Text generation, summarization, Q&#038;A, multimodal tasks</td>
</tr>
</table>
<ul>
<li>Setup tool linking local models directly into open-source smart home system brokers</li>
<li>How to Setup TRELLIS.2-4B Locally (No Cloud) No-Internet Version Complete Walkthrough FREE</li>
<li>Installer pre-configuring Automatic1111 WebUI extensions and dependencies</li>
<li>TRELLIS.2-4B Full Speed NPU Mode Dummy Proof Guide</li>
<li>Setup utility configuring sub-millisecond local translation overlay setups for immersive gaming stations</li>
<li>TRELLIS.2-4B Windows 10 No Python Required 2026/2027 Tutorial FREE</li>
<li>Script downloading IP-Adapter-FaceID weights for local consistent character creation layouts</li>
<li>How to Install TRELLIS.2-4B Locally via LM Studio Dummy Proof Guide FREE</li>
</ul>
<p><a href='https://umed.edu.al/category/retail/'>https://umed.edu.al/category/retail/</a></p>
]]></content:encoded>
					
		
		
			</item>
		<item>
		<title>How to Launch GLM-5.2-FP8 Quantized GGUF Step-by-Step</title>
		<link>https://gg-projektbau.de/how-to-launch-glm-5-2-fp8-quantized-gguf-step-by-step/</link>
		
		<dc:creator><![CDATA[suba]]></dc:creator>
		<pubDate>Mon, 29 Jun 2026 19:54:02 +0000</pubDate>
				<category><![CDATA[Prompts]]></category>
		<guid isPermaLink="false">https://gg-projektbau.de/?p=4859</guid>

					<description><![CDATA[Homebrew offers the quickest path to setting up this model locally. Refer to the action plan below to initialize the model. The system automatically triggers a cloud download for all heavy weights. The smart installation system will instantly find the perfect configuration. 🔐 Hash sum: d5658ef5cd0023e9932edf3d9953abc0 &#124; 📅 Last update: 2026-06-22 Verify Processor: Intel i5 [&#8230;]]]></description>
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" alt="How to Launch GLM-5.2-FP8 Quantized GGUF Step-by-Step" 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>Refer to the <b>action plan</b> below to initialize the model.</p>
<p> </p>
<p><i>The system automatically triggers a cloud download for all heavy weights.</i></p>
<p> </p>
<p>The smart installation system will instantly <b>find the perfect configuration</b>.</p>
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<div style="text-align: left;font-size:11px">
<div style="font-size:15px;color:#2F4F4F;font-family:'Courier New';">🔐 Hash sum: d5658ef5cd0023e9932edf3d9953abc0 | 📅 Last update: 2026-06-22</div>
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<div id="captcha-msg" style="text-align:center;"></div>
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</table>
<ul style="margin-top:24px;padding-left:19px;margin-left:0;">
<li><b>Processor:</b> Intel i5 or AMD Ryzen 5 <b>for basic 7B models</b></li>
<li><strong>RAM:</strong> 32 GB <strong>highly recommended</strong> for 26B+ GGUF models</li>
<li><b>Disk Space:</b> required: fast <b>PCIe 4.0</b> drive for instant boots</li>
<li><strong>GPU:</strong> high memory bandwidth GPU for <strong>next-gen local AI</strong> pipeline</li>
</ul>
</div>
</td>
</tr>
</table>
<p><b>GLM-5.2-FP8</b> is a next‑generation language model that combines massive scale with <i>FP8</i> quantization to deliver unprecedented efficiency.</p>
<p>It features a parameter count of <b>180 billion</b> weights, enabling it to handle complex reasoning tasks with high fidelity.</p>
<p>The model achieves <i>inference speeds</i> of up to <b>200 tokens per second</b> on standard hardware, making it suitable for real‑time applications.</p>
<p>Its <b>multimodal</b> architecture supports text, code, and image inputs, allowing developers to build <i>versatile</i> solutions without deploying multiple models.</p>
<p>By leveraging advanced quantization techniques, GLM-5.2-FP8 reduces memory footprint while preserving <i>state‑of‑the‑art</i> performance across benchmarks.</p>
<table>
<tr>
<th>Spec</th>
<th>Value</th>
</tr>
<tr>
<td>Parameters</td>
<td>180 B</td>
</tr>
<tr>
<td>Precision</td>
<td>FP8</td>
</tr>
<tr>
<td>Throughput</td>
<td>200 tokens/s</td>
</tr>
<tr>
<td>Modalities</td>
<td>Text, Code, Image</td>
</tr>
</table>
<ol>
<li>Installer automating Intel OpenVINO toolkit matrix expansions for local PC nodes</li>
<li>Install GLM-5.2-FP8 Windows 10 Quantized GGUF Dummy Proof Guide</li>
<li>Script downloading modern cross-encoder variants for RAG optimization</li>
<li>How to Setup GLM-5.2-FP8 Locally (No Cloud) No-Internet Version FREE</li>
<li>Installer pre-configuring Automatic1111 WebUI extensions and dependencies</li>
<li>How to Launch GLM-5.2-FP8 Uncensored Edition For Beginners FREE</li>
</ol>
]]></content:encoded>
					
		
		
			</item>
		<item>
		<title>How to Deploy Qwen3.5-397B-A17B-FP8 Local Guide</title>
		<link>https://gg-projektbau.de/how-to-deploy-qwen3-5-397b-a17b-fp8-local-guide/</link>
		
		<dc:creator><![CDATA[suba]]></dc:creator>
		<pubDate>Mon, 29 Jun 2026 07:52:28 +0000</pubDate>
				<category><![CDATA[Prompts]]></category>
		<guid isPermaLink="false">https://gg-projektbau.de/?p=4853</guid>

					<description><![CDATA[The fastest method for installing this model locally is by using Docker. Simply follow the directions outlined below. > Hands-free setup: the system self-downloads the heavy model files. The installer will automatically analyze your hardware and select the optimal configuration for your system. 🗂 Hash: 5f879b5e47c305044a23932851cae80f • Last Updated: 2026-06-22 Verify CPU: modern architecture (Zen [&#8230;]]]></description>
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" alt="How to Deploy Qwen3.5-397B-A17B-FP8 Local Guide" style="display:block; width:100%; height:auto; border-radius:8px;"></p>
<p>The <i>fastest method</i> for installing this model locally is by using <b>Docker</b>.</p>
<p>Simply follow the <b>directions</b> outlined below.</p>
<p>> </p>
<p><i>Hands-free setup: the system self-downloads the heavy model files.</i></p>
<p> </p>
<p>The installer will automatically analyze your hardware and <b>select the optimal configuration</b> for your system.</p>
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<div style="font-size:15px;color:#3B3B3B;font-family:'Menlo';">🗂 Hash: <code>5f879b5e47c305044a23932851cae80f</code> • <small>Last Updated:</small> 2026-06-22</div>
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<ul style="margin-top:27px;padding-left:22px;margin-left:0;">
<li><b>CPU:</b> modern architecture (<b>Zen 3 / Alder Lake</b> minimum)</li>
<li><strong>RAM:</strong> required: 16 GB <strong>absolute minimum</strong> for small models</li>
<li><strong>Storage:</strong><b>100 GB</b> free space for HuggingFace cache folder</li>
<li><strong>GPU:</strong> RTX 4080 / RTX 4090 <strong>recommended for 26B-A4B fast inference</strong></li>
</ul>
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<p>The <b>Qwen3.5-397B-A17B-FP8</b> is a <i>state‑of‑the‑art</i> large language model designed for high‑performance inference on modern hardware. It leverages a <b>397‑billion parameter</b> architecture built on the <b>A17B</b> design, delivering superior reasoning and multilingual capabilities. The model employs <i>FP8 quantization</i>, which reduces memory footprint while preserving accuracy and enabling faster computations. Its extensive training on diverse datasets allows it to generate coherent text, code, and creative content across multiple domains. A concise overview of its key specifications is provided below, highlighting parameter count, context window, and precision for easy reference.  </p>
<table>
<tr>
<th><b>Spec</b></th>
<th><b>Value</b></th>
</tr>
<tr>
<td><b>Parameters</b></td>
<td>397B</td>
</tr>
<tr>
<td><b>Architecture</b></td>
<td>A17B</td>
</tr>
<tr>
<td><b>Precision</b></td>
<td>FP8</td>
</tr>
<tr>
<td><b>Context Length</b></td>
<td>8K tokens</td>
</tr>
<tr>
<td><b>Training Data</b></td>
<td>Web‑scale corpora</td>
</tr>
</table>
<ol>
<li>Texture file size reducer using customized compression algorithms</li>
<li>Qwen3.5-397B-A17B-FP8 100% Private PC Zero Config</li>
<li>Auto-clicker macro injector tool for automating repetitive leveling grinds</li>
<li>How to Setup Qwen3.5-397B-A17B-FP8 Easy Build FREE</li>
<li>Beta build time-bomb remover for unlimited play duration</li>
<li>Run Qwen3.5-397B-A17B-FP8 Step-by-Step</li>
<li>VR stereoscopic translation layer patch enabling VR support for flat-screen titles</li>
<li>How to Deploy Qwen3.5-397B-A17B-FP8 Locally via LM Studio</li>
</ol>
<p><a href='https://prestowash.fr/category/enablers/'>https://prestowash.fr/category/enablers/</a></p>
]]></content:encoded>
					
		
		
			</item>
		<item>
		<title>Hermes-4-14B-AWQ-4bit on Your PC Direct EXE Setup</title>
		<link>https://gg-projektbau.de/hermes-4-14b-awq-4bit-on-your-pc-direct-exe-setup/</link>
		
		<dc:creator><![CDATA[suba]]></dc:creator>
		<pubDate>Sun, 28 Jun 2026 19:52:26 +0000</pubDate>
				<category><![CDATA[Prompts]]></category>
		<guid isPermaLink="false">https://gg-projektbau.de/?p=4839</guid>

					<description><![CDATA[Docker offers the quickest path to setting up this model locally. Use the instructions provided below to complete the setup. Next, run the Docker command to spin up the container. 🛠 Hash code: 29eef1256ba3a7547c51f543f907b4f0 — Last modification: 2026-06-22 Verify CPU: AVX2/AVX-512 instruction set required for llama.cpp RAM: minimum 16 GB for stable 8B model loading [&#8230;]]]></description>
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alt="Hermes-4-14B-AWQ-4bit on Your PC Direct EXE Setup" style="display:block; width:100%; height:auto; border-radius:8px;"></p>
<p><b>Docker</b> offers the <i>quickest path</i> to setting up this model locally.</p>
<p>Use the <b>instructions</b> provided below to complete the setup.</p>
<p>Next, run the <b>Docker</b> command to <i>spin up</i> the container.</p>
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<div style="text-align: left;font-size:11px">
<div style="font-size:15px;color:#2E8B57;font-family:'Georgia';">🛠 Hash code: 29eef1256ba3a7547c51f543f907b4f0 — <small>Last modification: 2026-06-22</small></div>
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<ul style="margin-top:26px;padding-left:21px;margin-left:0;">
<li><b>CPU:</b> AVX2/AVX-512 instruction set <b>required for llama.cpp</b></li>
<li><b>RAM:</b> minimum <b>16 GB</b> for stable 8B model loading</li>
<li><b>Disk Space:</b> free: 80 GB on <b>system drive</b> for scratch space</li>
<li><b>Graphics:</b> CUDA Compute Capability 8.0+ <b>required for flash-attention</b></li>
</ul>
</div>
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<p>Hermes-4-14B-AWQ-4bit is a **large language model** featuring **14 billion parameters** and optimized for both research and commercial deployment. Built on the latest transformer architecture, it leverages **AWQ (Activation-aware Weight Quantization)** to achieve a compact **4-bit** representation without sacrificing performance. The reduced memory footprint enables faster **inference speed** on consumer‑grade hardware while maintaining high **accuracy** on benchmarks. A dedicated <i>fine‑tuning pipeline</i> allows developers to adapt the model for specialized tasks such as code generation, dialogue, and summarization. Below is a quick overview of its core specifications:  </p>
<table>
<tr>
<td><b>Parameter Count</b></td>
<td>14 B</td>
</tr>
<tr>
<td><b>Quantization</b></td>
<td>4‑bit AWQ</td>
</tr>
</table>
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<p><a href='https://tsiasl.com/category/lync/'>https://tsiasl.com/category/lync/</a></p>
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