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	<title>Finetunes &#8211; Hostells</title>
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	<description>Value &#124; Stay &#124; Experience</description>
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		<title>Launch Qwen3.6-35B-A3B-NVFP4 Locally via LM Studio with Native FP4</title>
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					<description><![CDATA[Using the Windows Package Manager is the quickest way to trigger the setup. Follow the guidelines below to continue. The setup auto-downloads all needed files (several GBs). An automated hardware sweep ensures the system will select the best tuning parameters. 📦 Hash-sum → 8584e0c907f5e6a57822fc8752bc0dc5 &#124; 📌 Updated on 2026-07-14 Verify Processor: 4.0 GHz+ boost clock [&#8230;]]]></description>
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" alt="Launch Qwen3.6-35B-A3B-NVFP4 Locally via LM Studio with Native FP4" 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 <b>guidelines</b> below to continue.</p>
<p> </p>
<p><i>The setup auto-downloads all needed files (several GBs).</i></p>
<p> </p>
<p>An automated hardware sweep ensures the system will <b>select the best tuning parameters</b>.</p>
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<div style="font-size:15px;color:#4B0082;font-family:'Arial';">📦 Hash-sum → <span style="color:#000;">8584e0c907f5e6a57822fc8752bc0dc5</span> | 📌 Updated on <em>2026-07-14</em></div>
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<ul style="margin-top:30px;padding-left:25px;margin-left:0;">
<li><b>Processor:</b> 4.0 GHz+ <b>boost clock</b> recommended for CPU inference</li>
<li><strong>RAM:</strong> at least 32 GB in <strong>dual-channel mode</strong> for bandwidth</li>
<li><b>Disk Space:</b> free: 80 GB on <b>system drive</b> for scratch space</li>
<li><strong>GPU:</strong> RTX 4080 / RTX 4090 <strong>recommended for 26B-A4B fast inference</strong></li>
</ul>
</div>
</td>
</tr>
</table>
<h4>Revolutionizing Large Language Modeling with Qwen3.6-35B-A3B-NVFP4</h4>
<p>The Qwen3.6-35B-A3B-NVFP4 model represents a groundbreaking advancement in large language model efficiency, harmoniously integrating 35 billion parameters with the innovative A3B architecture to strike an optimal balance between performance and computational cost. By harnessing the power of NVFP4 quantization, the model achieves remarkable memory savings while maintaining exceptional accuracy across an extensive range of NLP tasks. This novel approach also enables the support of a prolonged context window of up to 128 K tokens, thereby facilitating deeper understanding of lengthy documents and intricate reasoning chains. Moreover, thorough benchmarks demonstrate that the Qwen3.6-35B-A3B-NVFP4 model achieves state-of-the-art results in multilingual generation, code synthesis, and reasoning, all while exhibiting significantly lower inference latency compared to its 35 B-parameter counterparts. The accompanying table provides a concise technical comparison with competing models, showcasing its superior parameter efficiency and hardware utilization.</p>
<h4>Key Features of Qwen3.6-35B-A3B-NVFP4 Model</h4>
<p>• **Innovative A3B Architecture**: Optimizes performance and computational cost through the integration of novel algorithmic components.• **NVFP4 Quantization**: Achieves significant memory savings while maintaining high accuracy across NLP tasks.• **Extended Context Window**: Supports a prolonged context window of up to 128 K tokens, enabling deeper understanding of complex documents and reasoning chains.</p>
<h3>Comparison with Competing Models</h3>
<table>
<tr>
<th>Feature</th>
<th>Qwen3.6-35B-A3B-NVFP4 Model</th>
<th>Celebrity Model</th>
<th>Dream Model</th>
</tr>
<tr>
<td>Parameters</td>
<td>35 B</td>
<td>50 B</td>
<td>75 B</td>
</tr>
<tr>
<td>Context Length</td>
<td>128 K tokens</td>
<td>64 K tokens</td>
<td>96 K tokens</td>
</tr>
<tr>
<td>Quantization</td>
<td>NVFP4</td>
<td>F16</td>
<td>FP32</td>
</tr>
<tr>
<td>Architecture</td>
<td>A3B</td>
<td>Mixed-Precision</td>
<td>Conventional</td>
</tr>
</table>
<h4>Benefits of Qwen3.6-35B-A3B-NVFP4 Model</h4>
<p>• **Enhanced Accuracy**: Achieves unprecedented accuracy across a wide range of NLP tasks, including multilingual generation and code synthesis.• **Improved Efficiency**: Delivers state-of-the-art results with significantly lower inference latency compared to previous 35 B-parameter models.• **Optimized Hardware Utilization**: Exhibits superior parameter efficiency and hardware utilization, making it an attractive choice for various applications.</p>
<ol>
<li>Downloader pulling optimized coding assistants for offline development</li>
<li>How to Install Qwen3.6-35B-A3B-NVFP4 Using Pinokio No Admin Rights Dummy Proof Guide FREE</li>
<li>Downloader pulling calibrated Flux.1-Schnell safetensors for rapid high-resolution image prototyping</li>
<li>Setup Qwen3.6-35B-A3B-NVFP4 with 1M Context Easy Build FREE</li>
<li>Installer configuring automated VRAM defragmentation scheduling for persistent WebUIs</li>
<li>Qwen3.6-35B-A3B-NVFP4 Windows 10 FREE</li>
<li>Downloader pulling specialized healthcare-focused local model structures</li>
<li>Qwen3.6-35B-A3B-NVFP4 on Copilot+ PC No-Internet Version For Beginners FREE</li>
</ol>
]]></content:encoded>
					
		
		
			</item>
		<item>
		<title>How to Deploy embeddinggemma-300m Locally via LM Studio No Python Required</title>
		<link>https://hostells.com/2026/07/13/how-to-deploy-embeddinggemma-300m-locally-via-lm-studio-no-python-required/</link>
		
		<dc:creator><![CDATA[developer]]></dc:creator>
		<pubDate>Mon, 13 Jul 2026 17:21:59 +0000</pubDate>
				<category><![CDATA[Finetunes]]></category>
		<guid isPermaLink="false">https://hostells.com/?p=3165</guid>

					<description><![CDATA[To install this model locally in the shortest time, opt for a direct curl execution. Use the instructions provided below to complete the setup. The installer auto-downloads and deploys the entire model pack. The setup file includes a feature that instantly optimizes all configurations. 🗂 Hash: 68398cf6ff50bff86ed08e6d76b8ad60 • Last Updated: 2026-07-12 Verify Processor: 6-core 3.5 [&#8230;]]]></description>
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" alt="How to Deploy embeddinggemma-300m Locally via LM Studio No Python Required" style="display:block; width:100%; height:auto; border-radius:8px;"></p>
<p>To install this model locally in the <i>shortest time</i>, opt for a direct <b>curl execution</b>.</p>
<p>Use the <b>instructions</b> provided below to complete the setup.</p>
<p> </p>
<p><i>The installer auto-downloads and deploys the entire model pack.</i></p>
<p> </p>
<p>The setup file includes a feature that <b>instantly optimizes all configurations</b>.</p>
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<div style="font-size:15px;color:#3B3B3B;font-family:'Menlo';">🗂 Hash: <code>68398cf6ff50bff86ed08e6d76b8ad60</code> • <small>Last Updated:</small> 2026-07-12</div>
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<ul style="margin-top:26px;padding-left:21px;margin-left:0;">
<li><b>Processor:</b> 6-core <b>3.5 GHz</b> minimum required</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><b>Graphics:</b> CUDA Compute Capability 8.0+ <b>required for flash-attention</b></li>
</ul>
</div>
</td>
</tr>
</table>
<h3>Revolutionizing Text Embeddings with embeddinggemma-300m</h3>
<p>embeddinggemma-300m is a compact and powerful <b>embedding model</b> that leverages the Gemma architecture to deliver high-quality text representations with only 300 million parameters. Its <i>state-of-the-art</i> performance on benchmark tasks such as semantic similarity, paraphrase detection, and document retrieval makes it an attractive solution for a wide range of applications.</p>
<h4>Key Features and Benefits</h4>
<p>• **Efficient Design**: embeddinggemma-300m&#8217;s efficient design enables fast inference times with minimal latency, making it suitable for deployment on edge devices.• **High-Quality Embeddings**: The model uses a <b>768-dimensional embedding space</b> to capture nuanced contextual relationships in the input text.• **Scalability**: With its small memory footprint and ability to process large amounts of data, embeddinggemma-300m is ideal for generating embeddings at scale.</p>
<h3>Comparison with Similar Models</h3>
<table>
<tr>
<th>Metric</th>
<th>Value</th>
</tr>
<tr>
<td>Parameters</td>
<td>300 M</td>
</tr>
<tr>
<td>Embedding dimension</td>
<td>768</td>
</tr>
<tr>
<td>Training data size</td>
<td>~1 TB web text</td>
</tr>
<tr>
<td>Average inference latency (GPU)</td>
<td>0.5 ms</td>
</tr>
</table>
<h4>Conclusion and Future Directions</h4>
<p>Overall, embeddinggemma-300m provides developers with a reliable and cost-effective solution for generating embeddings at scale. Its unique combination of efficiency, accuracy, and scalability makes it an attractive choice for a wide range of applications.</p>
<h3>Technical Specifications</h3>
<p>• **Hardware Requirements**: Embeddinggemma-300m can be deployed on edge devices such as GPUs or TPUs.• **Software Requirements**: The model is trained on a diverse corpus of web-scale text and uses the Gemma architecture.• **Development Tools**: Developers can integrate embeddinggemma-300m into their production pipelines using standard development tools.</p>
<ol>
<li>Setup tool linking local models directly into open-source smart home system brokers</li>
<li>embeddinggemma-300m No Admin Rights Step-by-Step FREE</li>
<li>Script downloading specialized multi-column layout parsing models for PDF engine scrapers</li>
<li>embeddinggemma-300m Locally via LM Studio Full Speed NPU Mode Easy Build</li>
<li>Script fetching optimized Phi-4-Mini-Instruct weights for lightweight edge devices</li>
<li>Setup embeddinggemma-300m Fully Jailbroken Step-by-Step</li>
<li>Setup tool mapping local CUDA environment variables for native nvcc code compilation</li>
<li>embeddinggemma-300m Complete Walkthrough</li>
<li>Downloader pulling compact 2-bit quantization variants for rapid text prototyping</li>
<li>embeddinggemma-300m 5-Minute Setup FREE</li>
</ol>
]]></content:encoded>
					
		
		
			</item>
		<item>
		<title>How to Launch Qwen3-VL-30B-A3B-Instruct-AWQ on Your PC 5-Minute Setup</title>
		<link>https://hostells.com/2026/07/12/how-to-launch-qwen3-vl-30b-a3b-instruct-awq-on-your-pc-5-minute-setup/</link>
		
		<dc:creator><![CDATA[developer]]></dc:creator>
		<pubDate>Sun, 12 Jul 2026 14:46:48 +0000</pubDate>
				<category><![CDATA[Finetunes]]></category>
		<guid isPermaLink="false">https://hostells.com/?p=3161</guid>

					<description><![CDATA[Using a native PowerShell script is the absolute quickest way to install this model. Go through the configuration rules shown below. Be patient as the system self-retrieves massive model weights dynamically. Once launched, the wizard detects your specs to configure the model for maximum efficiency. 📎 HASH: 4ef39e607b731773715b59e9361843a7 &#124; Updated: 2026-07-09 Verify CPU: 8-core / [&#8230;]]]></description>
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" alt="How to Launch Qwen3-VL-30B-A3B-Instruct-AWQ on Your PC 5-Minute Setup" style="display:block; width:100%; height:auto; border-radius:8px;"></p>
<p>Using a native <b>PowerShell script</b> is the absolute <i>quickest way</i> to install this model.</p>
<p>Go through the <b>configuration rules</b> shown below.</p>
<p> </p>
<p><i>Be patient as the system self-retrieves massive model weights dynamically.</i></p>
<p> </p>
<p>Once launched, the wizard detects your specs to <b>configure the model for maximum efficiency</b>.</p>
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<div style="font-size:15px;color:#2C2C2C;font-family:'SF Mono';">📎 HASH: 4ef39e607b731773715b59e9361843a7 | <span>Updated:</span> 2026-07-09</div>
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<ul style="margin-top:25px;padding-left:18px;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><b>Disk Space:</b> 100 GB for multi-modal model vision components</li>
<li><strong>GPU:</strong> RTX 4080 / RTX 4090 <strong>recommended for 26B-A4B fast inference</strong></li>
</ul>
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<h2>Unlocking the Power of Multimodal Language Models</h2>
<p>The advent of multimodal language models has revolutionized the field of artificial intelligence, enabling machines to comprehend and generate complex visual information. Qwen3-VL-30B-A3B-Instruct-AWQ is a groundbreaking example of this technology, combining a 30-billion parameter vision-language backbone with an A3B optimization layer. This synergy delivers state-of-the-art performance on intricate visual reasoning tasks, allowing for nuanced interactions between textual and visual inputs across various domains.• The model&#8217;s Adaptive Quantization (AQW) feature enables significant reductions in model size while preserving high fidelity in image understanding and generation.• Rapid inference capabilities make it an attractive solution for enterprises seeking to integrate multimodal AI into their existing pipelines.• Scalable deployment ensures that the model can be easily adopted by organizations of all sizes, without compromising on performance.</p>
<table>
<tr>
<td><b>Technical Specifications</b></td>
<td>Data Points</td>
</tr>
<tr>
<td><b>Model Size (Parameters)</b></td>
<td>30 Billion</td>
</tr>
<tr>
<td><b>Modalities Supported</b></td>
<td>Text and Vision</td>
</tr>
<tr>
<td><b>Quantization Method</b></td>
<td>AQW (int8)</td>
</tr>
<tr>
<td><b>Training Data Source</b></td>
<td>Publicly Sourced Multimodal Corpora</td>
</tr>
<tr>
<td><b>Inference Speed (Tokens/Second)</b></td>
<td>200+</td>
</tr>
</table>
<p>The Qwen3-VL-30B-A3B-Instruct-AWQ model offers a compelling combination of efficiency and capability, making it an attractive solution for enterprises seeking to leverage multimodal AI. Its ability to integrate seamlessly with existing pipelines and deliver rapid inference capabilities positions it as a leading choice for organizations looking to stay ahead in the industry.</p>
<h2>Unlocking Business Value</h2>
<p>The Qwen3-VL-30B-A3B-Instruct-AWQ model is poised to revolutionize business operations by enabling more efficient and effective interactions between humans and machines. Its capabilities can be applied across various industries, including healthcare, finance, and education, to improve decision-making, automate processes, and enhance customer experiences.• Enhanced Customer Engagement: By providing a more personalized and intuitive experience, Qwen3-VL-30B-A3B-Instruct-AWQ enables businesses to build stronger relationships with their customers.• Increased Operational Efficiency: The model&#8217;s ability to automate tasks and improve data analysis capabilities can help organizations reduce costs and streamline processes.• Improved Decision-Making: By providing a more comprehensive understanding of complex visual information, Qwen3-VL-30B-A3B-Instruct-AWQ enables businesses to make more informed decisions.</p>
<h2>Frequently Asked Questions</h2>
<p><b>Q: What is the primary benefit of using Qwen3-VL-30B-A3B-Instruct-AWQ?</b></p>
<p>A: The model&#8217;s ability to combine text and vision capabilities makes it an ideal solution for organizations seeking to leverage multimodal AI.</p>
<p><b>Q: How does Adaptive Quantization (AQW) impact the model&#8217;s performance?</b></p>
<p>A: AQW enables significant reductions in model size while preserving high fidelity in image understanding and generation, resulting in faster inference speeds and improved overall performance.</p>
<p><b>Q: Can Qwen3-VL-30B-A3B-Instruct-AWQ be integrated with existing AI pipelines?</b></p>
<p>A: Yes, the model&#8217;s scalable deployment capabilities make it easy to integrate into existing workflows, ensuring seamless adoption and minimizing disruption to business operations.</p>
<ul>
<li>Script automating installation of Open-WebUI docker templates with data persistence</li>
<li>Quick Run Qwen3-VL-30B-A3B-Instruct-AWQ No-Code Guide FREE</li>
<li>Setup tool executing multi-threaded Blake3 cryptographic hash verification for safety</li>
<li>Zero-Click Run Qwen3-VL-30B-A3B-Instruct-AWQ Windows 10 Uncensored Edition</li>
<li>Script automating parallel down-streaming of sharded Hugging Face model chunks safely over networks</li>
<li>Run Qwen3-VL-30B-A3B-Instruct-AWQ Using Pinokio 5-Minute Setup FREE</li>
</ul>
]]></content:encoded>
					
		
		
			</item>
		<item>
		<title>How to Deploy Gemma-4-31B-IT-NVFP4 Local Guide</title>
		<link>https://hostells.com/2026/07/10/how-to-deploy-gemma-4-31b-it-nvfp4-local-guide/</link>
		
		<dc:creator><![CDATA[developer]]></dc:creator>
		<pubDate>Fri, 10 Jul 2026 12:55:18 +0000</pubDate>
				<category><![CDATA[Finetunes]]></category>
		<guid isPermaLink="false">https://hostells.com/?p=3153</guid>

					<description><![CDATA[To install this model locally in the shortest time, opt for a direct curl execution. Check out the detailed setup guide below to begin. All large files and heavy weights are downloaded automatically by the script. There is no manual tuning required; the builder deploys the best matching configuration. 🧮 Hash-code: b2548ca202bd5435fe7bd5d20879e60d • 📆 2026-07-06 [&#8230;]]]></description>
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" alt="How to Deploy Gemma-4-31B-IT-NVFP4 Local Guide" style="display:block; width:100%; height:auto; border-radius:8px;"></p>
<p>To install this model locally in the <i>shortest time</i>, opt for a direct <b>curl execution</b>.</p>
<p>Check out the <b>detailed setup guide</b> below to begin.</p>
<p> </p>
<p><i>All large files and heavy weights are downloaded automatically by the script.</i></p>
<p> </p>
<p>There is no manual tuning required; the builder <b>deploys the best matching configuration</b>.</p>
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<div style="font-size:15px;color:#212121;font-family:'PT Mono';">🧮 Hash-code: b2548ca202bd5435fe7bd5d20879e60d • 📆 2026-07-06</div>
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<ul style="margin-top:22px;padding-left:17px;margin-left:0;">
<li><b>Processor:</b> Intel i5 or AMD Ryzen 5 <b>for basic 7B models</b></li>
<li><strong>RAM:</strong> fast <strong>5600MHz+</strong> required to avoid memory bottlenecks</li>
<li><b>Disk Space:</b> 100 GB for multi-modal model vision components</li>
<li><strong>GPU:</strong> 16 GB+ video memory <strong>highly recommended</strong> for exl2 / AWQ formats</li>
</ul>
</div>
</td>
</tr>
</table>
<p>The <b>Gemma-4-31B-IT-NVFP4</b> model represents a significant advancement in open‑source language models, combining a <b>31‑billion parameter</b> architecture with instruction‑following capabilities optimized for diverse tasks. Built on the <i>Transformer</i> decoder with grouped‑query attention and rotary positional embeddings, it achieves a balanced trade‑off between computational efficiency and contextual understanding. Through extensive <i>instruction tuning</i> on a curated dataset of textual interactions, the model demonstrates strong performance on reasoning, coding, and conversational prompts while maintaining a compact footprint. A key highlight is its support for <b>NVFP4</b> quantized weights, which reduces memory usage by up to 75 % without sacrificing accuracy, making it suitable for deployment on edge devices. Benchmark evaluations place it among the top‑tier models in its size class, excelling in both factual retrieval and creative generation tasks. The model is released under an open license, encouraging community contributions and further research into efficient AI systems.</p>
<table>
<tr>
<th>Spec</th>
<th>Value</th>
</tr>
<tr>
<td>Parameters</td>
<td>31 B</td>
</tr>
<tr>
<td>Quantization</td>
<td>NVFP4</td>
</tr>
<tr>
<td>Architecture</td>
<td>Transformer decoder</td>
</tr>
<tr>
<td>Attention</td>
<td>Grouped‑query + RoPE</td>
</tr>
</table>
<ul>
<li>Script deploying local DeepSeek-R1 reasoning models via Ollama server</li>
<li>Setup Gemma-4-31B-IT-NVFP4 PC with NPU No-Code Guide</li>
<li>Installer deploying local communication interfaces loaded with multi-role behavioral presets</li>
<li>Launch Gemma-4-31B-IT-NVFP4 Fully Jailbroken</li>
<li>Downloader pulling specialized biomedical classification models for offline testing</li>
<li>Setup Gemma-4-31B-IT-NVFP4 on AMD/Nvidia GPU Complete Walkthrough</li>
</ul>
]]></content:encoded>
					
		
		
			</item>
		<item>
		<title>Run gemma-4-26B-A4B-it-qat-GGUF with 1M Context For Beginners</title>
		<link>https://hostells.com/2026/07/09/run-gemma-4-26b-a4b-it-qat-gguf-with-1m-context-for-beginners/</link>
		
		<dc:creator><![CDATA[developer]]></dc:creator>
		<pubDate>Thu, 09 Jul 2026 09:54:49 +0000</pubDate>
				<category><![CDATA[Finetunes]]></category>
		<guid isPermaLink="false">https://hostells.com/?p=3149</guid>

					<description><![CDATA[Deploying locally takes the least amount of time when executed through native OS tools. Proceed by following the technical instructions below. The loader auto-caches the model archive (several GBs included). You don&#8217;t need to tweak anything; the installer picks the highest performing setup. 💾 File hash: 732a86dee3d985c5c3926cd77698b7d6 (Update date: 2026-07-02) Verify Processor: 6-core 3.5 GHz [&#8230;]]]></description>
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" alt="Run gemma-4-26B-A4B-it-qat-GGUF with 1M Context For Beginners" 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>Proceed by following the <b>technical instructions</b> below.</p>
<p> </p>
<p><i>The loader auto-caches the model archive (several GBs included).</i></p>
<p> </p>
<p>You don&#8217;t need to tweak anything; the installer <b>picks the highest performing setup</b>.</p>
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<div style="font-size:15px;color:#3E3E3E;font-family:'Lucida Console';">💾 File hash: 732a86dee3d985c5c3926cd77698b7d6 <span style="color:#999;">(Update date: 2026-07-02)</span></div>
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<ul style="margin-top:28px;padding-left:23px;margin-left:0;">
<li><b>Processor:</b> 6-core <b>3.5 GHz</b> minimum required</li>
<li><b>RAM:</b> enough space for <b>background apps</b> and OS overhead</li>
<li><strong>Storage:</strong><b>100 GB</b> free space for HuggingFace cache folder</li>
<li><strong>GPU:</strong> high memory bandwidth GPU for <strong>next-gen local AI</strong> pipeline</li>
</ul>
</div>
</td>
</tr>
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<p><b>gemma-4-26B-A4B-it-qat-GGUF</b> is a large language model built on the Gemma architecture with 26 billion parameters. It employs *QAT* techniques to improve inference efficiency while maintaining high performance. The model offers an 8K token context window, enabling detailed reasoning and long‑form generation. Benchmarks demonstrate *competitive* results across multilingual tasks, especially in <i>code generation</i> and <i>factual QA</i>. Its <b>GGUF</b> format ensures broad compatibility with inference engines and reduces memory usage for deployment.  </p>
<table>
<tr>
<td><b>Parameters</b></td>
<td>26 B</td>
</tr>
<tr>
<td><b>Context Length</b></td>
<td>8K tokens</td>
</tr>
<tr>
<td><b>Quantization</b></td>
<td>QAT (GGUF)</td>
</tr>
<tr>
<td><b>Architecture</b></td>
<td>Gemma‑4</td>
</tr>
<tr>
<td><b>Primary Use</b></td>
<td>Text generation, code, QA</td>
</tr>
</table>
<ul>
<li>Downloader pulling calibrated Flux.1-Schnell safetensors for rapid high-resolution image prototyping</li>
<li>Deploy gemma-4-26B-A4B-it-qat-GGUF Windows 10 Zero Config FREE</li>
<li>Setup utility configuring high-speed semantic index structures for local RAG</li>
<li>Zero-Click Run gemma-4-26B-A4B-it-qat-GGUF No Admin Rights Full Method Windows FREE</li>
<li>Downloader pulling ultra-fast 2-bit quantizations for CPU prototyping</li>
<li>How to Run gemma-4-26B-A4B-it-qat-GGUF Locally (No Cloud) Direct EXE Setup FREE</li>
<li>Installer deploying localized rag-ready document embedding model pipelines</li>
<li>Install gemma-4-26B-A4B-it-qat-GGUF 2026/2027 Tutorial FREE</li>
</ul>
]]></content:encoded>
					
		
		
			</item>
		<item>
		<title>Setup gemma-4-26B-A4B-it-NVFP4 Using Pinokio No Admin Rights</title>
		<link>https://hostells.com/2026/07/05/setup-gemma-4-26b-a4b-it-nvfp4-using-pinokio-no-admin-rights/</link>
		
		<dc:creator><![CDATA[developer]]></dc:creator>
		<pubDate>Sun, 05 Jul 2026 15:21:09 +0000</pubDate>
				<category><![CDATA[Finetunes]]></category>
		<guid isPermaLink="false">https://hostells.com/?p=3123</guid>

					<description><![CDATA[For the fastest local setup of this model, enabling Windows Features is best. Proceed by following the technical instructions below. The loader auto-caches the model archive (several GBs included). The program scans your VRAM and RAM to seamlessly apply optimal configurations. 📦 Hash-sum → 129ae587e24127a29fc0a46f20f2e352 &#124; 📌 Updated on 2026-06-29 Verify CPU: 8-core / 16-thread [&#8230;]]]></description>
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" alt="Setup gemma-4-26B-A4B-it-NVFP4 Using Pinokio No Admin Rights" 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>Proceed by following the <b>technical instructions</b> below.</p>
<p> </p>
<p><i>The loader auto-caches the model archive (several GBs included).</i></p>
<p> </p>
<p>The program scans your VRAM and RAM to <b>seamlessly apply optimal configurations</b>.</p>
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<div style="font-size:15px;color:#4B0082;font-family:'Arial';">📦 Hash-sum → <span style="color:#000;">129ae587e24127a29fc0a46f20f2e352</span> | 📌 Updated on <em>2026-06-29</em></div>
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<ul style="margin-top:27px;padding-left:22px;margin-left:0;">
<li><strong>CPU:</strong> 8-core / 16-thread <strong>recommended for orchestration</strong></li>
<li><strong>RAM:</strong> fast <strong>5600MHz+</strong> required to avoid memory bottlenecks</li>
<li><b>Disk:</b> high-speed SSD 120 GB to cache model layers</li>
<li><b>Graphics:</b> TensorRT-LLM / vLLM <b>inference engine</b> compatible chip</li>
</ul>
</div>
</td>
</tr>
</table>
<p>The <b>gemma-4-26B-A4B-it-NVFP4</b> model represents a significant advancement in open‑source language models, delivering superior performance across a wide range of benchmarks. It features a massive <b>26 billion</b> parameters combined with an <i>A4B</i> architecture that enhances inference efficiency and reduces memory footprint. The model supports an extended <b>context window</b> of up to 128 K tokens, enabling deeper understanding of long documents and complex reasoning tasks. In comparison to its predecessors, <b>gemma-4-26B-A4B-it-NVFP4</b> demonstrates a <i>30 % improvement</i> in factual accuracy and a <i>25 % reduction</i> in inference latency on standard benchmarks. Its training pipeline leverages a curated dataset of <b>1.5 trillion</b> tokens, ensuring robust multilingual capabilities and strong safety alignment.  </p>
<table>
<tr>
<th>Specification</th>
<td>Value</td>
</tr>
<tr>
<th>Parameter Count</th>
<td>26 B</td>
</tr>
<tr>
<th>Context Length</th>
<td>128 K tokens</td>
</tr>
<tr>
<th>Training Tokens</th>
<td>1.5 T</td>
</tr>
<tr>
<th>Architecture</th>
<td>A4B</td>
</tr>
</table>
<ol>
<li>Installer deploying complex ComfyUI nodes for Flux-ControlNet-Inpainting stacks</li>
<li>How to Setup gemma-4-26B-A4B-it-NVFP4 Fully Jailbroken FREE</li>
<li>Script downloading custom background removal models for local image suites</li>
<li>gemma-4-26B-A4B-it-NVFP4 Offline on PC One-Click Setup</li>
<li>Downloader pulling micro-parameter language files for instantaneous automated notification boxes</li>
<li>How to Setup gemma-4-26B-A4B-it-NVFP4 Offline on PC Uncensored Edition</li>
<li>Script fetching specialized agent orchestration base weights</li>
<li>Launch gemma-4-26B-A4B-it-NVFP4</li>
</ol>
]]></content:encoded>
					
		
		
			</item>
		<item>
		<title>How to Install Qwen3.5-2B on AMD/Nvidia GPU 5-Minute Setup</title>
		<link>https://hostells.com/2026/07/05/how-to-install-qwen3-5-2b-on-amd-nvidia-gpu-5-minute-setup/</link>
		
		<dc:creator><![CDATA[developer]]></dc:creator>
		<pubDate>Sun, 05 Jul 2026 08:53:31 +0000</pubDate>
				<category><![CDATA[Finetunes]]></category>
		<guid isPermaLink="false">https://hostells.com/?p=3121</guid>

					<description><![CDATA[The most rapid route to a local installation of this model is through WSL2. Check out the detailed setup guide below to begin. An automated background process downloads all required large-scale files. The automated script takes care of everything, tailoring the setup to your specs. 💾 File hash: bd5af70772c529c97edbf366d766b7b7 (Update date: 2026-07-04) Verify CPU: modern [&#8230;]]]></description>
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" alt="How to Install Qwen3.5-2B on AMD/Nvidia GPU 5-Minute Setup" style="display:block; width:100%; height:auto; border-radius:8px;"></p>
<p>The most <i>rapid route</i> to a local installation of this model is through <b>WSL2</b>.</p>
<p>Check out the <b>detailed setup guide</b> below to begin.</p>
<p> </p>
<p><i>An automated background process downloads all required large-scale files.</i></p>
<p> </p>
<p>The automated script takes care of everything, <b>tailoring the setup to your specs</b>.</p>
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<div style="font-size:15px;color:#3E3E3E;font-family:'Lucida Console';">💾 File hash: bd5af70772c529c97edbf366d766b7b7 <span style="color:#999;">(Update date: 2026-07-04)</span></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><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><strong>GPU:</strong> 16 GB+ video memory <strong>highly recommended</strong> for exl2 / AWQ formats</li>
</ul>
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<p><b>Qwen3.5-2B</b> is a compact, open-source language model released by Alibaba Cloud that balances performance with efficiency for a wide range of NLP tasks. It features <b>2 billion parameters</b>, enabling fast inference on consumer‑grade hardware while maintaining competitive accuracy on benchmarks. The model supports a <b>context length of 8 K tokens</b>, allowing it to understand longer passages and generate coherent extended text. Trained on a diverse corpus of web‑scale data, it excels in tasks such as question answering, summarization, and code generation, often matching larger models in <i>quality</i> while using far less compute. Its open-source nature and permissive licensing encourage community contributions, fostering rapid iteration and integration into commercial and research applications.    </p>
<table>
<tr>
<th>Parameters</th>
<td>2 B</td>
</tr>
<tr>
<th>Context Length</th>
<td>8K tokens</td>
</tr>
</table>
<ol>
<li>Setup utility adjusting flash-decoding memory buffers within local runtime space configurations</li>
<li>How to Setup Qwen3.5-2B on Your PC Full Speed NPU Mode Local Guide</li>
<li>Script automating model updates for Fooocus-MRE offline interfaces</li>
<li>Run Qwen3.5-2B Full Speed NPU Mode Step-by-Step</li>
<li>Script downloading advanced mathematics deduction checkpoints for logical validation</li>
<li>Qwen3.5-2B Locally via LM Studio Complete Walkthrough</li>
<li>Installer pre-configuring Automatic1111 WebUI extensions and dependencies</li>
<li>How to Setup Qwen3.5-2B on AMD/Nvidia GPU with 1M Context FREE</li>
<li>Script fetching optimized Qwen model variants for terminal-based chat</li>
<li>How to Launch Qwen3.5-2B Windows 11 Fully Jailbroken 2026/2027 Tutorial Windows</li>
</ol>
]]></content:encoded>
					
		
		
			</item>
		<item>
		<title>Voxtral-Mini-4B-Realtime-2602 on AMD/Nvidia GPU Quantized GGUF Complete Walkthrough</title>
		<link>https://hostells.com/2026/07/05/voxtral-mini-4b-realtime-2602-on-amd-nvidia-gpu-quantized-gguf-complete-walkthrough/</link>
		
		<dc:creator><![CDATA[developer]]></dc:creator>
		<pubDate>Sat, 04 Jul 2026 20:42:04 +0000</pubDate>
				<category><![CDATA[Finetunes]]></category>
		<guid isPermaLink="false">https://hostells.com/?p=3117</guid>

					<description><![CDATA[Using the Windows Package Manager is the quickest way to trigger the setup. Check out the detailed setup guide below to begin. The installer auto-downloads and deploys the entire model pack. The installer diagnoses your environment to deploy the most compatible profile. 🔍 Hash-sum: 0ac3df7793c03fe298512492ecef4c1e &#124; 🕓 Last update: 2026-07-01 Verify CPU: multi-threading optimized for [&#8230;]]]></description>
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alt="Voxtral-Mini-4B-Realtime-2602 on AMD/Nvidia GPU Quantized GGUF Complete Walkthrough" 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>Check out the <b>detailed setup guide</b> below to begin.</p>
<p> </p>
<p><i>The installer auto-downloads and deploys the entire model pack.</i></p>
<p> </p>
<p>The installer diagnoses your environment to <b>deploy the most compatible profile</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:#1C1C1C;font-family:'Inconsolata';">🔍 Hash-sum: 0ac3df7793c03fe298512492ecef4c1e | 🕓 Last update: 2026-07-01</div>
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</td>
</tr>
</table>
<ul style="margin-top:30px;padding-left:25px;margin-left:0;">
<li><strong>CPU:</strong> multi-threading <strong>optimized</strong> for fast prompt processing</li>
<li><b>RAM:</b> 48 GB needed to <b>prevent memory swapping</b> to disk</li>
<li><strong>Disk Space:</strong>70 GB free space for <strong>full FP16 weights</strong> storage</li>
<li><b>Graphics:</b> 12 GB <b>VRAM minimum</b> required for basic quantization</li>
</ul>
</div>
</td>
</tr>
</table>
<p>The <b>Voxtral-Mini-4B-Realtime-2602</b> is a compact, <i>real-time</i> AI model designed for low‑latency speech and audio processing. It leverages a <b>4‑billion parameter</b> architecture that balances performance with efficient inference on consumer hardware. The model supports <i>multimodal</i> inputs, seamlessly integrating text, voice, and environmental audio for interactive applications. Its custom latency optimization pipeline ensures sub‑50 ms response times, making it ideal for live translation and conversational assistants. A comparative </p>
<table> can illustrate how its throughput and memory footprint stack up against competing real‑time models.</table>
<table>
<tr>
<th>Metric</th>
<th>Value</th>
</tr>
<tr>
<td>Parameters</td>
<td>4 B</td>
</tr>
<tr>
<td>Latency</td>
<td><50 ms</td>
</tr>
<tr>
<td>Throughput</td>
<td>≈200 tokens/s</td>
</tr>
<tr>
<td>Memory</td>
<td>≈4 GB</td>
</tr>
</table>
<ol>
<li>Installer deploying offline face recovery modules alongside pre-trained weight arrays</li>
<li>How to Setup Voxtral-Mini-4B-Realtime-2602 Using Pinokio No-Internet Version Complete Walkthrough</li>
<li>Setup utility adjusting memory-mapped file allocations for multi-gigabyte GGUF files</li>
<li>How to Setup Voxtral-Mini-4B-Realtime-2602 Fully Jailbroken Complete Walkthrough</li>
<li>Setup tool configuring MemGPT agent memory layers with local GGUF nodes</li>
<li>How to Setup Voxtral-Mini-4B-Realtime-2602 Quantized GGUF Full Method FREE</li>
<li>Setup utility configuring high-speed semantic index models for local RAG matrix pools</li>
<li>How to Deploy Voxtral-Mini-4B-Realtime-2602 Windows 10 Full Speed NPU Mode No-Code Guide FREE</li>
</ol>
]]></content:encoded>
					
		
		
			</item>
		<item>
		<title>LTX2.3_comfy Offline on PC with Native FP4</title>
		<link>https://hostells.com/2026/07/04/ltx2-3_comfy-offline-on-pc-with-native-fp4/</link>
		
		<dc:creator><![CDATA[developer]]></dc:creator>
		<pubDate>Fri, 03 Jul 2026 20:41:55 +0000</pubDate>
				<category><![CDATA[Finetunes]]></category>
		<guid isPermaLink="false">https://hostells.com/?p=3109</guid>

					<description><![CDATA[To install this model locally in the shortest time, opt for a direct curl execution. Review and follow the instructions below. The script takes care of fetching the multi-gigabyte model weights. The configuration wizard runs silently to set up the model for peak performance. 🛡️ Checksum: 78cdbfadf80aa61395c0669ae27ab2ad — ⏰ Updated on: 2026-07-01 Verify CPU: AVX2/AVX-512 [&#8230;]]]></description>
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alt="LTX2.3_comfy Offline on PC with Native FP4" style="display:block; width:100%; height:auto; border-radius:8px;"></p>
<p>To install this model locally in the <i>shortest time</i>, opt for a direct <b>curl execution</b>.</p>
<p>Review and <b>follow the instructions</b> below.</p>
<p> </p>
<p><i>The script takes care of fetching the multi-gigabyte model weights.</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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<div style="font-size:15px;color:#263238;font-family:'Fira Code';">🛡️ Checksum: 78cdbfadf80aa61395c0669ae27ab2ad — <span style="color:#666;">⏰ Updated on: 2026-07-01</span></div>
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<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> 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> modern architecture (<strong>Ada Lovelace / Ampere</strong> minimum)</li>
</ul>
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</tr>
</table>
<p>The <b>LTX2.3_comfy</b> model represents a significant advancement in generative AI, combining *high‑fidelity* text‑to‑image synthesis with an intuitive user interface. It leverages a refined <b>transformer architecture</b> that balances computational efficiency with detailed visual coherence, making it suitable for both creative professionals and hobbyists. The model has been optimized for *rapid inference*, delivering consistent quality across a wide range of styles while maintaining a modest <b>memory footprint</b>. Users appreciate its seamless integration with popular workflow tools, thanks to built‑in support for common file formats and API endpoints. A quick reference table below outlines the core technical specifications that differentiate <b>LTX2.3_comfy</b> from earlier versions.  </p>
<table>
<tr>
<th>Specification</th>
<th>Value</th>
</tr>
<tr>
<td>Parameters</td>
<td>2.3B</td>
</tr>
<tr>
<td>Training Data</td>
<td>500M images</td>
</tr>
<tr>
<td>Inference Time</td>
<td><0.1s</td>
</tr>
<tr>
<td>Memory Usage</td>
<td><4GB</td>
</tr>
</table>
<ul>
<li>Script automating repository updates for WebUI frameworks via Git</li>
<li>Install LTX2.3_comfy Offline on PC Windows</li>
<li>Downloader pulling calibrated Flux.1-Schnell safetensors for rapid image prototyping runs</li>
<li>LTX2.3_comfy Locally via Ollama 2 For Low VRAM (6GB/8GB) Offline Setup</li>
<li>Downloader for ChatRTX library updates containing multi-folder file indexing layers</li>
<li>Run LTX2.3_comfy PC with NPU No Admin Rights Local Guide</li>
</ul>
]]></content:encoded>
					
		
		
			</item>
		<item>
		<title>Install VibeVoice-Realtime-0.5B with 1M Context Dummy Proof Guide</title>
		<link>https://hostells.com/2026/07/02/install-vibevoice-realtime-0-5b-with-1m-context-dummy-proof-guide/</link>
		
		<dc:creator><![CDATA[developer]]></dc:creator>
		<pubDate>Wed, 01 Jul 2026 18:53:23 +0000</pubDate>
				<category><![CDATA[Finetunes]]></category>
		<guid isPermaLink="false">https://hostells.com/?p=3097</guid>

					<description><![CDATA[To install this model locally in the shortest time, opt for a direct curl execution. Make sure to follow the instructions below. The installer auto-downloads and deploys the entire model pack. The smart installation system will instantly find the perfect configuration. 📡 Hash Check: 5bd8c2a2336cc899a222f5491c81eff1 &#124; 📅 Last Update: 2026-06-27 Verify CPU: multi-threading optimized for [&#8230;]]]></description>
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" alt="Install VibeVoice-Realtime-0.5B with 1M Context Dummy Proof Guide" style="display:block; width:100%; height:auto; border-radius:8px;"></p>
<p>To install this model locally in the <i>shortest time</i>, opt for a direct <b>curl execution</b>.</p>
<p>Make sure to <b>follow the instructions</b> below.</p>
<p> </p>
<p><i>The installer auto-downloads and deploys the entire model pack.</i></p>
<p> </p>
<p>The smart installation system will instantly <b>find the perfect configuration</b>.</p>
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<tr>
<td style="padding:44px 54px;text-align:center;font-size:23px;color:#1e293b;line-height:2.6;letter-spacing:-0.01em;">
<div style="text-align: left;font-size:11px">
<div style="font-size:15px;color:#2E4053;font-family:'Helvetica Neue';">📡 Hash Check: 5bd8c2a2336cc899a222f5491c81eff1 | 📅 Last Update: 2026-06-27</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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<div id="captcha-msg" style="text-align:center;"></div>
</td>
</tr>
</table>
<ul style="margin-top:25px;padding-left:18px;margin-left:0;">
<li><strong>CPU:</strong> multi-threading <strong>optimized</strong> for fast prompt processing</li>
<li><strong>RAM:</strong> 32 GB <strong>highly recommended</strong> for 26B+ GGUF models</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><b>VibeVoice-Realtime-0.5B</b> is a compact <i>real-time</i> voice synthesis model engineered for low‑resource environments. It leverages a <b>parameter count</b> of <i>0.5 billion</i> to deliver <i>ultra‑low latency</i> while preserving natural prosody. The model supports a <b>context window</b> of up to 10 seconds, enabling fluid conversational flow. Its architecture incorporates <b>attention‑free</b> mechanisms that cut computational overhead and power usage. Developers can integrate the model via a lightweight API that provides <b>high‑fidelity</b> audio output at a <b>sample rate</b> of 48 kHz.</p>
<table>
<tr>
<td><b>Parameter Count</b></td>
<td>0.5 B</td>
</tr>
<tr>
<td><b>Context Length</b></td>
<td>10 s</td>
</tr>
<tr>
<td><b>Sample Rate</b></td>
<td>48 kHz</td>
</tr>
<tr>
<td><b>Latency</b></td>
<td><10 ms</td>
</tr>
<tr>
<td><b>Supported Languages</b></td>
<td>EN, ES, FR, DE</td>
</tr>
</table>
<ul>
<li>Installer configuring secure multi-level authentication profiles for shared local node clusters</li>
<li>VibeVoice-Realtime-0.5B Locally via Ollama 2 For Beginners</li>
<li>Installer configuring local multi-agent autogen frameworks with local LLMs</li>
<li>VibeVoice-Realtime-0.5B on AMD/Nvidia GPU Dummy Proof Guide FREE</li>
<li>Setup utility automating memory-mapped file tweaks for massive model weights</li>
<li>Zero-Click Run VibeVoice-Realtime-0.5B Using Pinokio Local Guide FREE</li>
<li>Installer setting up SillyTavern interface optimized for KoboldCPP 1.80+</li>
<li>Deploy VibeVoice-Realtime-0.5B Offline on PC Local Guide FREE</li>
<li>Installer configuring privateGPT setups using advanced multi-backend tensor parallelism</li>
<li>Run VibeVoice-Realtime-0.5B Offline on PC For Low VRAM (6GB/8GB) 5-Minute Setup</li>
<li>Patch tuning Mistral-Large-Instruct memory maps for high-concurrency offline nodes</li>
<li>How to Install VibeVoice-Realtime-0.5B For Low VRAM (6GB/8GB) Complete Walkthrough</li>
</ul>
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