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		<title>Deploy parakeet-tdt-0.6b-v3 100% Private PC Offline Setup</title>
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					<description><![CDATA[🔒 Hash checksum: 438c9dbb67bfaa32b7096e302a5a1b29 • 📆 Last updated: 2026-07-19 Verify CPU: AVX2/AVX-512 instruction set required for llama.cpp RAM: 48 GB needed to prevent memory swapping to disk Disk Space: free: 80 GB on system drive for scratch space Graphic Processor: hardware Tensor Cores support needed for FP16 acceleration Parakeet-TDT-0.6B-V3: A Compact yet Powerful Speech-to-Text Model [&#8230;]]]></description>
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<div style="font-size:15px;color:#556B2F;font-family:'Segoe UI';">🔒 Hash checksum: <strong>438c9dbb67bfaa32b7096e302a5a1b29</strong> • 📆 Last updated: 2026-07-19</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><b>RAM:</b> 48 GB needed to <b>prevent memory swapping</b> to disk</li>
<li><b>Disk Space:</b> free: 80 GB on <b>system drive</b> for scratch space</li>
<li><strong>Graphic Processor:</strong> hardware <strong>Tensor Cores</strong> support needed for FP16 acceleration</li>
</ul>
</div>
</td>
</tr>
</table>
<h3>Parakeet-TDT-0.6B-V3: A Compact yet Powerful Speech-to-Text Model</h3>
<p>The Parakeet-TDT-0.6B-V3 model is designed to tackle the challenges of high-accuracy transcription in noisy environments. Its transformer-decoder architecture, featuring a 0.6 B parameter count, enables fast inference on consumer-grade hardware. This allows developers to seamlessly integrate real-time transcription into their applications with minimal latency.</p>
<ul>
<li>Supports multilingual input, covering over 30 languages with region-specific accent adaptation.</li>
<li>Leverages data augmentation and domain-specific fine-tuning for improved performance.</li>
<li>Delivers competitive word error rates compared to larger models.</li>
</ul>
<h4>Technical Specifications:</h4>
<table>
<tr>
<td><b Parameters </b></td>
<td>0.6 B</td>
</tr>
<tr>
<td><b Supported Languages </b></td>
<td>30+</td>
</tr>
<tr>
<td><b Inference Speed </b></td>
<td>~120 ms/utterance</td>
</tr>
<tr>
<td><b Memory Footprint </b></td>
<td>~800 MB</td>
</tr>
</table>
<h4>Key Features and Considerations:</h4>
<p>*   Fast inference on consumer-grade hardware*   Real-time transcription capabilities with minimal latency*   Competitive word error rates compared to larger models</p>
<h3>Installation Method and Settings:</h3>
<p>Please refer to the recommended installation method and settings for detailed instructions.</p>
<h4>Integration with Standard APIs:</h4>
<p>The model supports integration via standard APIs, allowing developers to seamlessly embed real-time transcription into their applications.</p>
<ul>
<li>Installer pre-configuring modern machine learning dependency matrices on local systems</li>
<li>Zero-Click Run parakeet-tdt-0.6b-v3 Windows 10 Complete Walkthrough</li>
<li>Script downloading precision depth-mapping files for 3D volumetric world building</li>
<li>Deploy parakeet-tdt-0.6b-v3 PC with NPU No Admin Rights FREE</li>
<li>Downloader pulling hyper-efficient model variations tailored for mobile computing evaluation tests</li>
<li>Setup parakeet-tdt-0.6b-v3 Locally via LM Studio Full Speed NPU Mode Step-by-Step</li>
<li>Installer deploying local real-time text-to-speech channels via ChatTTS modules and pipelines</li>
<li>How to Autostart parakeet-tdt-0.6b-v3 Windows 10 Local Guide FREE</li>
</ul>
]]></content:encoded>
					
		
		
			</item>
		<item>
		<title>Setup Llama-3_3-Nemotron-Super-49B-v1_5 PC with NPU Uncensored Edition Step-by-Step</title>
		<link>https://envopapel.es/setup-llama-3_3-nemotron-super-49b-v1_5-pc-with-npu-uncensored-edition-step-by-step/</link>
		
		<dc:creator><![CDATA[Envopapel]]></dc:creator>
		<pubDate>Thu, 23 Jul 2026 03:15:16 +0000</pubDate>
				<category><![CDATA[Tools]]></category>
		<guid isPermaLink="false">https://envopapel.es/?p=10855</guid>

					<description><![CDATA[🛠 Hash code: 3f9d479f80114d2ea3cc89725831900b — Last modification: 2026-07-20 Verify CPU: modern architecture (Zen 3 / Alder Lake minimum) RAM: enough space for background apps and OS overhead Disk Space:70 GB free space for full FP16 weights storage Graphic Processor: hardware Tensor Cores support needed for FP16 acceleration The Llama-3_3-Nemotron-Super-49B-v1_5: A Cutting-Edge Language Model for AI [&#8230;]]]></description>
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" alt="Setup Llama-3_3-Nemotron-Super-49B-v1_5 PC with NPU Uncensored Edition Step-by-Step" style="display:block; width:100%; height:auto; border-radius:8px;"></p>
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<div style="font-size:15px;color:#2E8B57;font-family:'Georgia';">🛠 Hash code: 3f9d479f80114d2ea3cc89725831900b — <small>Last modification: 2026-07-20</small></div>
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<ul style="margin-top:26px;padding-left:21px;margin-left:0;">
<li><b>CPU:</b> modern architecture (<b>Zen 3 / Alder Lake</b> minimum)</li>
<li><b>RAM:</b> enough space for <b>background apps</b> and OS overhead</li>
<li><strong>Disk Space:</strong>70 GB free space for <strong>full FP16 weights</strong> storage</li>
<li><strong>Graphic Processor:</strong> hardware <strong>Tensor Cores</strong> support needed for FP16 acceleration</li>
</ul>
</div>
</td>
</tr>
</table>
<h4>The Llama-3_3-Nemotron-Super-49B-v1_5: A Cutting-Edge Language Model for AI Advancements</h4>
<p>The <b>Llama-3_3-Nematron-Super-49B-v1_5</b> is a groundbreaking large language model designed to bridge the gap between research and commercial applications. Its massive architecture, boasting 49 billion parameters, enables it to deliver exceptional performance on complex tasks such as reasoning, coding, and multilingual interactions.</p>
<ul style="list-style-type: decimal;">
<li>The <b>Llama-3_3-Nematron-Super-49B-v1_5</b> boasts a unique blend of optimized transformer layers and sparse attention mechanisms, allowing it to maintain high accuracy while minimizing inference latency.</li>
<li>Its deployment on modern GPU clusters provides scalable throughput and reduced memory footprint through quantization support.</li>
<li>The model&#8217;s capacity to tackle complex tasks makes it an attractive option for enterprises seeking <i>high-performance</i> AI solutions without compromising on cost or speed.</li>
</ul>
<h4>Key Features of the Llama-3_3-Nematron-Super-49B-v1_5 Model</h4>
<table style="width:100%">
<tr>
<th>Feature</th>
<td>Value</td>
</tr>
<tr>
<td>Parameters</td>
<td>49 billion</td>
</tr>
<tr>
<td>Context Length (Tokens)</td>
<td>8,000</td>
</tr>
<tr>
<td>Training Data</td>
<td>≈1.5 TB text</td>
</tr>
</table>
<h4>Technical Specifications of the Llama-3_3-Nematron-Super-49B-v1_5 Model</h4>
<p>Q: What is the primary use case for the Llama-3_3-Nematron-Super-49B-v1_5 model?A: The Llama-3_3-Nematron-Super-49B-v1_5 model is designed for both research and commercial applications, making it an ideal choice for enterprises seeking <i>high-performance</i> AI solutions.Q: How does the model&#8217;s deployment on GPU clusters impact its performance?A: The model&#8217;s deployment on modern GPU clusters provides scalable throughput and reduced memory footprint through quantization support, allowing for faster and more efficient processing of complex tasks.Q: What is the significance of the Llama-3_3-Nematron-Super-49B-v1_5 model in the context of AI advancements?A: The Llama-3_3-Nematron-Super-49B-v1_5 model represents a significant step forward in language modeling, offering <i>state-of-the-art</i> performance on complex tasks and paving the way for future AI innovations.</p>
<h4>Conclusion</h4>
<p>The Llama-3_3-Nematron-Super-49B-v1_5 model is an exceptional example of cutting-edge language technology, boasting unparalleled performance on complex tasks while maintaining low inference latency. Its deployment on modern GPU clusters and optimized architecture make it an attractive option for enterprises seeking <i>high-performance</i> AI solutions without compromising on cost or speed.</p>
<ol>
<li>Installer configuring secure local graph databases to map model interaction memories</li>
<li>Llama-3_3-Nemotron-Super-49B-v1_5 on Your PC No Admin Rights Full Method</li>
<li>Script fetching deepseek-math models for offline educational tools</li>
<li>How to Deploy Llama-3_3-Nemotron-Super-49B-v1_5 on Your PC No Python Required Offline Setup</li>
<li>Setup utility automating memory-mapped file settings for huge GGUF files</li>
<li>Launch Llama-3_3-Nemotron-Super-49B-v1_5 Using Pinokio FREE</li>
<li>Script automating model file splitting for FAT32 external drives</li>
<li>How to Autostart Llama-3_3-Nemotron-Super-49B-v1_5 Using Pinokio For Low VRAM (6GB/8GB)</li>
<li>Setup utility for loading ComfyUI custom nodes and workflow models</li>
<li>Deploy Llama-3_3-Nemotron-Super-49B-v1_5 100% Private PC Full Method FREE</li>
<li>Downloader pulling micro-parameter language files for instantaneous automated notifications</li>
<li>How to Install Llama-3_3-Nemotron-Super-49B-v1_5 100% Private PC No-Internet Version Full Method</li>
</ol>
<p><a href="https://job-force.hu/category/multilang/" target="_blank" rel="noopener">https://job-force.hu/category/multilang/</a></p>
]]></content:encoded>
					
		
		
			</item>
		<item>
		<title>Full Deployment MiniCPM-V-4.6 Offline on PC For Low VRAM (6GB/8GB) Step-by-Step</title>
		<link>https://envopapel.es/full-deployment-minicpm-v-4-6-offline-on-pc-for-low-vram-6gb-8gb-step-by-step/</link>
		
		<dc:creator><![CDATA[Envopapel]]></dc:creator>
		<pubDate>Thu, 23 Jul 2026 00:14:29 +0000</pubDate>
				<category><![CDATA[Tools]]></category>
		<guid isPermaLink="false">https://envopapel.es/?p=10853</guid>

					<description><![CDATA[💾 File hash: 1c09784a139ee83f38ffaefbeec4ea81 (Update date: 2026-07-21) Verify Processor: Intel i5 or AMD Ryzen 5 for basic 7B models RAM: fast 5600MHz+ required to avoid memory bottlenecks Disk Space: free: 80 GB on system drive for scratch space Graphics: 12 GB VRAM minimum required for basic quantization Key Features of MiniCPM-V-4.6 The MiniCPM-V-4.6 is a [&#8230;]]]></description>
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alt="Full Deployment MiniCPM-V-4.6 Offline on PC For Low VRAM (6GB/8GB) Step-by-Step" style="display:block; width:100%; height:auto; border-radius:8px;"></p>
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<div style="font-size:15px;color:#3E3E3E;font-family:'Lucida Console';">💾 File hash: 1c09784a139ee83f38ffaefbeec4ea81 <span style="color:#999;">(Update date: 2026-07-21)</span></div>
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<ul style="margin-top:21px;padding-left:16px;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> free: 80 GB on <b>system drive</b> for scratch space</li>
<li><b>Graphics:</b> 12 GB <b>VRAM minimum</b> required for basic quantization</li>
</ul>
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<h3>Key Features of MiniCPM-V-4.6</h3>
<p>The MiniCPM-V-4.6 is a compact yet powerful vision-language model designed for real-time multimodal understanding. Its parameter count of 2.5B weights enables deployment on consumer-grade hardware while maintaining high accuracy. The model accepts input images up to 1024×1024 resolution and processes them with a frame-rate of 30 fps, making it suitable for live applications.</p>
<h4>Performance Benchmarks</h4>
<p>In benchmark evaluations, MiniCPM-V-4.6 achieves state-of-the-art performance on VQA (Visual Question Answering) and OCR (Optical Character Recognition) tasks, often surpassing larger models by a significant margin. Its architecture incorporates a lightweight attention mechanism and efficient memory usage, allowing developers to integrate advanced visual AI without extensive computational resources.</p>
<h3>Technical Specifications</h3>
<p>• <b>Parameter Count:</b> 2.5B• <b>Image Input Size:</b> 1024×1024 resolution• <i>Frame Rate:</i> 30 fps</p>
<h4>Benefits of MiniCPM-V-4.6</h4>
<p>• Compact and powerful design for real-time multimodal understanding• High accuracy with deployment on consumer-grade hardware• Suitable for live applications due to fast processing speed</p>
<h3>Comparison to Larger Models</h3>
<p>MiniCPM-V-4.6 often surpasses larger models by a significant margin in VQA and OCR tasks, making it an attractive option for developers who want to integrate advanced visual AI without extensive computational resources.</p>
<h4>Conclusion</h4>
<p>The MiniCPM-V-4.6 is a powerful vision-language model that offers high accuracy and compact design, making it suitable for real-time multimodal understanding applications. Its performance benchmarks demonstrate its superiority over larger models, making it an attractive option for developers who want to integrate advanced visual AI.</p>
<h3>Installation and Settings</h3>
<p>Please refer to the recommended installation method and settings provided above for detailed instructions on deploying MiniCPM-V-4.6 in your application.</p>
<ul>
<li>Downloader for customized Gemma-2-27B GGUF layers with smart dynamic offloading memory configurations</li>
<li>Quick Run MiniCPM-V-4.6 via WebGPU (Browser) One-Click Setup For Beginners FREE</li>
<li>Installer configuring local semantic router models for prompt pre-filtering</li>
<li>MiniCPM-V-4.6 No Python Required Easy Build FREE</li>
<li>Installer deploying local real-time text-to-speech channels via ChatTTS modules</li>
<li>Deploy MiniCPM-V-4.6 with Native FP4 Local Guide Windows FREE</li>
<li>Setup tool initializing prefix-caching parameters inside production-tier vLLM system computing rigs</li>
<li>Full Deployment MiniCPM-V-4.6 Full Speed NPU Mode FREE</li>
</ul>
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