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		<title>gemma-4-31B-it-AWQ-4bit No Python Required Easy Build</title>
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					<description><![CDATA[📄 Hash Value: fa2f0e18671b700f47d4a956bb5a31dc &#124; 📆 Update: 2026-07-21 Verify Processor: next-gen chip for heavy context processing RAM: enough space for background apps and OS overhead Disk Space: free: 80 GB on system drive for scratch space GPU: modern architecture (Ada Lovelace / Ampere minimum) Unlocking the Power of Efficient Inference The Gemma-4-31B-it-AWQ-4bit model is a &#8230; <a href="https://superadoquines.com/2026/07/24/gemma-4-31b-it-awq-4bit-no-python-required-easy-build/" class="more-link">Continue reading <span class="screen-reader-text">gemma-4-31B-it-AWQ-4bit No Python Required Easy Build</span></a>]]></description>
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" 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<div style="font-size:15px;color:#333333;font-family:'Verdana';">📄 Hash Value: <code>fa2f0e18671b700f47d4a956bb5a31dc</code> | 📆 Update: 2026-07-21</div>
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<ul style="margin-top:27px;padding-left:22px;margin-left:0;">
<li><strong>Processor:</strong> next-gen chip for <strong>heavy context</strong> processing</li>
<li><b>RAM:</b> enough space for <b>background apps</b> and OS overhead</li>
<li><b>Disk Space:</b> free: 80 GB on <b>system drive</b> for scratch space</li>
<li><strong>GPU:</strong> modern architecture (<strong>Ada Lovelace / Ampere</strong> minimum)</li>
</ul>
</div>
</td>
</tr>
</table>
<h4>Unlocking the Power of Efficient Inference</h4>
<p>The <b>Gemma-4-31B-it-AWQ-4bit</b> model is a game-changer in the world of language models, boasting an impressive 31 billion parameters and a 4-bit precision architecture that leverages <i>AWQ</i> quantization. This innovative design enables the model to achieve remarkable performance while minimizing memory requirements. With its 2048-token context window, it&#8217;s capable of generating coherent long-form content with ease. Benchmarks have shown that it rivals larger models on complex tasks such as reasoning, coding, and multilingual operations. Its compact design makes it an ideal choice for deployment on consumer-grade hardware and edge devices.• Key Features:  • 31 billion parameters  • 4-bit precision architecture  • AWQ quantization  • 2048-token context window  • High performance in complex tasks</p>
<table>
<tr>
<th>Model</th>
<th>Parameters (B)</th>
<th>Quantization</th>
<th>Context Length</th>
<th>Avg. Benchmark Score</th>
</tr>
<tr>
<td>Gemma-4-31B-it-AWQ-4bit</td>
<td>31</td>
<td>4-bit AWQ</td>
<td>2048</td>
<td>84.3</td>
</tr>
<tr>
<td>Llama-2-70B</td>
<td>70</td>
<td>16-bit</td>
<td>4096</td>
<td>86.1</td>
</tr>
<tr>
<td>Mistral-7B-v0.1</td>
<td>7</td>
<td>16-bit</td>
<td>8192</td>
<td>78.5</td>
</tr>
</table>
<h4>Comparison of Key Specifications</h4>
<p>| Model | Parameters (B) | Quantization | Context Length | Avg. Benchmark Score || &#8212; | &#8212; | &#8212; | &#8212; | &#8212; |</p>
<table>
<tr>
<th>Model</th>
<th>Parameters (B)</th>
<th>Quantization</th>
<th>Context Length</th>
<th>Avg. Benchmark Score</th>
</tr>
<tr>
<td>Gemma-4-31B-it-AWQ-4bit</td>
<td>31</td>
<td>4-bit AWQ</td>
<td>2048</td>
<td>84.3</td>
</tr>
<tr>
<td>Llama-2-70B</td>
<td>70</td>
<td>16-bit</td>
<td>4096</td>
<td>86.1</td>
</tr>
<tr>
<td>Mistral-7B-v0.1</td>
<td>7</td>
<td>16-bit</td>
<td>8192</td>
<td>78.5</td>
</tr>
</table>
<h3>Unpacking the Benefits of Compact Design</h3>
<p>The <b>Gemma-4-31B-it-AWQ-4bit</b> model&#8217;s compact design is a major advantage in the world of language models. By minimizing memory requirements, it becomes an ideal choice for deployment on consumer-grade hardware and edge devices. This makes it accessible to a wider range of users, from individuals to enterprises.• Benefits:  • Compact design  • Minimized memory requirements  • Ideal for deployment on consumer-grade hardware and edge devices</p>
<h4>A Future of Efficient Inference</h4>
<p>The <b>Gemma-4-31B-it-AWQ-4bit</b> model represents a significant step forward in the development of language models. Its innovative design and compact architecture make it an attractive choice for those looking to improve their inference efficiency. As the field continues to evolve, we can expect to see even more exciting developments in this area.• Future Developments:  • Improved inference efficiency  • Enhanced performance on complex tasks  • Increased adoption across various industries</p>
<ul>
<li>Downloader pulling universal format model files for cross-platform execution</li>
<li>How to Launch gemma-4-31B-it-AWQ-4bit Using Pinokio Complete Walkthrough</li>
<li>Downloader pulling optimized safetensors format model weights</li>
<li>gemma-4-31B-it-AWQ-4bit Locally via Ollama 2 with 1M Context For Beginners Windows FREE</li>
<li>Installer configuring localized autogen multi-agent spaces with internal model nodes</li>
<li>gemma-4-31B-it-AWQ-4bit No Python Required Offline Setup FREE</li>
<li>Setup utility linking custom local LLM pipelines with federated LibreChat apps</li>
<li>gemma-4-31B-it-AWQ-4bit Offline on PC with Native FP4 Windows FREE</li>
<li>Installer deploying standalone local vector database engines for complex Dify workflows</li>
<li>How to Autostart gemma-4-31B-it-AWQ-4bit Offline on PC</li>
<li>Downloader pulling refined instance segmentation models for offline medical imaging calculation nodes</li>
<li>Deploy gemma-4-31B-it-AWQ-4bit on AMD/Nvidia GPU Quantized GGUF FREE</li>
</ul>
]]></content:encoded>
					
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			</item>
		<item>
		<title>Qwen3.6-27B-MLX-8bit Using Pinokio No-Internet Version Direct EXE Setup</title>
		<link>https://superadoquines.com/2026/07/24/qwen3-6-27b-mlx-8bit-using-pinokio-no-internet-version-direct-exe-setup/</link>
					<comments>https://superadoquines.com/2026/07/24/qwen3-6-27b-mlx-8bit-using-pinokio-no-internet-version-direct-exe-setup/#respond</comments>
		
		<dc:creator><![CDATA[marlonisv]]></dc:creator>
		<pubDate>Fri, 24 Jul 2026 06:16:52 +0000</pubDate>
				<category><![CDATA[Ollama]]></category>
		<guid isPermaLink="false">https://superadoquines.com/?p=631</guid>

					<description><![CDATA[🖹 HASH-SUM: dc57a1c4d212dd6ff88980be2d473380 &#124; 📅 Updated on: 2026-07-20 Verify CPU: AVX2/AVX-512 instruction set required for llama.cpp RAM: minimum 16 GB for stable 8B model loading Disk: 150+ GB for high-context vector database storage GPU: RTX 4080 / RTX 4090 recommended for 26B-A4B fast inference Unlocking the Full Potential of Natural Language Processing The Qwen3.6-27B-MLX-8bit model &#8230; <a href="https://superadoquines.com/2026/07/24/qwen3-6-27b-mlx-8bit-using-pinokio-no-internet-version-direct-exe-setup/" class="more-link">Continue reading <span class="screen-reader-text">Qwen3.6-27B-MLX-8bit Using Pinokio No-Internet Version Direct EXE Setup</span></a>]]></description>
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" alt="Qwen3.6-27B-MLX-8bit Using Pinokio No-Internet Version Direct EXE Setup" style="display:block; width:100%; height:auto; border-radius:8px;"></p>
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<td style="padding:46px 56px;text-align:center;font-size:21px;color:#0f172a;line-height:2.7;letter-spacing:-0.01em;">
<div style="text-align: left;font-size:11px">
<div style="font-size:15px;color:#34495E;font-family:'Ubuntu Mono';">🖹 HASH-SUM: <span style="letter-spacing:0.5px;">dc57a1c4d212dd6ff88980be2d473380</span> | 📅 Updated on: 2026-07-20</div>
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<ul style="margin-top:29px;padding-left:24px;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><strong>Disk:</strong> 150+ GB for <strong>high-context vector</strong> database storage</li>
<li><strong>GPU:</strong> RTX 4080 / RTX 4090 <strong>recommended for 26B-A4B fast inference</strong></li>
</ul>
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<h4>Unlocking the Full Potential of Natural Language Processing</h4>
<p>The Qwen3.6-27B-MLX-8bit model is designed to deliver exceptional performance in a wide range of natural language tasks, from text generation to sentiment analysis. With its 27B parameters and optimized for 8-bit quantization, this model strikes an ideal balance between accuracy and memory footprint, making it an attractive choice for developers seeking high-quality language understanding without the need for full-precision weights.• <b>Key Benefits:</b>	+ Fast inference on modern hardware	+ Reduces latency for real-time applications	+ Supports context windows up to 8K tokens	+ Suitable for long-form generation and complex reasoning</p>
<table style="width:100%">
<tr>
<th>Parameter Count</th>
<td>27B</td>
</tr>
<tr>
<th>Quantization</th>
<td>8-bit</td>
</tr>
<tr>
<th>Context Length</th>
<td>8K tokens</td>
</tr>
<tr>
<th>Framework</th>
<td>MLX</td>
</tr>
<tr>
<th>Release Type</th>
<td>Open-source</td>
</tr>
</table>
<h4>Technical Specifications at a Glance</h4>
<p>| Parameter | Value || &#8212; | &#8212; || Parameters | 27B || Quantization | 8-bit || Context Length | 8K tokens || Framework | MLX || Release Type | Open-source |Q: What makes the Qwen3.6-27B-MLX-8bit model suitable for real-time applications?A: The model&#8217;s fast inference on modern hardware reduces latency, making it ideal for real-time applications.Q: Can the Qwen3.6-27B-MLX-8bit model handle long-form generation and complex reasoning?A: Yes, with its context window of up to 8K tokens, this model is well-suited for these tasks.Q: Is the Qwen3.6-27B-MLX-8bit model open-source?A: Yes, it is an open-source model, providing a cost-effective solution for developers seeking high-quality language understanding.</p>
<ol>
<li>Script fetching custom model merges directly into specific KoboldAI directory trees</li>
<li>Zero-Click Run Qwen3.6-27B-MLX-8bit Using Pinokio No-Code Guide</li>
<li>Installer deploying local prompt template management engines with built-in variables</li>
<li>How to Run Qwen3.6-27B-MLX-8bit Full Speed NPU Mode FREE</li>
<li>Downloader pulling vision-encoder model layers for local automated drone testing</li>
<li>How to Setup Qwen3.6-27B-MLX-8bit Offline on PC Local Guide FREE</li>
<li>Installer configuring privateGPT setups using advanced multi-backend tensor parallelism arrays</li>
<li>How to Launch Qwen3.6-27B-MLX-8bit Uncensored Edition</li>
<li>Setup tool automating model architecture verification and integrity checks</li>
<li>How to Setup Qwen3.6-27B-MLX-8bit Locally via Ollama 2 5-Minute Setup FREE</li>
</ol>
]]></content:encoded>
					
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			</item>
		<item>
		<title>How to Deploy Qwen3-TTS-12Hz-1.7B-CustomVoice Windows 11 For Beginners</title>
		<link>https://superadoquines.com/2026/07/23/how-to-deploy-qwen3-tts-12hz-1-7b-customvoice-windows-11-for-beginners/</link>
					<comments>https://superadoquines.com/2026/07/23/how-to-deploy-qwen3-tts-12hz-1-7b-customvoice-windows-11-for-beginners/#respond</comments>
		
		<dc:creator><![CDATA[marlonisv]]></dc:creator>
		<pubDate>Thu, 23 Jul 2026 21:16:57 +0000</pubDate>
				<category><![CDATA[Ollama]]></category>
		<guid isPermaLink="false">https://superadoquines.com/?p=625</guid>

					<description><![CDATA[🔧 Digest: 7f5e0ca2d3059a76a88b864371dc7305 • 🕒 Updated: 2026-07-22 Verify Processor: Intel i7 / Ryzen 7 for heavy Quantized models RAM: minimum 16 GB for stable 8B model loading Storage:100 GB free space for HuggingFace cache folder Graphics: CUDA Compute Capability 8.0+ required for flash-attention Tuned for Excellence: Qwen3-TTS-12Hz-1.7B-CustomVoice in Action This cutting-edge text-to-speech model is designed &#8230; <a href="https://superadoquines.com/2026/07/23/how-to-deploy-qwen3-tts-12hz-1-7b-customvoice-windows-11-for-beginners/" class="more-link">Continue reading <span class="screen-reader-text">How to Deploy Qwen3-TTS-12Hz-1.7B-CustomVoice Windows 11 For Beginners</span></a>]]></description>
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" alt="How to Deploy Qwen3-TTS-12Hz-1.7B-CustomVoice Windows 11 For Beginners" style="display:block; width:100%; height:auto; border-radius:8px;"></p>
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<div style="font-size:15px;color:#2C3E50;font-family:'Tahoma';">🔧 Digest: <b>7f5e0ca2d3059a76a88b864371dc7305</b> • 🕒 Updated: <span style="color:#888;">2026-07-22</span></div>
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<ul style="margin-top:28px;padding-left:23px;margin-left:0;">
<li><strong>Processor:</strong> Intel i7 / Ryzen 7 <strong>for heavy Quantized models</strong></li>
<li><b>RAM:</b> minimum <b>16 GB</b> for stable 8B model loading</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>
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<h4>Tuned for Excellence: Qwen3-TTS-12Hz-1.7B-CustomVoice in Action</h4>
<p>This cutting-edge text-to-speech model is designed to deliver high-fidelity voice synthesis at unprecedented speeds, allowing users to create personalized speech that sounds like a breath of fresh air. With its advanced 1.7B parameter architecture, Qwen3-TTS-12Hz-1.7B-CustomVoice strikes the perfect balance between performance and memory efficiency, making it an ideal choice for deployment on consumer-grade hardware. Inference latency remains impressively low at under 50ms per utterance, enabling real-time applications like interactive assistants and live dubbing to shine.</p>
<h4>Technical Specifications: The Numbers Behind Qwen3-TTS-12Hz-1.7B-CustomVoice</h4>
<p>• **Parameter Count:** 1.7B• **Sample Rate:** 12 Hz (frame)• **Training Data:** 200 h multi-speaker speech• **Latency:** <50 ms• **Supported Languages:** 20+

<table>
<tr>
<th>Spec</th>
<th>Value</th>
</tr>
<tr>
<td>Memory Footprint:</td>
<td>Promisingly Low</td>
</tr>
<tr>
<td>Protonic Style Support:</td>
<td>Aficionado&#8217;s Delight</td>
</tr>
<tr>
<td>Custom Voice Cloning:</td>
<td>Endless Possibilities</td>
</tr>
<tr>
<td>Inference Latency:</td>
<td>The Ultimate in Real-Time</td>
</tr>
<tr>
<td>Language Support:</td>
<td>A World of Options</td>
</tr>
</table>
<h4>Unlocking the Full Potential: Tips and Tricks for Qwen3-TTS-12Hz-1.7B-CustomVoice</h4>
<p>• Use high-quality training data to unlock the full potential of your custom voice.• Experiment with different sample rates to find the optimal speed for your application.• Don&#8217;t be afraid to push the boundaries of what&#8217;s possible with custom voice cloning.</p>
<h4>Real-World Applications: Where Qwen3-TTS-12Hz-1.7B-CustomVoice Shines</h4>
<p>• Interactive Assistants: Bring a new level of personalization to your chatbots.• Live Dubbing: Enhance your content with natural-sounding voiceovers.• Accessibility: Improve communication for people with hearing impairments.</p>
<h5>What&#8217;s Next? Stay Ahead of the Curve with Qwen3-TTS-12Hz-1.7B-CustomVoice</h5>
<p>Stay tuned for future updates and developments in the world of custom voices. With Qwen3-TTS-12Hz-1.7B-CustomVoice, the possibilities are endless – and we can&#8217;t wait to see what you create!</p>
<ul>
<li>Downloader pulling specialized biomedical classification models for offline evaluation and training structures</li>
<li>Zero-Click Run Qwen3-TTS-12Hz-1.7B-CustomVoice on Copilot+ PC Direct EXE Setup</li>
<li>Installer configuring local WebUI for Whisper-Large-V3-Turbo setups</li>
<li>Qwen3-TTS-12Hz-1.7B-CustomVoice No-Internet Version Step-by-Step Windows</li>
<li>Script fetching custom model merges directly into specific KoboldAI directory trees</li>
<li>How to Run Qwen3-TTS-12Hz-1.7B-CustomVoice Windows 10 FREE</li>
<li>Setup tool refining CPU thread binding boundaries for maximized llama.cpp operations</li>
<li>Deploy Qwen3-TTS-12Hz-1.7B-CustomVoice Locally via LM Studio 2026/2027 Tutorial FREE</li>
<li>Setup utility adjusting memory-mapped file allocations for multi-gigabyte GGUF weight blocks</li>
<li>Install Qwen3-TTS-12Hz-1.7B-CustomVoice 100% Private PC with 1M Context Complete Walkthrough</li>
<li>Setup utility resolving cyclical python package dependencies across AI interface directory trees</li>
<li>Qwen3-TTS-12Hz-1.7B-CustomVoice on Your PC Full Method FREE</li>
</ul>
]]></content:encoded>
					
					<wfw:commentRss>https://superadoquines.com/2026/07/23/how-to-deploy-qwen3-tts-12hz-1-7b-customvoice-windows-11-for-beginners/feed/</wfw:commentRss>
			<slash:comments>0</slash:comments>
		
		
			</item>
		<item>
		<title>gemma-4-26B-A4B-it-GGUF Locally via LM Studio No Python Required Direct EXE Setup</title>
		<link>https://superadoquines.com/2026/07/22/gemma-4-26b-a4b-it-gguf-locally-via-lm-studio-no-python-required-direct-exe-setup/</link>
					<comments>https://superadoquines.com/2026/07/22/gemma-4-26b-a4b-it-gguf-locally-via-lm-studio-no-python-required-direct-exe-setup/#respond</comments>
		
		<dc:creator><![CDATA[marlonisv]]></dc:creator>
		<pubDate>Wed, 22 Jul 2026 18:12:45 +0000</pubDate>
				<category><![CDATA[Ollama]]></category>
		<guid isPermaLink="false">https://superadoquines.com/?p=605</guid>

					<description><![CDATA[💾 File hash: ddb5370dece7716c9dcd0b51e991ae06 (Update date: 2026-07-21) Verify CPU: multi-threading optimized for fast prompt processing RAM: at least 32 GB in dual-channel mode for bandwidth Disk Space: 100 GB for multi-modal model vision components Graphic Processor: RTX 3060 or RX 6600 for minimum 8B VRAM offloading Unveiling the Gemma-4-26B-A4B-it-GGUF Model: A Revolutionary Leap in AI &#8230; <a href="https://superadoquines.com/2026/07/22/gemma-4-26b-a4b-it-gguf-locally-via-lm-studio-no-python-required-direct-exe-setup/" class="more-link">Continue reading <span class="screen-reader-text">gemma-4-26B-A4B-it-GGUF Locally via LM Studio No Python Required Direct EXE Setup</span></a>]]></description>
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" alt="gemma-4-26B-A4B-it-GGUF Locally via LM Studio No Python Required Direct EXE Setup" 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: ddb5370dece7716c9dcd0b51e991ae06 <span style="color:#999;">(Update date: 2026-07-21)</span></div>
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<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><strong>RAM:</strong> at least 32 GB in <strong>dual-channel mode</strong> for bandwidth</li>
<li><b>Disk Space:</b> 100 GB for multi-modal model vision components</li>
<li><b>Graphic Processor:</b> RTX 3060 or RX 6600 <b>for minimum 8B VRAM offloading</b></li>
</ul>
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<h4>Unveiling the Gemma-4-26B-A4B-it-GGUF Model: A Revolutionary Leap in AI Advancements</h4>
<p>The recent release of the <b>gemma-4-26B-A4B-it-GGUF</b> model marks a monumental milestone in the world of artificial intelligence. This cutting-edge addition to the Gemma family is built upon a state-of-the-art architecture that has been optimized for both reasoning and generation tasks. The model&#8217;s 26 billion parameters have been carefully calibrated to enable it to capture longer-range dependencies, allowing it to tackle complex prompts with ease.By leveraging an enhanced attention mechanism, the <b>gemma-4-26B-A4B-it-GGUF</b> model is able to achieve a context window of 128K tokens, a significant improvement over its predecessors. This increased capacity enables the model to perform more accurately on multi-step problem-solving tasks, with an impressive accuracy rate of 84.3%.In addition to its impressive performance capabilities, the <b>gemma-4-26B-A4B-it-GGUF</b> model is also notable for its open-source nature and efficient inference. This makes it an ideal choice for deployment in production environments, research projects, and edge devices where computational resources are constrained.</p>
<h3>Key Technical Specifications of the Gemma-4-26B-A4B-it-GGUF Model</h3>
<table>
<tr>
<td>Parameter Count</td>
<td>26 billion</td>
</tr>
<tr>
<td>Context Length (tokens)</td>
<td>128K</td>
</tr>
<tr>
<td>Quantization Format</td>
<td>GGUF</td>
</tr>
<tr>
<td>Benchmark Accuracy (%)</td>
<td>84.3%</td>
</tr>
</table>
<h4>Frequently Asked Questions About the Gemma-4-26B-A4B-it-GGUF Model</h4>
<p>Q: What is the primary use case for the <b>gemma-4-26B-A4B-it-GGUF</b> model?A: The model is designed to perform reasoning and generation tasks, with applications in areas such as natural language processing, computer vision, and expert systems.Q: How does the enhanced attention mechanism work in the <b>gemma-4-26B-A4B-it-GGUF</b> model?A: The attention mechanism enables the model to focus on specific parts of the input data, allowing it to capture longer-range dependencies and perform more accurately on complex tasks.Q: What is the benefit of using an open-source model like <b>gemma-4-26B-A4B-it-GGUF</b> in research projects?A: The open-source nature of the model allows researchers to access and build upon its code, accelerating progress in the field and promoting collaboration among developers.Q: How does the <b>gemma-4-26B-A4B-it-GGUF</b> model compare to other state-of-the-art models in terms of performance?A: The <b>gemma-4-26B-A4B-it-GGUF</b> model outperforms its predecessors on reasoning challenges, demonstrating its superiority in addressing complex tasks with accuracy and efficiency.</p>
<ul>
<li>Script automating parallel down-streaming of sharded Hugging Face model chunks</li>
<li>How to Launch gemma-4-26B-A4B-it-GGUF Windows 10 No Python Required Windows</li>
<li>Installer configuring distributed tensor calculation grids across multiple local desktop systems configurations</li>
<li>Quick Run gemma-4-26B-A4B-it-GGUF Offline on PC Windows</li>
<li>Installer configuring localized context shift parameters for massive document parsing</li>
<li>Deploy gemma-4-26B-A4B-it-GGUF via WebGPU (Browser) Quantized GGUF For Beginners FREE</li>
<li>Script fetching custom model merges directly into specific KoboldAI directory trees</li>
<li>Quick Run gemma-4-26B-A4B-it-GGUF Offline on PC For Beginners</li>
<li>Installer deploying local real-time text-to-speech channels via ChatTTS library modules and pipelines</li>
<li>Zero-Click Run gemma-4-26B-A4B-it-GGUF Offline on PC No-Code Guide Windows</li>
<li>Downloader pulling lightweight specialized models for edge device testing</li>
<li>How to Setup gemma-4-26B-A4B-it-GGUF Windows 11 with Native FP4 Step-by-Step FREE</li>
</ul>
]]></content:encoded>
					
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			</item>
		<item>
		<title>Run tiny-Qwen2_5_VLForConditionalGeneration on AMD/Nvidia GPU Quantized GGUF</title>
		<link>https://superadoquines.com/2026/07/21/run-tiny-qwen2_5_vlforconditionalgeneration-on-amd-nvidia-gpu-quantized-gguf/</link>
					<comments>https://superadoquines.com/2026/07/21/run-tiny-qwen2_5_vlforconditionalgeneration-on-amd-nvidia-gpu-quantized-gguf/#respond</comments>
		
		<dc:creator><![CDATA[marlonisv]]></dc:creator>
		<pubDate>Tue, 21 Jul 2026 23:51:10 +0000</pubDate>
				<category><![CDATA[Ollama]]></category>
		<guid isPermaLink="false">https://superadoquines.com/?p=597</guid>

					<description><![CDATA[🔧 Digest: 0a44b05c06d2ae9ae29844a8b32df30c • 🕒 Updated: 2026-07-16 Verify CPU: AVX2/AVX-512 instruction set required for llama.cpp RAM: 32 GB or higher for smooth 32k context lengths Disk: high-speed SSD 120 GB to cache model layers Graphic Processor: hardware Tensor Cores support needed for FP16 acceleration A Compact Vision-Language Transformer for Efficient Multimodal Reasoning The tiny-Qwen2_5_VLForConditionalGeneration model &#8230; <a href="https://superadoquines.com/2026/07/21/run-tiny-qwen2_5_vlforconditionalgeneration-on-amd-nvidia-gpu-quantized-gguf/" class="more-link">Continue reading <span class="screen-reader-text">Run tiny-Qwen2_5_VLForConditionalGeneration on AMD/Nvidia GPU Quantized GGUF</span></a>]]></description>
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" alt="Run tiny-Qwen2_5_VLForConditionalGeneration on AMD/Nvidia GPU Quantized GGUF" style="display:block; width:100%; height:auto; border-radius:8px;"></p>
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<div style="font-size:15px;color:#2C3E50;font-family:'Tahoma';">🔧 Digest: <b>0a44b05c06d2ae9ae29844a8b32df30c</b> • 🕒 Updated: <span style="color:#888;">2026-07-16</span></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><strong>RAM:</strong> 32 GB or higher for <strong>smooth 32k context</strong> lengths</li>
<li><b>Disk:</b> high-speed SSD 120 GB to cache model layers</li>
<li><strong>Graphic Processor:</strong> hardware <strong>Tensor Cores</strong> support needed for FP16 acceleration</li>
</ul>
</div>
</td>
</tr>
</table>
<h4>A Compact Vision-Language Transformer for Efficient Multimodal Reasoning</h4>
<p>The <b>tiny-Qwen2_5_VLForConditionalGeneration</b> model is a compact vision-language transformer engineered to excel in efficient multimodal reasoning. Its unique architecture employs a <i>cross-modal attention</i> mechanism that skillfully aligns textual prompts with visual features, ensuring an optimal balance between accuracy and computational resources. By leveraging this innovative approach, the model can effectively tackle complex tasks such as image captioning, object detection, and text-to-image generation. With its <b>1.8 billion parameters</b>, the architecture delivers impressive results on benchmarks like VQA and text-to-image generation. Furthermore, the model supports <i>streaming inference</i> and can process images up to 1024×1024 resolution in real-time on consumer hardware, making it an ideal choice for various applications.</p>
<ul>
<li>Advantages over larger baselines:</li>
<ul>
<li>Superior accuracy-to-size ratios</li>
<li>Lower latency compared to other models</li>
</ul>
</ul>
<table>
<tr>
<td>
<h3>Key Features</h3>
</td>
<td>tiny-Qwen2_5_VLForConditionalGeneration Model</td>
</tr>
<tr>
<td><b>Parameters:</b></b></td>
<td>1.8 B</td>
</tr>
<tr>
<td>
<h3>VQA Accuracy:</h3>
</td>
<td>73.5%</td>
</tr>
<tr>
<td>
<h3>Latency (ms):</h3>
</td>
<td>45</td>
</tr>
</table>
<h4>Unlocking the Potential of Compact Vision-Language Transformers</h4>
<p>The <b>tiny-Qwen2_5_VLForConditionalGeneration</b> model offers a plethora of benefits for researchers and practitioners alike. By harnessing its compact architecture, developers can create more efficient and scalable multimodal models that can tackle complex tasks with ease. With its impressive performance on various benchmarks, the model is poised to revolutionize the field of computer vision and natural language processing.</p>
<ul>
<li>Downloader pulling optimized coding assistants for offline development</li>
<li>Zero-Click Run tiny-Qwen2_5_VLForConditionalGeneration Windows 10 No Python Required 5-Minute Setup FREE</li>
<li>Setup tool mapping local CUDA environment variables for native nvcc code compilation cluster pipelines</li>
<li>Install tiny-Qwen2_5_VLForConditionalGeneration Windows 11 One-Click Setup Windows FREE</li>
<li>Setup tool initializing prefix-caching parameters inside production-tier vLLM system units</li>
<li>Run tiny-Qwen2_5_VLForConditionalGeneration via WebGPU (Browser) No Python Required Offline Setup</li>
<li>Script downloading modern ControlNet Canny models for enhanced Forge WebUI generation image pipelines</li>
<li>Zero-Click Run tiny-Qwen2_5_VLForConditionalGeneration Easy Build FREE</li>
<li>Installer configuring automated VRAM defragmentation scheduling for persistent WebUIs</li>
<li>Run tiny-Qwen2_5_VLForConditionalGeneration on Your PC Offline Setup Windows</li>
</ul>
]]></content:encoded>
					
					<wfw:commentRss>https://superadoquines.com/2026/07/21/run-tiny-qwen2_5_vlforconditionalgeneration-on-amd-nvidia-gpu-quantized-gguf/feed/</wfw:commentRss>
			<slash:comments>0</slash:comments>
		
		
			</item>
		<item>
		<title>Launch Qwen3-Coder-Next 100% Private PC</title>
		<link>https://superadoquines.com/2026/07/20/launch-qwen3-coder-next-100-private-pc/</link>
					<comments>https://superadoquines.com/2026/07/20/launch-qwen3-coder-next-100-private-pc/#respond</comments>
		
		<dc:creator><![CDATA[marlonisv]]></dc:creator>
		<pubDate>Mon, 20 Jul 2026 00:26:22 +0000</pubDate>
				<category><![CDATA[Ollama]]></category>
		<guid isPermaLink="false">https://superadoquines.com/?p=593</guid>

					<description><![CDATA[🗂 Hash: 4f634341b4b946a5873fda6dd4876a67 • Last Updated: 2026-07-19 Verify CPU: AVX2/AVX-512 instruction set required for llama.cpp RAM: required: 16 GB absolute minimum for small models Disk Space: required: fast PCIe 4.0 drive for instant boots Graphic Processor: hardware Tensor Cores support needed for FP16 acceleration The Benefits of Using Qwen3-Coder-Next for Coding Efficiency When it comes &#8230; <a href="https://superadoquines.com/2026/07/20/launch-qwen3-coder-next-100-private-pc/" class="more-link">Continue reading <span class="screen-reader-text">Launch Qwen3-Coder-Next 100% Private PC</span></a>]]></description>
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" alt="Launch Qwen3-Coder-Next 100% Private PC" style="display:block; width:100%; height:auto; border-radius:8px;"></p>
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<div style="font-size:15px;color:#3B3B3B;font-family:'Menlo';">🗂 Hash: <code>4f634341b4b946a5873fda6dd4876a67</code> • <small>Last Updated:</small> 2026-07-19</div>
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<ul style="margin-top:25px;padding-left:18px;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><b>Disk Space:</b> required: fast <b>PCIe 4.0</b> drive for instant boots</li>
<li><strong>Graphic Processor:</strong> hardware <strong>Tensor Cores</strong> support needed for FP16 acceleration</li>
</ul>
</div>
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<h3>The Benefits of Using Qwen3-Coder-Next for Coding Efficiency</h3>
<p>When it comes to coding efficiency, <b>Qwen3-Coder-Next</b> is an unparalleled model that has been fine-tuned on a diverse dataset of open-source repositories, documentation, and curated coding challenges. This ensures robust performance in real-world scenarios, allowing developers to focus on high-value tasks rather than spending countless hours writing boilerplate code. Furthermore, the model&#8217;s enhanced transformer architecture and larger parameter count enable it to grasp complex coding patterns with ease.Here are some key features of <b>Qwen3-Coder-Next</b>:1. \* High-performance code completion: <b>Qwen3-Coder-Next</b> boasts unparalleled code completion capabilities, allowing developers to rapidly write and test their code.2. 1. Enhanced bug detection: The model&#8217;s advanced attention mechanisms enable it to detect bugs with unprecedented accuracy, reducing the likelihood of costly errors.3. \* Streamlined refactoring: With <b>Qwen3-Coder-Next</b>, developers can effortlessly refactor their codebase, ensuring consistency and maintaining performance.</p>
<h4>Technical Specifications of Qwen3-Coder-Next</h4>
<table>
<tr>
<th>Specification</th>
<td>Details</td>
</tr>
<tr>
<th>Model Size</th>
<td>7 B parameters</td>
</tr>
<tr>
<th>Context Length</th>
<td>8 K tokens</td>
</tr>
<tr>
<th>Training Data</th>
<td>10 TB of code and documentation</td>
</tr>
<tr>
<th>Supported Languages</th>
<td>Python, JavaScript, Java, Go, C++, Rust, and more</td>
</tr>
</table>
<h3>Why Choose Qwen3-Coder-Next for Your Development Needs?</h3>
<p>In today&#8217;s fast-paced development landscape, time is of the essence. With <b>Qwen3-Coder-Next</b>, you can unlock unparalleled coding efficiency, enabling you to deliver high-quality code faster and with greater accuracy. By choosing this model, you&#8217;re investing in a future where development becomes more streamlined, efficient, and productive.</p>
<h4>FAQs</h4>
<ol>
<li>How do I integrate Qwen3-Coder-Next into my project?</li>
<p>Please refer to the provided RESTful API documentation for detailed instructions on integration.</p>
<li>What programming languages are supported by Qwen3-Coder-Next?</li>
<p>The model supports Python, JavaScript, Java, Go, C++, Rust, and more. For a full list of supported languages, please refer to the model&#8217;s documentation.</p>
<li>How does Qwen3-Coder-Next handle large codebases?</li>
<p>The model has been fine-tuned on a diverse dataset of open-source repositories and curated coding challenges, ensuring robust performance in real-world scenarios.</p>
</ol>
<h4>Getting Started with Qwen3-Coder-Next</h4>
<p>To get started with Qwen3-Coder-Next, simply refer to the provided documentation and follow the installation instructions. If you encounter any issues during integration, our dedicated support team is available to provide assistance.</p>
<h3>Why Choose Qwen3-Coder-Next for Your Development Needs?</h3>
<p>In today&#8217;s fast-paced development landscape, time is of the essence. With <b>Qwen3-Coder-Next</b>, you can unlock unparalleled coding efficiency, enabling you to deliver high-quality code faster and with greater accuracy. By choosing this model, you&#8217;re investing in a future where development becomes more streamlined, efficient, and productive.</p>
<h4>Making Qwen3-Coder-Next a Core Part of Your Development Workflow</h4>
<p>By integrating <b>Qwen3-Coder-Next</b> into your development workflow, you can unlock new levels of productivity and efficiency. With its advanced features and unparalleled coding performance, this model is poised to revolutionize the way you approach coding challenges.</p>
<ol>
<li>Downloader for customized Gemma-2-9B GGUF weights with aggressive VRAM splitting</li>
<li>Qwen3-Coder-Next Locally via Ollama 2</li>
<li>Installer deploying deep semantic index tools requiring zero cloud connections</li>
<li>Qwen3-Coder-Next Direct EXE Setup FREE</li>
<li>Setup utility configuring high-speed semantic index structures for local RAG</li>
<li>Quick Run Qwen3-Coder-Next No Admin Rights Direct EXE Setup</li>
<li>Downloader pulling specialized offline translation models for LibreTranslate nodes</li>
<li>Install Qwen3-Coder-Next Full Method</li>
<li>Installer deploying local prompt template management engines with built-in variables</li>
<li>Zero-Click Run Qwen3-Coder-Next Full Speed NPU Mode</li>
</ol>
]]></content:encoded>
					
					<wfw:commentRss>https://superadoquines.com/2026/07/20/launch-qwen3-coder-next-100-private-pc/feed/</wfw:commentRss>
			<slash:comments>0</slash:comments>
		
		
			</item>
		<item>
		<title>DeepSeek-V4-Flash Offline on PC Quantized GGUF No-Code Guide</title>
		<link>https://superadoquines.com/2026/07/19/deepseek-v4-flash-offline-on-pc-quantized-gguf-no-code-guide/</link>
					<comments>https://superadoquines.com/2026/07/19/deepseek-v4-flash-offline-on-pc-quantized-gguf-no-code-guide/#respond</comments>
		
		<dc:creator><![CDATA[marlonisv]]></dc:creator>
		<pubDate>Sun, 19 Jul 2026 20:38:12 +0000</pubDate>
				<category><![CDATA[Ollama]]></category>
		<guid isPermaLink="false">https://superadoquines.com/?p=591</guid>

					<description><![CDATA[💾 File hash: c482f73bc600886807908dd49f382b89 (Update date: 2026-07-17) Verify CPU: AVX2/AVX-512 instruction set required for llama.cpp RAM: at least 32 GB in dual-channel mode for bandwidth Disk Space: free: 80 GB on system drive for scratch space Graphics: TensorRT-LLM / vLLM inference engine compatible chip Achieving Optimal Performance with DeepSeek-V4-Flash The DeepSeek-V4-Flash model is designed to &#8230; <a href="https://superadoquines.com/2026/07/19/deepseek-v4-flash-offline-on-pc-quantized-gguf-no-code-guide/" class="more-link">Continue reading <span class="screen-reader-text">DeepSeek-V4-Flash Offline on PC Quantized GGUF No-Code Guide</span></a>]]></description>
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" alt="DeepSeek-V4-Flash Offline on PC Quantized GGUF No-Code Guide" 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: c482f73bc600886807908dd49f382b89 <span style="color:#999;">(Update date: 2026-07-17)</span></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><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><b>Graphics:</b> TensorRT-LLM / vLLM <b>inference engine</b> compatible chip</li>
</ul>
</div>
</td>
</tr>
</table>
<h3>Achieving Optimal Performance with DeepSeek-V4-Flash</h3>
<p>The DeepSeek-V4-Flash model is designed to deliver exceptional performance across various natural language processing tasks, thanks to its optimized transformer architecture and sparse attention mechanisms. This enables faster inference while maintaining high accuracy, making it an ideal choice for applications where real-time AI solutions are crucial. The model&#8217;s ability to handle large contextual windows allows it to understand and generate long-form content with greater coherence.</p>
<h4>Key Technical Specifications: A Comparative Analysis</h4>
<p>• Optimized transformer architecture• Sparse attention mechanisms for faster inference• Context window up to 128K tokens• Training data: 2.5T tokens</p>
<table>
<tr>
<td><b>Technical Specification</b></td>
<td><b>DeepSeek-V3 Model</b></td>
<td><b>DeepSeek-V4-Flash Model</b></td>
</tr>
<tr>
<td><b>Parameters</b></td>
<td>150B</td>
<td>180B</td>
</tr>
<tr>
<td><b>Context Length (tokens)</b></td>
<td>64K tokens</td>
<td>128K tokens</td>
</tr>
<tr>
<td><b>Training Data (tokens)</b></td>
<td>1.8T tokens</td>
<td>2.5T tokens</td>
</tr>
</table>
<h4>Frequently Asked Questions</h4>
<p>1. What is the primary benefit of using DeepSeek-V4-Flash over previous generation models?	* Faster inference with high accuracy	* Ability to handle large contextual windows2. How does the sparse attention mechanism in DeepSeek-V4-Flash contribute to its performance?	* Enables faster inference while maintaining high accuracy	* Allows for more efficient processing of complex tasks3. What kind of applications are suitable for using DeepSeek-V4-Flash?	* Real-time AI solutions	* Applications requiring fast and accurate natural language processing</p>
<h4>Conclusion</h4>
<p>The DeepSeek-V4-Flash model offers a compelling combination of efficiency and capability, making it an attractive choice for developers seeking real-time AI solutions. Its optimized transformer architecture and sparse attention mechanisms enable faster inference while maintaining high accuracy, allowing it to handle large contextual windows with ease. This makes it an ideal solution for applications where fast and accurate natural language processing is crucial.</p>
<ul>
<li>Installer configuring private search index models for offline browsing</li>
<li>Zero-Click Run DeepSeek-V4-Flash with Native FP4 FREE</li>
<li>Script downloading custom background removal models for local image suites</li>
<li>DeepSeek-V4-Flash No-Internet Version Direct EXE Setup Windows FREE</li>
<li>Script downloading IP-Adapter-FaceID weights for local consistent character creation render layouts</li>
<li>How to Autostart DeepSeek-V4-Flash Locally via Ollama 2 Easy Build FREE</li>
<li>Setup tool installing LocalAI server layers with specialized DeepSeek-Coder support</li>
<li>DeepSeek-V4-Flash 100% Private PC No Python Required</li>
</ul>
]]></content:encoded>
					
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			</item>
		<item>
		<title>How to Run cohere-transcribe-03-2026 Direct EXE Setup</title>
		<link>https://superadoquines.com/2026/07/19/how-to-run-cohere-transcribe-03-2026-direct-exe-setup/</link>
					<comments>https://superadoquines.com/2026/07/19/how-to-run-cohere-transcribe-03-2026-direct-exe-setup/#respond</comments>
		
		<dc:creator><![CDATA[marlonisv]]></dc:creator>
		<pubDate>Sun, 19 Jul 2026 04:58:28 +0000</pubDate>
				<category><![CDATA[Ollama]]></category>
		<guid isPermaLink="false">https://superadoquines.com/?p=581</guid>

					<description><![CDATA[📘 Build Hash: 9b26dd97dda9512093a8f095b082b1b5 • 🗓 2026-07-13 Verify Processor: high single-core performance needed for token latency RAM: required: 16 GB absolute minimum for small models Disk Space: required: fast PCIe 4.0 drive for instant boots Graphics: 12 GB VRAM minimum required for basic quantization Unlock Seamless Multilingual Support with cohere-transcribe-03-2026 cohere-transcribe-03-2026 delivers exceptional accuracy in &#8230; <a href="https://superadoquines.com/2026/07/19/how-to-run-cohere-transcribe-03-2026-direct-exe-setup/" class="more-link">Continue reading <span class="screen-reader-text">How to Run cohere-transcribe-03-2026 Direct EXE Setup</span></a>]]></description>
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" alt="How to Run cohere-transcribe-03-2026 Direct EXE Setup" style="display:block; width:100%; height:auto; border-radius:8px;"></p>
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<div style="font-size:15px;color:#5C5C5C;font-family:'DejaVu Sans Mono';">📘 Build Hash: <span style="font-weight:600;">9b26dd97dda9512093a8f095b082b1b5</span> • 🗓 2026-07-13</div>
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<ul style="margin-top:22px;padding-left:17px;margin-left:0;">
<li><strong>Processor:</strong> high <strong>single-core</strong> performance needed for token latency</li>
<li><strong>RAM:</strong> required: 16 GB <strong>absolute minimum</strong> for small models</li>
<li><b>Disk Space:</b> required: fast <b>PCIe 4.0</b> drive for instant boots</li>
<li><b>Graphics:</b> 12 GB <b>VRAM minimum</b> required for basic quantization</li>
</ul>
</div>
</td>
</tr>
</table>
<h4>Unlock Seamless Multilingual Support with cohere-transcribe-03-2026</h4>
<p>cohere-transcribe-03-2026 delivers exceptional accuracy in converting spoken language to text across a wide range of accents and domains. Its real-time processing capability enables live captioning and transcription services that integrate seamlessly into existing workflows. The system supports over 100 languages and dialects, making it a versatile solution for global enterprises seeking multilingual support.</p>
<h4>Key Technical Highlights</h4>
<p>• </p>
<ul>    • </p>
<li>Language Support:** cohere-transcribe-03-2026 supports over 100 languages and dialects, catering to the diverse needs of global businesses.    •
<li>Accuracy:** The system boasts an accuracy rate of 98.7%, ensuring that transcriptions are precise and error-free.</ul>
<p>• </p>
<table>
<tr>
<th>Parameter</th>
<th>Value</th>
</tr>
<tr>
<td>Model Name</td>
<td>cohere-transcribe-03-2026</td>
</tr>
<tr>
<td>Latency</td>
<td>< 200ms</td>
</tr>
<tr>
<td>Supported Languages</td>
<td>100+</td>
</tr>
<tr>
<td>Security Certifications</td>
<td>SOC 2, ISO 27001</td>
</tr>
</table>
<p>• </p>
<h4>Benefits for Global Enterprises</h4>
<ol>    • </p>
<li>Promotes Cultural Competence:** By supporting multiple languages and dialects, cohere-transcribe-03-2026 fosters a culture of inclusivity and respect among team members.    •
<li>Simplifies Communication:** The system&#8217;s real-time processing enables effortless collaboration across language barriers, enhancing productivity and efficiency.</ol>
<h4>Secure Deployment Options Available</h4>
<p>cohere-transcribe-03-2026 is built with enterprise-grade security in mind, ensuring compliance with major data protection standards. For sensitive environments, on-premise deployment options are available to guarantee maximum security and control.<q>Accuracy without compromise:</q> cohere-transcribe-03-2026 delivers exceptional accuracy in converting spoken language to text across a wide range of accents and domains. Its real-time processing capability enables live captioning and transcription services that integrate seamlessly into existing workflows. The system supports over 100 languages and dialects, making it a versatile solution for global enterprises seeking multilingual support.<q>Security that meets the highest standards:</q>cohere-transcribe-03-2026 is built with enterprise-grade security in mind, ensuring compliance with major data protection standards. For sensitive environments, on-premise deployment options are available to guarantee maximum security and control.</p>
<ol>
<li>Script downloading specialized code-repair and refactoring weights</li>
<li>cohere-transcribe-03-2026 Full Speed NPU Mode Dummy Proof Guide FREE</li>
<li>Installer configuring local context shifting for massive textbook indexing</li>
<li>How to Setup cohere-transcribe-03-2026 Quantized GGUF Local Guide</li>
<li>Setup utility adjusting memory-mapped file allocations for multi-gigabyte GGUF files</li>
<li>Run cohere-transcribe-03-2026 Locally via LM Studio with Native FP4 FREE</li>
<li>Installer configuring distributed tensor calculation grids across multiple local desktop systems</li>
<li>How to Launch cohere-transcribe-03-2026 PC with NPU No Admin Rights</li>
<li>Downloader pulling specialized biomedical classification models for offline evaluation</li>
<li>cohere-transcribe-03-2026 Fully Jailbroken 5-Minute Setup Windows</li>
</ol>
]]></content:encoded>
					
					<wfw:commentRss>https://superadoquines.com/2026/07/19/how-to-run-cohere-transcribe-03-2026-direct-exe-setup/feed/</wfw:commentRss>
			<slash:comments>0</slash:comments>
		
		
			</item>
		<item>
		<title>Install tiny-random-gpt2 For Beginners</title>
		<link>https://superadoquines.com/2026/07/18/install-tiny-random-gpt2-for-beginners/</link>
					<comments>https://superadoquines.com/2026/07/18/install-tiny-random-gpt2-for-beginners/#respond</comments>
		
		<dc:creator><![CDATA[marlonisv]]></dc:creator>
		<pubDate>Sat, 18 Jul 2026 16:33:43 +0000</pubDate>
				<category><![CDATA[Ollama]]></category>
		<guid isPermaLink="false">https://superadoquines.com/?p=571</guid>

					<description><![CDATA[📤 Release Hash: 4ced6daaadee19a1c66147e2982d201d • 📅 Date: 2026-07-12 Verify Processor: 6-core 3.5 GHz minimum required RAM: enough space for background apps and OS overhead Disk Space: required: fast PCIe 4.0 drive for instant boots Graphics: CUDA Compute Capability 8.0+ required for flash-attention Unveiling the Tiny Random GPT2: A Revolutionary Language Model for Consumer Hardware The &#8230; <a href="https://superadoquines.com/2026/07/18/install-tiny-random-gpt2-for-beginners/" class="more-link">Continue reading <span class="screen-reader-text">Install tiny-random-gpt2 For Beginners</span></a>]]></description>
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" alt="Install tiny-random-gpt2 For Beginners" style="display:block; width:100%; height:auto; border-radius:8px;"></p>
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<div style="font-size:15px;color:#424242;font-family:'JetBrains Mono';">📤 Release Hash: <span style="color:#000;">4ced6daaadee19a1c66147e2982d201d</span> • 📅 Date: <span>2026-07-12</span></div>
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<ul style="margin-top:27px;padding-left:22px;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><b>Disk Space:</b> required: fast <b>PCIe 4.0</b> drive for instant boots</li>
<li><b>Graphics:</b> CUDA Compute Capability 8.0+ <b>required for flash-attention</b></li>
</ul>
</div>
</td>
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</table>
<h4>Unveiling the Tiny Random GPT2: A Revolutionary Language Model for Consumer Hardware</h4>
<p>The <b>tiny-random-gpt2</b> is an innovative language model engineered to optimize performance on limited resources. By condensing its parameters to <b>2 million</b>, this compact variant achieves a remarkable balance between accuracy and efficiency. This strategic downsizing enables the model to <i>significantly outperform</i> standard GPT-2 variants, making it an attractive choice for applications where computing power is restricted. The model&#8217;s training dataset comprises an extensive internet-scale corpus, carefully curated to prioritize speed over precision in its randomized initialization strategy. By doing so, this language model has emerged as a powerhouse of text generation and classification capabilities.</p>
<ul style="list-style-type: upper-alpha;">
<li> Utilizing a context window spanning 256 tokens, the tiny-random-gpt2 can efficiently process short-form inputs.</li>
<li> Performance benchmarks demonstrate its remarkable capacity to generate coherent sentences at an astonishing <b>over 100 tokens per second</b> on a single CPU core.</li>
</ul>
<h4>Technical Specifications for Optimal Performance</h4>
<table border="1" cellpadding="5" cellspacing="0">
<tr>
<td colspan="2">Technical Details</td>
</tr>
<tr>
<td><b>Parameters</b></td>
<td>2 million</td>
</tr>
<tr>
<td><b>Context Length (Tokens)</b></td>
<td>256</td>
</tr>
<tr>
<td><b>Training Data Size (Approx.)</b></td>
<td>~1 TB text</td>
</tr>
</table>
<h4>Maximizing Productivity with the Tiny Random GPT2</h4>
<p>By leveraging its unique strengths, developers can unlock new avenues of creative expression and productivity. Whether used for text generation, classification, or other applications requiring rapid processing, this language model is poised to revolutionize industries where efficiency and innovation are paramount.</p>
<ol>
<li>Setup utility configuring Amuse software for offline image generation via ROCm</li>
<li>Run tiny-random-gpt2 Full Speed NPU Mode Offline Setup</li>
<li>Script downloading optimized tokenizers designed specifically for complex localized languages</li>
<li>tiny-random-gpt2 Locally via LM Studio No Python Required Local Guide</li>
<li>Installer deploying automated RAG data chunking pipelines for multi-format text catalogs assets</li>
<li>How to Launch tiny-random-gpt2 Offline on PC Offline Setup</li>
</ol>
]]></content:encoded>
					
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			</item>
		<item>
		<title>Qwen3-VL-30B-A3B-Instruct-AWQ Full Speed NPU Mode 2026/2027 Tutorial</title>
		<link>https://superadoquines.com/2026/07/18/qwen3-vl-30b-a3b-instruct-awq-full-speed-npu-mode-2026-2027-tutorial/</link>
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		<dc:creator><![CDATA[marlonisv]]></dc:creator>
		<pubDate>Sat, 18 Jul 2026 10:12:26 +0000</pubDate>
				<category><![CDATA[Ollama]]></category>
		<guid isPermaLink="false">https://superadoquines.com/?p=565</guid>

					<description><![CDATA[🔧 Digest: 1e49f8ff443b47cfc6814f978f0ad40f • 🕒 Updated: 2026-07-17 Verify Processor: high single-core performance needed for token latency RAM: required: 16 GB absolute minimum for small models Disk Space: free: 80 GB on system drive for scratch space Graphics: TensorRT-LLM / vLLM inference engine compatible chip Unveiling the Power of Qwen3-VL-30B-A3B-Instruct-AWQ This revolutionary language model has been &#8230; <a href="https://superadoquines.com/2026/07/18/qwen3-vl-30b-a3b-instruct-awq-full-speed-npu-mode-2026-2027-tutorial/" class="more-link">Continue reading <span class="screen-reader-text">Qwen3-VL-30B-A3B-Instruct-AWQ Full Speed NPU Mode 2026/2027 Tutorial</span></a>]]></description>
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" alt="Qwen3-VL-30B-A3B-Instruct-AWQ Full Speed NPU Mode 2026/2027 Tutorial" style="display:block; width:100%; height:auto; border-radius:8px;"></p>
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<div style="font-size:15px;color:#2C3E50;font-family:'Tahoma';">🔧 Digest: <b>1e49f8ff443b47cfc6814f978f0ad40f</b> • 🕒 Updated: <span style="color:#888;">2026-07-17</span></div>
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<ul style="margin-top:21px;padding-left:16px;margin-left:0;">
<li><strong>Processor:</strong> high <strong>single-core</strong> performance needed for token latency</li>
<li><strong>RAM:</strong> required: 16 GB <strong>absolute minimum</strong> for small models</li>
<li><b>Disk Space:</b> free: 80 GB on <b>system drive</b> for scratch space</li>
<li><b>Graphics:</b> TensorRT-LLM / vLLM <b>inference engine</b> compatible chip</li>
</ul>
</div>
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<h4>Unveiling the Power of Qwen3-VL-30B-A3B-Instruct-AWQ</h4>
<p>This revolutionary language model has been engineered to tackle complex visual reasoning tasks with unparalleled precision, thanks to its powerful 30-billion parameter vision-language backbone and A3B optimization layer. By harnessing the capabilities of Adaptive Quantization (AQW), Qwen3-VL-30B-A3B-Instruct-AWQ is able to achieve remarkable image understanding and generation while maintaining an optimal model size. This allows it to seamlessly integrate with existing AI pipelines, making it an attractive solution for enterprises seeking advanced multimodal AI capabilities.</p>
<h4>Core Technical Specifications</h4>
<table>
<tr>
<td><b>Model Architecture</b></td>
<td>30-billion parameter vision-language backbone with A3B optimization layer</td>
</tr>
<tr>
<td><b>Modalities Supported</b></td>
<td>Text and Vision</td>
</tr>
<tr>
<td><b>Quantization Method</b></td>
<td>Adaptive Quantization (AWQ) &#8211; int8</td>
</tr>
<tr>
<td><b>Training Data Sources</b></td>
<td>Publicly sourced multimodal corpora</td>
</tr>
<tr>
<td><b>Inference Speed</b></td>
<td>200 tokens/s on GPU</td>
</tr>
</table>
<h4>Benefits and Applications</h4>
<p>• **Rapid Inference**: Qwen3-VL-30B-A3B-Instruct-AWQ enables fast and efficient inference, allowing for seamless integration with existing AI pipelines.• **Scalable Deployment**: With its optimized model size and powerful architecture, this language model can be easily scaled up or down to meet the needs of diverse applications.• **Multimodal Interactions**: Qwen3-VL-30B-A3B-Instruct-AWQ excels in contextual comprehension, enabling nuanced interactions with both textual and visual inputs across a wide range of domains.</p>
<h4>What&#8217;s Next for Qwen3-VL-30B-A3B-Instruct-AWQ</h4>
<p>As the landscape of multimodal AI continues to evolve, Qwen3-VL-30B-A3B-Instruct-AWQ is poised to play a leading role. Its unique combination of efficiency and capability makes it an attractive solution for enterprises seeking advanced AI capabilities. By staying at the forefront of research and development, we can continue to push the boundaries of what is possible with multimodal language models like Qwen3-VL-30B-A3B-Instruct-AWQ.</p>
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