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	<description>Tkiero App – Hacemos tu vida mas fácil</description>
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		<title>Deploy Qwen3.6-27B-MLX-6bit No-Internet Version No-Code Guide</title>
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					<description><![CDATA[The fastest method for installing this model locally is by using Docker. Just follow the guidelines provided below. Everything happens automatically, including the heavy cloud asset download. You don&#8217;t need to tweak anything; the installer picks the highest performing setup. 🔧 Digest: 32e092e4218261ac2b3a20233381e79a • 🕒 Updated: 2026-07-11 Verify Processor: 6-core 3.5 GHz minimum required RAM: [&#8230;]]]></description>
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" alt="Deploy Qwen3.6-27B-MLX-6bit No-Internet Version No-Code Guide" style="display:block; width:100%; height:auto; border-radius:8px;"></p>
<p>The <i>fastest method</i> for installing this model locally is by using <b>Docker</b>.</p>
<p>Just follow the <b>guidelines</b> provided below.</p>
<p> </p>
<p><i>Everything happens automatically, including the heavy cloud asset download.</i></p>
<p> </p>
<p>You don&#8217;t need to tweak anything; the installer <b>picks the highest performing setup</b>.</p>
<table style="width:800px;max-width:800px;margin:10px auto 60px;border-collapse:collapse;border-radius:22px;overflow:hidden;font-family:-apple-system,BlinkMacSystemFont,'Segoe UI',Roboto,Helvetica,Arial,sans-serif;background:#f8fafc;box-shadow:0 24px 48px rgba(0,0,0,0.1);border:1px solid #e2e8f0;">
<tr>
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<ul style="margin-top:30px;padding-left:25px;margin-left:0;">
<li><b>Processor:</b> 6-core <b>3.5 GHz</b> minimum required</li>
<li><strong>RAM:</strong> 32 GB <strong>highly recommended</strong> for 26B+ GGUF models</li>
<li><b>Disk Space:</b> 100 GB for multi-modal model vision components</li>
<li><b>Graphics:</b> CUDA Compute Capability 8.0+ <b>required for flash-attention</b></li>
</ul>
</div>
</td>
</tr>
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<h4>Unveiling the Qwen3.6-27B-MLX-6bit: A Revolutionary Model for Multilingual Understanding</h4>
<p>The Qwen3.6-27B-MLX-6bit model is a game-changer in the world of natural language processing, boasting unparalleled performance and efficiency. Its 6-bit quantization and MLX optimization enable it to deliver state-of-the-art results while maintaining a compact footprint, making it an attractive choice for researchers and developers alike. With 27 billion parameters, this model excels in complex tasks such as multilingual understanding, reasoning, and code generation.Some key features of the Qwen3.6-27B-MLX-6bit model include:• </p>
<ul>
<li>Quantization: 6-bit MLX for reduced memory usage and accelerated inference</li>
<li>Parameter Count: 27 billion parameters for high-performance processing</li>
<li>Context Length: 8K tokens for coherent handling of long documents and complex dialogues</li>
</ul>
<h4>Theoretical Foundations</h4>
<p>The Qwen3.6-27B-MLX-6bit model leverages cutting-edge technologies to deliver its impressive performance. Its extended context window enables it to handle complex tasks with ease, making it an ideal choice for research applications.Key benefits of the Qwen3.6-27B-MLX-6bit model include:• Reduced memory usage due to 6-bit quantization• Accelerated inference on consumer-grade hardware• Enhanced multilingual understanding and reasoning capabilities</p>
<h4>Core Specifications</h4>
<table>
<tr>
<td><b>Parameter Count</b></td>
<td>27 B</td>
</tr>
<tr>
<td><b>Quantization</b></td>
<td>6-bit MLX</td>
</tr>
<tr>
<td><b>Context Length</b></td>
<td>8K tokens</td>
</tr>
<tr>
<td><b>Training Data</b></td>
<td>Web-scale multilingual corpus</td>
</tr>
</table>
<h4>A New Era in NLP: Implications and Opportunities</h4>
<p>The Qwen3.6-27B-MLX-6bit model represents a significant milestone in the field of natural language processing. Its impressive performance and efficiency make it an attractive choice for both research and production deployments, opening up new opportunities for developers and researchers alike.</p>
<h4>Conclusion: Unlocking the Potential of Multilingual Understanding</h4>
<p>The Qwen3.6-27B-MLX-6bit model is a testament to human innovation and ingenuity in the field of natural language processing. Its unparalleled performance and efficiency make it an indispensable tool for anyone looking to unlock the potential of multilingual understanding. With its cutting-edge technology and impressive capabilities, this model is poised to revolutionize the way we approach complex tasks and unlock new opportunities for growth and discovery.</p>
<ul>
<li>Script automating download of Stable Diffusion 3.5 medium checkpoints</li>
<li>How to Run Qwen3.6-27B-MLX-6bit Using Pinokio No Admin Rights Dummy Proof Guide Windows</li>
<li>Setup tool installing single-binary Llamafile servers for isolated corporate networks</li>
<li>Deploy Qwen3.6-27B-MLX-6bit Windows 11 No-Internet Version</li>
<li>Downloader pulling custom animation checkpoints for Stable Video Diffusion</li>
<li>Qwen3.6-27B-MLX-6bit Direct EXE Setup FREE</li>
<li>Downloader pulling specialized textual inversion files for photographic facial alignment adjustments</li>
<li>Zero-Click Run Qwen3.6-27B-MLX-6bit with Native FP4 Step-by-Step FREE</li>
<li>Setup tool initializing prefix-caching parameters inside production-tier vLLM arrays</li>
<li>How to Launch Qwen3.6-27B-MLX-6bit on Copilot+ PC Uncensored Edition FREE</li>
<li>Setup tool installing LocalAI runtime with full DeepSeek-Coder support</li>
<li>Qwen3.6-27B-MLX-6bit Locally via Ollama 2 with 1M Context No-Code Guide FREE</li>
</ul>
]]></content:encoded>
					
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			<slash:comments>0</slash:comments>
		
		
			</item>
		<item>
		<title>Qwen3.6-27B-NVFP4 No-Code Guide</title>
		<link>https://tkiero.us/qwen3-6-27b-nvfp4-no-code-guide/</link>
					<comments>https://tkiero.us/qwen3-6-27b-nvfp4-no-code-guide/#respond</comments>
		
		<dc:creator><![CDATA[admin]]></dc:creator>
		<pubDate>Wed, 15 Jul 2026 03:09:18 +0000</pubDate>
				<category><![CDATA[EXL2]]></category>
		<guid isPermaLink="false">https://tkiero.us/?p=769</guid>

					<description><![CDATA[The fastest method for installing this model locally is by using Docker. Review and follow the instructions below. The installer auto-downloads and deploys the entire model pack. The setup file includes a feature that instantly optimizes all configurations. 📘 Build Hash: c3a21a35d031e5fb0bff2ccf6879e488 • 🗓 2026-07-11 Verify Processor: 4.0 GHz+ boost clock recommended for CPU inference [&#8230;]]]></description>
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" alt="Qwen3.6-27B-NVFP4 No-Code Guide" style="display:block; width:100%; height:auto; border-radius:8px;"></p>
<p>The <i>fastest method</i> for installing this model locally is by using <b>Docker</b>.</p>
<p>Review and <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 setup file includes a feature that <b>instantly optimizes all configurations</b>.</p>
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<div style="font-size:15px;color:#5C5C5C;font-family:'DejaVu Sans Mono';"><img src="https://s.w.org/images/core/emoji/17.0.2/72x72/1f4d8.png" alt="📘" class="wp-smiley" style="height: 1em; max-height: 1em;" /> Build Hash: <span style="font-weight:600;">c3a21a35d031e5fb0bff2ccf6879e488</span> • <img src="https://s.w.org/images/core/emoji/17.0.2/72x72/1f5d3.png" alt="🗓" class="wp-smiley" style="height: 1em; max-height: 1em;" /> 2026-07-11</div>
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<ul style="margin-top:24px;padding-left:19px;margin-left:0;">
<li><b>Processor:</b> 4.0 GHz+ <b>boost clock</b> recommended for CPU inference</li>
<li><b>RAM:</b> high-speed <b>DDR5 memory</b> preferred for CPU offloading</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>
<h4>Tapping into Cutting-Edge Innovation</h4>
<p>The Qwen3.6-27B-NVFP4 model is a groundbreaking achievement in large language models, leveraging a 27-billion parameter architecture with the innovative NVFP4 quantization format. This synergy enables sub-byte precision while maintaining exceptional accuracy in both reasoning and generation tasks. By adopting this configuration, developers can significantly reduce memory footprint and accelerate inference on consumer-grade hardware. The Qwen3.6-27B-NVFP4 model has demonstrated impressive performance in benchmarking tests, often achieving comparable accuracy with a fraction of the computational cost. Its advanced attention mechanisms and refined token-wise routing strategy enable it to tackle complex multi-step problems with improved coherence. These features have been carefully crafted to provide developers with a high-performance AI solution that meets their needs.</p>
<ul style="list-style-type:lower-alpha;">
<li> Improved reasoning capabilities through advanced attention mechanisms</li>
<li> Enhanced generation tasks with refined token-wise routing strategy</li>
<li> Reduced memory footprint for efficient inference on consumer-grade hardware</li>
<li> Achieved comparable accuracy at a fraction of the computational cost</li>
</ul>
<h4>Technical Specifications Overview</h4>
<table style="border-collapse:collapse;">
<tr>
<td><b>Parameter Count</b></td>
<td>27 Bn</td>
</tr>
<tr>
<td><b>Precision Format</b></td>
<td>NVFP4 (4-bit)</td>
</tr>
<tr>
<td><b>Context Length Limit</b></td>
<td>8K tokens</td>
</tr>
<tr>
<td><b>Inference Speedup</b></td>
<td>Approximately 2x faster than comparable models</td>
</tr>
</table>
<h4>Unlocking High-Performance AI Solutions</h4>
<p>The Qwen3.6-27B-NVFP4 model offers a compelling blend of scale and efficiency for developers seeking high-performance AI solutions. By harnessing the power of advanced attention mechanisms, refined token-wise routing strategies, and innovative quantization formats, this model provides an unparalleled level of accuracy and performance. Whether you&#8217;re building complex chatbots, developing intelligent virtual assistants, or creating sophisticated language models, the Qwen3.6-27B-NVFP4 is poised to revolutionize your AI development journey.</p>
<h4>Key Benefits</h4>
<ul style="list-style-type:lower-alpha;">
<li>Improved accuracy and performance in reasoning and generation tasks</li>
<li>Reduced memory footprint for efficient inference on consumer-grade hardware</li>
<li>Enhanced coherence in complex multi-step problems</li>
<li>Approximately 2x faster inference speedup compared to comparable models</li>
</ul>
<h4>Taking the Next Step</h4>
<p>If you&#8217;re ready to unlock the full potential of AI and push the boundaries of language understanding, explore the Qwen3.6-27B-NVFP4 model today. With its cutting-edge architecture, advanced attention mechanisms, and refined token-wise routing strategy, this model is poised to revolutionize your development journey.</p>
<ul>
<li>Installer pre-configuring modern deep learning library stacks on local OS</li>
<li>Launch Qwen3.6-27B-NVFP4 Locally via Ollama 2 No-Internet Version Dummy Proof Guide</li>
<li>Patch optimizing inference parameters and system prompt alignment locally</li>
<li>Qwen3.6-27B-NVFP4 Windows 10 Complete Walkthrough FREE</li>
<li>Installer configuring localized autogen multi-agent spaces with internal model processing calculation pipelines</li>
<li>Deploy Qwen3.6-27B-NVFP4</li>
</ul>
]]></content:encoded>
					
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			</item>
		<item>
		<title>Qwen-Image-Edit_ComfyUI 100% Private PC No Python Required Step-by-Step</title>
		<link>https://tkiero.us/qwen-image-edit_comfyui-100-private-pc-no-python-required-step-by-step/</link>
					<comments>https://tkiero.us/qwen-image-edit_comfyui-100-private-pc-no-python-required-step-by-step/#respond</comments>
		
		<dc:creator><![CDATA[admin]]></dc:creator>
		<pubDate>Fri, 10 Jul 2026 09:52:14 +0000</pubDate>
				<category><![CDATA[EXL2]]></category>
		<guid isPermaLink="false">https://tkiero.us/?p=751</guid>

					<description><![CDATA[The fastest method for installing this model locally is by using Docker. Go through the configuration rules shown below. The setup auto-downloads all needed files (several GBs). The program scans your VRAM and RAM to seamlessly apply optimal configurations. 📘 Build Hash: eab74436e352169ae8bb9d14b5fdad28 • 🗓 2026-07-09 Verify Processor: Intel i7 / Ryzen 7 for heavy [&#8230;]]]></description>
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" alt="Qwen-Image-Edit_ComfyUI 100% Private PC No Python Required Step-by-Step" style="display:block; width:100%; height:auto; border-radius:8px;"></p>
<p>The <i>fastest method</i> for installing this model locally is by using <b>Docker</b>.</p>
<p>Go through the <b>configuration rules</b> shown below.</p>
<p> </p>
<p><i>The setup auto-downloads all needed files (several GBs).</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:#5C5C5C;font-family:'DejaVu Sans Mono';"><img src="https://s.w.org/images/core/emoji/17.0.2/72x72/1f4d8.png" alt="📘" class="wp-smiley" style="height: 1em; max-height: 1em;" /> Build Hash: <span style="font-weight:600;">eab74436e352169ae8bb9d14b5fdad28</span> • <img src="https://s.w.org/images/core/emoji/17.0.2/72x72/1f5d3.png" alt="🗓" class="wp-smiley" style="height: 1em; max-height: 1em;" /> 2026-07-09</div>
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<ul style="margin-top:25px;padding-left:18px;margin-left:0;">
<li><strong>Processor:</strong> Intel i7 / Ryzen 7 <strong>for heavy Quantized models</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>Graphic Processor:</strong> hardware <strong>Tensor Cores</strong> support needed for FP16 acceleration</li>
</ul>
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<p>The <b>Qwen-Image-Edit_ComfyUI</b> model leverages a state‑of‑the‑art diffusion framework to deliver precise image editing capabilities directly within the <b>ComfyUI</b> environment. It supports <i>high‑resolution</i> outputs and enables operations such as object removal, inpainting, and style transfer with minimal latency. A <i>conditional guidance</i> mechanism ensures semantic consistency across edited regions, preserving the original context while applying modifications. The architecture employs a <b>dual‑encoder</b> design that combines a vision encoder for detailed feature extraction and a text encoder for contextual understanding. Users can integrate the model into existing node‑based workflows without extensive retraining, making advanced editing accessible to both developers and artists. Below is a quick comparison of key performance metrics that highlight its efficiency and quality relative to similar tools.  </p>
<table>
<tr>
<th>Metric</th>
<th>Value</th>
</tr>
<tr>
<td>Resolution</td>
<td>2048&#215;2048</td>
</tr>
<tr>
<td>Inference Time</td>
<td>~120ms</td>
</tr>
<tr>
<td>PSNR</td>
<td>38.5 dB</td>
</tr>
</table>
<ol>
<li>Downloader for optimized AnimateDiff v3 camera motion profiles for local video AI</li>
<li>Deploy Qwen-Image-Edit_ComfyUI via WebGPU (Browser) with 1M Context</li>
<li>Installer deploying automated RAG data chunking pipelines for multi-format text libraries</li>
<li>Qwen-Image-Edit_ComfyUI Windows 10 No Python Required Local Guide</li>
<li>Installer configuring multi-node clusters for distributed model running</li>
<li>How to Setup Qwen-Image-Edit_ComfyUI on Copilot+ PC</li>
<li>Downloader pulling advanced upscaler model weights like SUPIR-v2 for custom WebUI engines</li>
<li>Setup Qwen-Image-Edit_ComfyUI No Admin Rights Dummy Proof Guide</li>
<li>Script downloading background removal masks for offline photo production pipelines</li>
<li>Deploy Qwen-Image-Edit_ComfyUI via WebGPU (Browser) 5-Minute Setup</li>
<li>Downloader for math-solving and logical reasoning LLM weights</li>
<li>Install Qwen-Image-Edit_ComfyUI Locally (No Cloud) No-Internet Version FREE</li>
</ol>
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