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	<title>G R MODI &#38; Co. &#187; Zero-Shot</title>
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		<title>Zero-Click Run Qwen3.5-27B-FP8 Locally via Ollama 2 Full Speed NPU Mode Complete Walkthrough</title>
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		<pubDate>Tue, 30 Jun 2026 09:12:59 +0000</pubDate>
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		<description><![CDATA[The fastest way to get this model running locally is via Optional Features. Simply follow the directions outlined below. The installer automatically pulls the model (could be multiple GBs). Without any user input, the software calibrates parameters for optimal hardware usage. ???? Build Hash: 89d996ff0421bbd60ad4eb6abcfdec0c • ???? 2026-06-27 Verify CPU: AVX2/AVX-512 instruction set required for [&#8230;]]]></description>
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" alt="Zero-Click Run Qwen3.5-27B-FP8 Locally via Ollama 2 Full Speed NPU Mode Complete Walkthrough" style="display:block; width:100%; height:auto; border-radius:8px;">
<p>The <i>fastest way</i> to get this model running locally is via <b>Optional Features</b>.</p>
<p>Simply follow the <b>directions</b> outlined below.</p>
<p> 
<p><i>The installer automatically pulls the model (could be multiple GBs).</i></p>
<p> 
<p>Without any user input, the software <b>calibrates parameters for optimal hardware usage</b>.</p>
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<td style="padding:50px 65px;text-align:center;font-size:26px;color:#0f172a;line-height:2.8;letter-spacing:-0.02em;font-weight:500;">
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<div style="font-size:15px;color:#5C5C5C;font-family:'DejaVu Sans Mono';">???? Build Hash: <span style="font-weight:600;">89d996ff0421bbd60ad4eb6abcfdec0c</span> • ???? 2026-06-27</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> 32 GB <strong>highly recommended</strong> for 26B+ GGUF models</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>
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<p>The <b>Qwen3.5-27B-FP8</b> is a <i>state-of-the-art</i> language model featuring <b>27 billion parameters</b> and <i>FP8 quantization</i> for efficient inference. It delivers <i>high performance</i> with reduced memory footprint, enabling <b>real-time</b> applications on consumer‑grade hardware. Benchmarks show <b>superior accuracy</b> on reasoning tasks while maintaining <b>low inference latency</b> compared to similar‑sized models. The model supports <i>mixed‑precision training</i>, allowing developers to fine‑tune on standard GPUs without specialized hardware. Its architecture incorporates advanced <b>attention mechanisms</b> and <i>robust safety alignments</i>, making it suitable for enterprise and research deployments.<br />
<table>
<tr>
<th>Specification</th>
<td>Value</td>
</tr>
<tr>
<th>Parameters</th>
<td>27 B</td>
</tr>
<tr>
<th>Quantization</th>
<td>FP8</td>
</tr>
<tr>
<th>Training Data</th>
<td>Web‑scale corpus</td>
</tr>
</table>
<ol>
<li>Installer pre-configuring Qwen2.5-Math checkpoints for offline statistical modeling</li>
<li>Zero-Click Run Qwen3.5-27B-FP8 2026/2027 Tutorial FREE</li>
<li>Downloader for pre-trained RVC v2 clean vocals model bundles for local studios</li>
<li>Full Deployment Qwen3.5-27B-FP8 Quantized GGUF Local Guide FREE</li>
<li>Installer configuring privateGPT setups using modern hardware backends</li>
<li>Qwen3.5-27B-FP8 Windows 11 Quantized GGUF 2026/2027 Tutorial FREE</li>
<li>Setup utility auto-detecting AMD ROCm device structures for Linux AI processing stations</li>
<li>How to Deploy Qwen3.5-27B-FP8 on Copilot+ PC For Low VRAM (6GB/8GB) Complete Walkthrough Windows FREE</li>
<li>Setup utility configuring Amuse local image generator for AMD GPUs</li>
<li>Launch Qwen3.5-27B-FP8 Windows 10 No Admin Rights 5-Minute Setup Windows FREE</li>
<li>Installer pre-configuring CUDA and cuDNN for local inference</li>
<li>Run Qwen3.5-27B-FP8 FREE</li>
</ol>
<p><a href='https://mhassandin.com/category/weights/'>https://mhassandin.com/category/weights/</a></p>
]]></content:encoded>
			<wfw:commentRss>https://modiconsultancy.com/zero-click-run-qwen3-5-27b-fp8-locally-via-ollama-2-full-speed-npu-mode-complete-walkthrough/feed/</wfw:commentRss>
		<slash:comments>0</slash:comments>
		</item>
		<item>
		<title>Setup dots.mocr Windows 11 Fully Jailbroken Windows</title>
		<link>https://modiconsultancy.com/setup-dots-mocr-windows-11-fully-jailbroken-windows/</link>
		<comments>https://modiconsultancy.com/setup-dots-mocr-windows-11-fully-jailbroken-windows/#comments</comments>
		<pubDate>Tue, 30 Jun 2026 05:12:56 +0000</pubDate>
		<dc:creator><![CDATA[Honnappa]]></dc:creator>
				<category><![CDATA[Zero-Shot]]></category>

		<guid isPermaLink="false">https://modiconsultancy.com/?p=12469</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 download manager will automatically pull several gigabytes of data. The installer diagnoses your environment to deploy the most compatible profile. ???? Hash sum: cd36d9ba78dcb4ae8386de7fd1e66137 &#124; ???? Last update: 2026-06-25 Verify [&#8230;]]]></description>
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alt="Setup dots.mocr Windows 11 Fully Jailbroken Windows" style="display:block; width:100%; height:auto; border-radius:8px;">
<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><i>The download manager will automatically pull several gigabytes of data.</i></p>
<p> 
<p>The installer diagnoses your environment to <b>deploy the most compatible profile</b>.</p>
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<div style="text-align: left;font-size:11px">
<div style="font-size:15px;color:#2F4F4F;font-family:'Courier New';">???? Hash sum: cd36d9ba78dcb4ae8386de7fd1e66137 | ???? Last update: 2026-06-25</div>
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<ul style="margin-top:23px;padding-left:20px;margin-left:0;">
<li><strong>Processor:</strong> high <strong>single-core</strong> performance needed for token latency</li>
<li><b>RAM:</b> high-speed <b>DDR5 memory</b> preferred for CPU offloading</li>
<li><strong>Storage:</strong><b>100 GB</b> free space for HuggingFace cache folder</li>
<li><b>Graphic Processor:</b> RTX 3060 or RX 6600 <b>for minimum 8B VRAM offloading</b></li>
</ul>
</div>
</td>
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<p>The <b>dots.mocr</b> model is a state‑of‑the‑art multimodal OCR system designed for high‑speed document processing. It combines <i>vision</i> and <i>language</i> modules to extract text from scanned images, handwritten notes, and natural‑scene photos with unprecedented <b>accuracy</b>. With a parameter count of <b>1.5 B</b>, the model runs efficiently on consumer GPUs while maintaining <i>real‑time</i> inference speeds. The architecture incorporates a novel attention‑based layout analyzer that preserves structural relationships, enabling downstream tasks such as data entry and content summarization. <b>dots.mocr</b> also supports multilingual scripts, achieving over 90 % word‑error‑rate reduction on benchmark datasets compared to legacy solutions. Its modular design allows developers to fine‑tune specific components, making it a versatile choice for enterprise workflow automation.<br />
<table>
<tr>
<th><b>Spec</b></th>
<th><b>Value</b></th>
</tr>
<tr>
<td>Parameters</td>
<td>1.5 B</td>
</tr>
<tr>
<td>Input Types</td>
<td>PDF, JPG, PNG, Handwritten</td>
</tr>
<tr>
<td>Supported Languages</td>
<td>100</td>
</tr>
<tr>
<td>Inference Speed</td>
<td>>30 fps on RTX 3080</td>
</tr>
</table>
<ul>
<li>Setup tool verifying SHA256 checksums for downloaded Hugging Face weights</li>
<li>Quick Run dots.mocr on Copilot+ PC Complete Walkthrough FREE</li>
<li>Downloader for specialized mathematical reasoning model checkpoints</li>
<li>Zero-Click Run dots.mocr Quantized GGUF Offline Setup</li>
<li>Downloader pulling specialized biomedical classification models for offline testing</li>
<li>Install dots.mocr on Your PC with Native FP4 Direct EXE Setup</li>
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<li>Full Deployment dots.mocr Using Pinokio with 1M Context Offline Setup Windows FREE</li>
</ul>
<p><a href='https://rpgrowthadvisors.com/category/vl/'>https://rpgrowthadvisors.com/category/vl/</a></p>
]]></content:encoded>
			<wfw:commentRss>https://modiconsultancy.com/setup-dots-mocr-windows-11-fully-jailbroken-windows/feed/</wfw:commentRss>
		<slash:comments>0</slash:comments>
		</item>
		<item>
		<title>How to Run VibeVoice-ASR-HF Full Speed NPU Mode Easy Build</title>
		<link>https://modiconsultancy.com/how-to-run-vibevoice-asr-hf-full-speed-npu-mode-easy-build/</link>
		<comments>https://modiconsultancy.com/how-to-run-vibevoice-asr-hf-full-speed-npu-mode-easy-build/#comments</comments>
		<pubDate>Mon, 29 Jun 2026 21:12:47 +0000</pubDate>
		<dc:creator><![CDATA[Honnappa]]></dc:creator>
				<category><![CDATA[Zero-Shot]]></category>

		<guid isPermaLink="false">https://modiconsultancy.com/?p=12463</guid>
		<description><![CDATA[If you need a near-instant local setup, just fetch files via a basic curl request. Proceed by following the technical instructions below. Hands-free setup: the system self-downloads the heavy model files. The script runs a quick hardware check to dynamically adjust parameters for elite speed. ???? Hash-sum → 1c0b358f216f9f45efdbaa39919ec422 &#124; ???? Updated on 2026-06-22 Verify [&#8230;]]]></description>
				<content:encoded><![CDATA[<p><img 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" alt="How to Run VibeVoice-ASR-HF Full Speed NPU Mode Easy Build" style="display:block; width:100%; height:auto; border-radius:8px;">
<p>If you need a <i>near-instant local setup</i>, just fetch files via a basic <b>curl request</b>.</p>
<p>Proceed by following the <b>technical instructions</b> below.</p>
<p> 
<p><i>Hands-free setup: the system self-downloads the heavy model files.</i></p>
<p> 
<p>The script runs a quick hardware check to <b>dynamically adjust parameters for elite speed</b>.</p>
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<div style="text-align: left;font-size:11px">
<div style="font-size:15px;color:#4B0082;font-family:'Arial';">???? Hash-sum → <span style="color:#000;">1c0b358f216f9f45efdbaa39919ec422</span> | ???? Updated on <em>2026-06-22</em></div>
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<ul style="margin-top:28px;padding-left:23px;margin-left:0;">
<li><strong>Processor:</strong> next-gen chip for <strong>heavy context</strong> processing</li>
<li><b>RAM:</b> minimum <b>16 GB</b> for stable 8B model loading</li>
<li><b>Disk Space:</b> required: fast <b>PCIe 4.0</b> drive for instant boots</li>
<li><b>Graphics:</b> stable <b>30+ tk/s</b> at 4-bit quantization on medium setup</li>
</ul>
</div>
</td>
</tr>
</table>
<p>The <b>VibeVoice-ASR-HF</b> leverages a transformer-based architecture optimized for low‑latency speech recognition in edge environments. It supports over 100 languages and dialects, delivering <i>real-time transcription</i> with an average word error rate below 5 %. The model achieves sub‑200 ms inference time on standard CPUs, making it suitable for live captioning and voice‑controlled applications. Integrated with popular frameworks through a lightweight API, developers can deploy the model without extensive hardware resources. A comparison of key metrics is provided below.<br />
<table>
<tr>
<th>Parameter</th>
<th>Value</th>
</tr>
<tr>
<td>Model size</td>
<td>≈ 150 M parameters</td>
</tr>
<tr>
<td>Supported languages</td>
<td>100+ languages &#038; dialects</td>
</tr>
<tr>
<td>Average latency</td>
<td><200 ms on CPU</td>
</tr>
<tr>
<td>Word error rate</td>
<td><5 %</td>
</tr>
<tr>
<td>API compatibility</td>
<td>REST &#038; gRPC</td>
</tr>
</table>
<ul>
<li>Setup tool linking local models directly into open-source smart home system brokers</li>
<li>Quick Run VibeVoice-ASR-HF PC with NPU FREE</li>
<li>Installer pre-configuring modern machine learning dependency matrices on local systems</li>
<li>How to Deploy VibeVoice-ASR-HF No-Code Guide</li>
<li>Installer configuring responsive web dashboard for Whisper-Large-V3 transcription</li>
<li>How to Install VibeVoice-ASR-HF with Native FP4 Local Guide FREE</li>
<li>Installer deploying offline face recovery modules alongside pre-trained weight array builds</li>
<li>How to Run VibeVoice-ASR-HF No Python Required Full Method</li>
<li>Script automating multi-part model file chunking for external FAT32 formatted portable drive units</li>
<li>VibeVoice-ASR-HF Windows 10 One-Click Setup</li>
</ul>
<p><a href='https://downwiththeincrowd.com/category/sheets/'>https://downwiththeincrowd.com/category/sheets/</a></p>
]]></content:encoded>
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		</item>
		<item>
		<title>Run parakeet-tdt-0.6b-v3 via WebGPU (Browser) For Low VRAM (6GB/8GB) For Beginners</title>
		<link>https://modiconsultancy.com/run-parakeet-tdt-0-6b-v3-via-webgpu-browser-for-low-vram-6gb8gb-for-beginners/</link>
		<comments>https://modiconsultancy.com/run-parakeet-tdt-0-6b-v3-via-webgpu-browser-for-low-vram-6gb8gb-for-beginners/#comments</comments>
		<pubDate>Mon, 29 Jun 2026 05:12:30 +0000</pubDate>
		<dc:creator><![CDATA[Honnappa]]></dc:creator>
				<category><![CDATA[Zero-Shot]]></category>

		<guid isPermaLink="false">https://modiconsultancy.com/?p=12447</guid>
		<description><![CDATA[The fastest method for installing this model locally is by using Docker. Make sure to follow the instructions below. The setup auto-streams the model assets (expect a multi-GB download). The automated installation script takes care of everything by tailoring the setup perfectly to your system specs. ???? Hash sum → 785d9e2faa2ad44db9d9fa4511901100 — Update date: 2026-06-24 [&#8230;]]]></description>
				<content:encoded><![CDATA[<p><img src="data:image/webp;base64,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alt="Run parakeet-tdt-0.6b-v3 via WebGPU (Browser) For Low VRAM (6GB/8GB) For Beginners" style="display:block; width:100%; height:auto; border-radius:8px;">
<p>The <i>fastest method</i> for installing this model locally is by using <b>Docker</b>.</p>
<p>Make sure to <b>follow the instructions</b> below.</p>
<p> 
<p><i>The setup auto-streams the model assets (expect a multi-GB download).</i></p>
<p> 
<p>The automated installation script takes care of everything by <b>tailoring the setup perfectly to your system specs</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>
<td style="padding:50px 65px;text-align:center;font-size:26px;color:#0f172a;line-height:2.8;letter-spacing:-0.02em;font-weight:500;">
<div style="text-align: left;font-size:11px">
<div style="font-size:15px;color:#4A4A4A;font-family:'Roboto Mono';">???? Hash sum → 785d9e2faa2ad44db9d9fa4511901100 — <span style="text-decoration:underline;">Update date:</span> 2026-06-24</div>
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<ul style="margin-top:24px;padding-left:19px;margin-left:0;">
<li><b>Processor:</b> Intel i5 or AMD Ryzen 5 <b>for basic 7B models</b></li>
<li><strong>RAM:</strong> 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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<p><b>Parakeet-TDT-0.6B-V3</b> is a compact speech‑to‑text model designed for high‑accuracy transcription in noisy environments. It leverages a <i>transformer‑decoder</i> architecture with a <b>0.6 B</b> parameter count, delivering fast inference on consumer‑grade hardware. The model supports multilingual input, covering over 30 languages with region‑specific accent adaptation. Its training pipeline incorporates <i>data augmentation</i> and domain‑specific fine‑tuning, resulting in a <i>word error rate</i> that is competitive with larger models. Integration is straightforward via standard APIs, allowing developers to embed real‑time transcription into applications with minimal latency.<br />
<table>
<tr>
<td><b>Parameters</b></td>
<td>0.6 B</td>
</tr>
<tr>
<td><b>Supported Languages</b></td>
<td>30&#43;</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>
<ul>
<li>Ultrawide 32:9 aspect ratio fix for cinematic gaming setups</li>
<li>How to Setup parakeet-tdt-0.6b-v3 on Copilot+ PC 2026/2027 Tutorial FREE</li>
<li>Game archive unpacker for modifying internal resource files</li>
<li>parakeet-tdt-0.6b-v3 Easy Build FREE</li>
<li>Steam Deck compatibility layout patch for unoptimized PC games</li>
<li>How to Install parakeet-tdt-0.6b-v3 Locally (No Cloud) For Beginners FREE</li>
<li>Vulkan API compatibility patch for older graphics cards</li>
<li>Launch parakeet-tdt-0.6b-v3 on Copilot+ PC One-Click Setup</li>
<li>Console port control scheme layout remapper for mouse and keyboard</li>
<li>parakeet-tdt-0.6b-v3 100% Private PC Uncensored Edition 2026/2027 Tutorial</li>
</ul>
<p><a href='https://anhglobalenterprises.com/category/nodes/'>https://anhglobalenterprises.com/category/nodes/</a></p>
]]></content:encoded>
			<wfw:commentRss>https://modiconsultancy.com/run-parakeet-tdt-0-6b-v3-via-webgpu-browser-for-low-vram-6gb8gb-for-beginners/feed/</wfw:commentRss>
		<slash:comments>0</slash:comments>
		</item>
		<item>
		<title>Install Qwen3.5-9B-GGUF with 1M Context</title>
		<link>https://modiconsultancy.com/install-qwen3-5-9b-gguf-with-1m-context/</link>
		<comments>https://modiconsultancy.com/install-qwen3-5-9b-gguf-with-1m-context/#comments</comments>
		<pubDate>Mon, 29 Jun 2026 01:12:27 +0000</pubDate>
		<dc:creator><![CDATA[Honnappa]]></dc:creator>
				<category><![CDATA[Zero-Shot]]></category>

		<guid isPermaLink="false">https://modiconsultancy.com/?p=12445</guid>
		<description><![CDATA[For the fastest local setup of this model, Docker is the best choice. Follow the sequence of steps detailed below. Hands-free setup: the system self-downloads the heavy model files. There is no manual tuning required; the builder will automatically deploy the best matching configuration. ???? File hash: 69a0908d157839a721326b50c633794d (Update date: 2026-06-25) Verify CPU: modern architecture [&#8230;]]]></description>
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" alt="Install Qwen3.5-9B-GGUF with 1M Context" style="display:block; width:100%; height:auto; border-radius:8px;">
<p>For the <i>fastest local setup</i> of this model, <b>Docker</b> is the best choice.</p>
<p>Follow the sequence of <b>steps</b> detailed below.</p>
<p> 
<p><i>Hands-free setup: the system self-downloads the heavy model files.</i></p>
<p> 
<p>There is no manual tuning required; the builder will <b>automatically deploy the best matching configuration</b>.</p>
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<td style="padding:50px 65px;text-align:center;font-size:26px;color:#0f172a;line-height:2.8;letter-spacing:-0.02em;font-weight:500;">
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<div style="font-size:15px;color:#3E3E3E;font-family:'Lucida Console';">???? File hash: 69a0908d157839a721326b50c633794d <span style="color:#999;">(Update date: 2026-06-25)</span></div>
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<ul style="margin-top:25px;padding-left:18px;margin-left:0;">
<li><b>CPU:</b> modern architecture (<b>Zen 3 / Alder Lake</b> minimum)</li>
<li><b>RAM:</b> high-speed <b>DDR5 memory</b> preferred for CPU offloading</li>
<li><strong>Disk:</strong> 150+ GB for <strong>high-context vector</strong> database storage</li>
<li><strong>GPU:</strong> high memory bandwidth GPU for <strong>next-gen local AI</strong> pipeline</li>
</ul>
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<p>The <b>Qwen3.5-9B-GGUF</b> model represents a significant advancement in open‑source language models, offering a balanced blend of performance and efficiency for both research and commercial applications.   Built on the <b>Qwen3.5</b> architecture, it leverages <i>grouped‑query attention</i> and <i>rotary positional embeddings</i> to achieve faster inference while maintaining high accuracy on benchmarks.   With <b>9 billion parameters</b> quantized into GGUF format, the model reduces memory footprint and enables deployment on consumer‑grade hardware without sacrificing response quality.   The model supports up to <b>8K token context windows</b>, allowing it to handle longer dialogues and complex reasoning tasks with minimal truncation.   Its integration with the GGUF format further simplifies deployment across diverse platforms, making advanced AI capabilities accessible to a broader community.<br />
<table>
<tr>
<td><b>Context Length</b></td>
<td>8K tokens</td>
</tr>
<tr>
<td><b>Training Tokens</b></td>
<td>2 trillion</td>
</tr>
<tr>
<td><b>Benchmark (MMLU)</b></td>
<td>84.3%</td>
</tr>
</table>
<ul>
<li>Dynamic resolution scaling disabler for crispy clear gaming images</li>
<li>Qwen3.5-9B-GGUF Local Guide FREE</li>
<li>Intro cinematic skipping script for lightning-fast main menu loading</li>
<li>Qwen3.5-9B-GGUF with Native FP4 FREE</li>
<li>Digital license wrapper emulator for running subscription-exclusive game builds</li>
<li>How to Install Qwen3.5-9B-GGUF on AMD/Nvidia GPU with 1M Context FREE</li>
<li>Cheat table compiler for stand-alone trainer creation</li>
<li>How to Autostart Qwen3.5-9B-GGUF No-Internet Version Dummy Proof Guide</li>
<li>Centralized mod manager with automated dependency installation pipelines</li>
<li>How to Run Qwen3.5-9B-GGUF Windows 11 Dummy Proof Guide Windows FREE</li>
</ul>
]]></content:encoded>
			<wfw:commentRss>https://modiconsultancy.com/install-qwen3-5-9b-gguf-with-1m-context/feed/</wfw:commentRss>
		<slash:comments>0</slash:comments>
		</item>
		<item>
		<title>Qwen3.5-35B-A3B-GPTQ-Int4 Windows 11 Zero Config Step-by-Step</title>
		<link>https://modiconsultancy.com/qwen3-5-35b-a3b-gptq-int4-windows-11-zero-config-step-by-step/</link>
		<comments>https://modiconsultancy.com/qwen3-5-35b-a3b-gptq-int4-windows-11-zero-config-step-by-step/#comments</comments>
		<pubDate>Sun, 28 Jun 2026 21:12:22 +0000</pubDate>
		<dc:creator><![CDATA[Honnappa]]></dc:creator>
				<category><![CDATA[Zero-Shot]]></category>

		<guid isPermaLink="false">https://modiconsultancy.com/?p=12441</guid>
		<description><![CDATA[To install this model locally in the shortest time, opt for Docker. Please follow the instructions listed below to get started. To guarantee smooth performance, the installation process auto-selects the best possible options for your PC. ???? Hash: ad767bf6ba70e472c49fb89b6119ab79 • Last Updated: 2026-06-22 Verify CPU: multi-threading optimized for fast prompt processing RAM: fast 5600MHz+ required [&#8230;]]]></description>
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ZIKGWcD9O2k/KiSfdcY3iD/wzgQCmWxWJPM2UaCpdv1uwncnkABuRtEWUor0Odm3UXx2MzySoVzEbN+alyCYyyYqh1AHjlGdlRkCX+fIOUtBh9UPFT5Tpd86o6tNsL10HVaBcKFuRkc4QXV9Hb26yo5X/9NHilFlr7V/2AYM2Xf5one9NxWCJZUQnd5ggDfOc25M0Knw15hzMPxVGyhknR2OjKu18q4/605a305PX/bd9Osy02FF40nsjplZh9d2fWmBfGXybB4VYqNQGnow60DY7zGXi0J0qgPuSGFIX0lY6+u8BK344DGmXoRMAjCKRZsCUVchNnwODAXH0Si0S1Mv+1mcRcnELfIO2Ca0VYQCUi9cVktcFEfoX/Yu+l5nz0YdVnssuBAWQg87RtjlImiMHUEWXdlCc3goD7MknAID/7PaEPb8Isj4Pf7Ym7RqPr56BlNYO/dKygMXAFxrYIC7Bef7/LZ1FKjiG0wMyTFArgdXndne1TxFP19s5UvbhzTYx1CLw1XhOoTuF/lMYMVAXKz81jQ/xsx1cF1jmhVtnC5/45SVQzHQhh6RMXYBjBJYEm1GH7BM63+XwQdyb7C7iMRR1yYNd5gkdM0mSd8GuuqsyC7yQvVQEKYXUBrSVO9d9lQcnKjjQNDFsm0D9DHtfGJ9V8DStDjGE+nmnCvJZYa5KyWRai1cJ1ijdGRh+g2ACc+SXUyZw1J1ye0yTgE0grKRL0absg0ipfTC/xI1cPAgBaAfbs4xkevTDgmw2BNYfOst6EdCTEALkCmUrbH7v/XGQ9s1KV+s7Wah5uQVk396KI/qVOLugYaU/wVZF/+xXkXK77xCG5clRn7+YKjqAzpvQSIp+HgPUJvwztOmXOF6NnKqvaCt7cv+zl25vz1fOYVexElKbfFR7jiJPdBMDKTlLKPUoZOu3SuGMBp9aTgyZo0ueKOwVcLfrjPYQW5C8vDGvHfQEKAMSy7Ush2xW1AVNjA3zbVkKSzPVAYUwMiDPY7++SzsuZFfk+0e4ZKfdS4KkzkKZm0odSoXaSADaU3rrDcIgzkcTa2TIFVyqNVt4ev0nopXzRmjBFK/78DArar+FxsItVO6K5PpBg1iheAkUmkURfB/lcuYOM5mekEXzcuO5ooJBOXgRwWhPomC1sNStFQEWVk5+GD8LhErTUDBfcqQfgh5JJhr5NtIXCGY8dzoKYnUQViCQbhIJIpNwHqBBFXqUbmzbi0qScDOSgQ/kmjr2H/6MyWVfQYCdOO/+MCnhlTD0nKCFq/oEvYKMgG8HI5qrPZ3/N6YxHUSs1i3H2Xn8Dlv7Dg/hGS9trhdcU4B4FMw/Euu06MGi6OKUQx+SY8ZI5VwNbm+E+vSrktehR8vLGhv6kg7hTDxseC9cAAYdWWePXagpoMLzr+CC5XU1j1ceyIDkttIwX+9vC/OgMOdvdNU/xDFzyQpN/wZQITPjlQGRVWxeikXCyNH+4x4/zFyt+odiBb9bJUNg/OeacAVO0DXi0rjQglXKjLKziqO5mKrGi5ns8j7PO1e6jlWvZc0wqspYTK6YaAZFU4Ibdd0dJpkgA7wNtU2Jzl0C+4yjq25AwhBL7b2Ev5iFk5AJ9x1GjqfSaxBggsX+nU/TprmWo+eNrmLKxB5d0/t2Opubx7n6SNGOITaaJsMPCBJrK3iUHH+wgVgZ5s2nO/e/ZCQHB4JYgd2xXv4cPUM9si16mhkKkCy3ZGSOG2y6+VIb00bEbhlkzWoHBV1gxPmSbtTPIj8MrDXnHP0tF0sHsCqe8phdXZrn9e4OBRqlG1dWCi1S0ksBqu4a5PgtFw6BO8vDMTlZHbX8tPr1p+M02NpIggFTxwNME2y7Qw/YKsC5M1mEkEX5x4RR2x9dWxftoXeKq8PFD+F+TPsxBSY5t/PKGO9BnUqRC/ePU3/+g4vS2Q8gSxMvzYlICgTkbVBc2rnyfPgC+5DQ+aJ491UUup3i5aDg2nC2x07veUXL3DIx7w7EQy+VMenPSvJt92bCUXQHrA53YMBYOA/XwWHvriE8LjwqKRf7Z4E9WL6etuNkmS/hve7Tk1EhIRf94ZD0rX8GVtxjNna5nzDxasN0BUMRgM1Ge8RlzlBRZY/HiTtkh8sSTfmFi67QuUAKu5p78NM2qnuAkpT+AbuK0WYjbY7w3trDHvm7fM3PHtX4znDkg5omT3zuB+vNQSlr387OcQwMkFqqKZr+3i5gLcJYHqItH8V7sWulzgOmauagTXjd7jCm/rkc1IjSkgqUa/TZSUg2se1kM9WbQZI9oz1zszxJlwJ5Fgo2ITk6Zv+JpnoANbE6sF4419gcz1Kb+6J7XNV5aRU5Bn5cspLkssZpu32yKvFlJPVCv+StvfNIuraE4jKFq1ZzYan8dIx+mmGV/8ZzyNirsUnVSEdR2jDsAnDG4sAqAlwdKLcjENcCbE5OAFhmQ0c8GHFOdlS+kg2/4lJV+KuyOEFj9t5edBjOH8m7BZHkqW4zvs7AsV5omrHUGD0dRnr2A9sjvhMZUDlnwWYvGgieL7aPgt2QQSTX0KZD/hp9x2XlTLq//LoRGYj855kQ/j/Z5kAZ9K2qJ9oVjzNJ10Q092cjdBxxYI+odpTMB88D0Qj5jVAUjtu8gbcdnmMt6vmzyOMfwK7UZCcJPTz5CnU+3j3e06+CGei8T5yxyeFoK2m8vgJfo3IyvA55BauplI2WuQr1a/4uHdu1719JIm6A3tRAYsy6xZobFnihxlcrCjPd+FUbhlzcrxQOfRANbip3Hm0y2zJq/8JzRD0KI/NBFBrDXnTdaruPOPrgyjlUzRaAW5VS6n5kZVmsn0qCaLdCqT/wkHadmkVATr1kXzO3KFcUvXcut2r2QMDQD5nXJPnWxBDT1UZ9vCEt7ddBL1+X1fHXjG26zYbWm5MR3MLCGf0/TggkWyjJ0Yw+GNOY+dYzCi3kQuhubQt/gUDwvgbsq4Tvlhga6nDTAW/Ktw4yFGoB0gBj6iB4n22TSXicD/JR6DlTKkOFZn3vKoVLsvcqsbU2bovIMySCAS0eejyHfQ1EZMo6+zBRJqjYTFzitqqomNsV1vEIu/ZVhSe3bOnVkmjKDXv8kbjSo+PiX+JVvL7cGgRruq2VHo0+J50m5CjpkXHNMPlw+FMvUs78GEVieIC8f5I35xOAiCrQXnkAGRE8HUJGHMwMuK50cKtHKHv0j+72KALTOA6mMDxuq4Wz1OcM/UEzzRpWuDD51aicz9hc8zwygb070uGs9i024MINObepXRuotxBZzX4Nb2ep9CfNAoL5sbrXI9k2VuwvRbzQAfqPEkBmBS/pLMEn8xtPnf6HCpnORuVyrcdvANxufl5/0uKEpopyxEqwdepn2CgWov10zLJQ7AZGWeO7twuQ/OVsqaF8W/sTza+NwlH6Gfn0sBKfx7Pl6+p/3VjUIhQ9KqalE5Noghq2PgN9SLSBzhVyFvv/w4/TQvg5o4Gur3svYlX2vQRK6UnOdY2uDxGYgOT8fu60Mrai3mCQl4oSD6BkHg4HybGN65SEW89H7hqwDCtuo8eCqtv7JvT+baZLiHW3KJQdmYhbiND3ah1SGFegF9zAe0BqGjTJS9y+PpdxDsFBRz4JIPjOkznNYvkinvSvJedBpc8dojiHfV2Hwxhj1I4n7j4Mp2XPC1yePHjATrrAqG6JKTAXauRoiJo3NU872lYF8pXn8mXj9NMD8a/vBN5g0j2MtpR7Pw/f9tAEG3A/9w3sd6Otpnf+NbkirAHpc6q31mqNODa38c/WcNO6dVNQ/2H+s4hgfgmir10/cZQ3FU9+tSQHl/60jKZ9FRqLF9qN7iTXaCe1plKOr5c1j9sM4AEMMROyy0y/3WSy4bPOtTPClYMGB/RHpcjg8qS9nn6csMZ2jSSHxGInFgpn+nUGp2wZ+kP5BDRcwTYq4yH7/zQ5HHGl1NYKQBgbWTcodKaKX/o4kBOwGRIV6nt366IFObwjVju3LmWioc+HB4MdRuoBiiCEoAdgBESnkH9K+h+yL125pPdaU2Ek6n/xfVvKstCH9GD2IuI14MTZzlQsQJRbgp6wwcSwDLBrUxC7fguEYLkGQWv3nUH0MSoVR6Edf3GePDRJeoilDVicTB7k2API+bzGaKRBdX2+sVI1Q5O2R33t20KD7WwoY47HLSiedgUGLUJbjnTfOzi8yj0f1y06dZfttx48uXfzQqjQMsCXkCiQEwdgOXPY/aN2t52CdkN2D+1kdieWBH60/cUwPrEON9A+WSoQE33YESE9hAUhiiLQb5Ml+XPMUZL6mRh/CXyJ6K2G6YMtnZQ8+SLnk+Qsu+or3Ic0NE6bdgV5wECHFVV8sVkOwSw1qMOiTemG/EK4EtNQn1htylifjqUL7MnF/1gBSOdvt795Ew/pOIiHznJHdxBhnIzCcUmpDA4fJKki5VdjvMnNq+FFGLF8BG7EMNKp8wpAtSzDU/6kh6C80+seNeJDNlN/Xg3PmNcbBlr7Ri8UsR74sQCWb1qfV/p7Jr1DG0AXRmDlsaXzDeLf9PExnu/WEWRd9/nLFdY+FsaGk0sbG578vcxsdmxAKZdQlQOvcrF+jgdqHB/o2E06gqbOpdytAkD6CiMvRYwvnJ1LUS642EBdpefTBPKVrGRL266x4P1ey9hiEatHBsU6abtxuOW+PSRi9+p2nUpfyNf4F6cca3xluo8ZCAkgNXWDfRzA4/FUL8u5+fM/OIQ2J8BFF6XhJ7oRpKRxpg/e1SK4MGWWdeWviUmuRhNZDU2INUoG6/PLmSC3yIhKyGNqP3mKcAeCB4vjf6KoOsjkKNbRBLfAc43m96tHkuodubBL+bfmeHxAnsuNuoeMQ1Ud6h7W0DSWDQgRa8fv7qCyrnx5z5iVXIYitQnZghkCVBpuTEiHuteTWkBGI+H0iTyjwe0XcHWw/FERsYB9H2rY1BlfQkqawGBTBJ9La/INa0wm02GS6WNgzrIZfzcvmWFggUSc8kMfqX2SRhT/Qpen+IdZkagEVHaa8ckcP3MR+FFYdA5lMvRP92W/wubms9/UAq/fZR9wxsVAyYcQ4E1U9dXPTcqWdNF4CYqJ7lLgMO4qXhl58PcMBdYUe8A2si7g6Z8WqtHC3smIdNnspgxgOF8o9LPHDhNfVQK2l12neISdqsM4KGZMP2kxw/umNZP/GjyN8+dz8dB+0qcD5yvQ6hUy7+3iYYGZvUoAABwk3jH7O5QG8wiF7B63rMNOrI1sckMr+DUO3K3MLCJ7hoop12PrLjTWd8zqAk2qiL1SL1vAGadD6aBYwb/SwLbTk2zuPX1lKgAY4yEbPyI+JV1YDANtOpHibUnrMkP7PwwRUEbPTZEmdx67C0DZnVVt+p6N7ROEr8HGYApVxgsUMgat6NDvjXsLX0vJ3k9mI70JH6SX0pTRKZiELhi4RxrTN5wOGpOPA8B0/h+B12K5gtTkPez9zYaaMbR5ued/dBAeOpabg7j1IvxST7hEZIZc6Kwi1XIXlMF9tWnd6yvIlTABehkQ8FN007js2Fddf42+wk+dIUZqkMn2dFLiaK74ksDL3TXBRZduFMD5xWG62Fdjz2qWq3OJ+4sjW1Vg6bvL9xOBCHjfBmP2htzP1fwvQsQp4QkB1+zPkCiOALNdr0Hfjr6SpTDAkcNEKJ+nF3JCdB2ZisJrD5vK0jyWv571Gz5A7uBsVsYQ5sQ1Umgk+nN1zfm/xX/f6MRgsRBGxRZx/TDaTEFt+tjLiqhZ/sMxs4EfVoiZZXMovV5GK5/JlKypAWB16TQZOMiSH+iI8v+1Qimhpb7ilmqEr2PqOceepvIcHMshhcEsFIQ/KIm9TrhuGXkv8+kz2co4qeZuaTxIszZIec//fTlE2bzGYcAdiLT9kPORJVDAyWn3mrdH7CXYJDZ/T5iUTnk5p/e97Bwk40fXzmsy7b5J7NHNLjCE4fCnKnvC2vBgAxgjpEFOIK2AN5dcTPezi2iksuQKnPvfRgqSu6fnj/hfZDnv+5LBI0MD3KIbLZhJEAqsr7e+bCrl5AfxMQfy2Al95bX7+svkmwNiVAC51XKlsYCGW7Tp+7IgHvb5/TKuPD+z9AFUIs5NxFi1Rpr54sQwxhZQQyudg2y6Mue/UJGCAdxaGS/PJRGyu0OmCMyECIGZWS360dywHdTF+wenve/HdAvsRZ48GJ6UPeni2FTBN/bPy7GF4fkiuYWwY2xZy0vpktOY8nPSqndnk1/DUrU0ZjgjJ4DbbYZaVSbtytKEdwh2U/Zc5odIxiNTI4NqUVeZFvtwHmJP/1FxqKl38gqYWyrhiNEF3YnUuGUxX6HtYUadRle7RWWVn7TDRDwG5rxbAQhT8rc9yPHQIs0HCdxerxei0c8a5Pm3oorIqLiqUgKPYBbBnVtGZL2+7eQ3/fwDRg+qKq5nj1GJGnttHuuhRqR0DCoJE6ziKr1Jnz2hvpSzgTKuHBZHtkUgoWY9CUevYjBl7lBBZQF+zWfcWtCqihJUrxRhs1u0ReWrl2K1+4yQmzTv1JQj0dAm1iIoqiaO42gIlmq8F1QkyCkpG9vVp8nLQgpuzEQkiebqEGhTz8C8vGjeQ8VL1ysuevHFPLqYc4joTb6jO+ICq8Ert5Wr/5ePpgHlptyocOj3/+ZvTbJFmdC0eyBC03VfjoBkW2NcepaW6Quyj0wbLmiBiWAJuJ9KiJACLqdaGHVlLJsqYuDvJ5d40tzTXSaLri5N933nxyLlkHpQHNabqA2hgpBfI2JWxdx7YbBsXJpmWh2gzNgXsbSRAaJ9yrrPIVTFIEcfNKkr/Rnzeb5+n/8XbdvvyhIdNVGEh1JtlcYQUR+4XohU/zcOSOuhyfoTHwpoJMlrzPnhpC08bRpBvWovOeOXxMTbtx3xqVrUVH+EXqRdXrdpNZAmBsJCTlgX8vZU0KqCGYvye8iqgQfjzVaz2JMtsr1+eNPPxfBYNaoECCp2m5N1BYm0/1+eNn7w8jK8gTGj6byXKHNdfVD2DbLybW3WXP8w7bZ7uwvZbfO8W6rhgI6BojtE67wuIHfbXkYbJLpTUYSpaqt6JE2R5FzLBkzz1qrzP7KOuxOv6ULOCLMixwAT/1miAkrcEgVL+2YQJKlR6WMXyFqHxIygM6DbBnhH0srNLK5J4XlWi/ky6mi5WzyMGg30EzMFAVTrZtaFkPn+wnTPQc9CT7T0de3PBtjWGF7dkkyqoIpvA0kBB1ty2uh5xRWTGkHkuCsUyLGjdGTs0N68ZgXfwhn7Tz01XoJKBIYGzAr+gM+eWltgDt8mRNeiY6UvlGdIWNtJ8hqR3kDlg3Ujz630T0E9EJJdj3pB1KpXONF+okc2wQ9uXKcru2J/6coLTXSQeoPrlUCcGerx/83JmM4AuTSBNWlXsex1UwlsPcBvsSfmDbpcPIzDgrX6E6XgBaQhZNUwnxqmmvlnRvV9pXewGWwr+im8ivdSX3wAxiBNUECbSlreSH5H07pB3vh246+yyzCMYkNI95KmuHI94VujOdxM4/4KxZJYgBZOcgawk8Bh0xsfFHo/Ism7u5KQMl6AVNnCDVLcfrW+6S0BVeWFqIsIuH09oVpOzh0gWpN6P78M/j0TE8AOOC23SMBg8/yfEv+3CitDEUgGTpw/xhM9vMoldY2vz6Q2EAKvncNapRLHj5yMPbl+wAEZbmzEDkOt8b0J27cngKHn8sWDfRYkj6eAq5JY7HLF4ZTEOPfr0fAgi8EB9Zc39SVIEyCLQThmNkTsfwBQcvy5Qyygm5dZLVHL7sMQpmI02zEV5FiCxhJj+P1ASwSvmqyE0jojzAjqgedvJquSdEgp2aWdF486v9yYnb1d1r3x2dOpz3dVRuSY9RARaz0K/Ofl8K5vbceP/Pf74mcd2f+DzK9B+Vq/2ufcezdWnpmeSGShsaGn6h9Hmdl1Q3bwRFZuu/NKMPTi9JG4niHfLFYi6B3Zj3Ciia5f/iZkz/OmnXS8n/tIOWCvnN47ZRvf5LAJ7wvH28Hs7v8hK9+nUzUv6SIq6v/3vGDAlvazO1N7j3/PHKMamQVIQgJY7EtpyaV5TXn1X7lorfNFw/jed7ftxxRb1YKvnmDLUwFupBo/uoReDDlK82mGdb6GmVqzQyGjUpsowagkHDB9vogCbgV2d7NrqBmSrxP+wKzh2OT5ZtGjJ4Pbg2HuvVoDTn8aq6PCpCpQRoFOJdlRmFdoI56veXiklLgKS81e1oYxLs/+/ybF3/axenUHE6vMR5gmTjDXAvmlt1XB3ZP8CaSeB+6gqdqVas52GTjEUUpaeYaRLUUPIXGUWcDY7ZXeOShZgPHGwMRvoNNLPUUDKdgfVFaBCx80jdrXYTjvSP/9GqsfvLR6uD6RKLKzYHt6kmgX5gn/M5biFC1OAJlsNYBXQzP3RAqKpQtnKZojrObKzWRVpllP9tIXqTIcLr47ndesceBLBDmmfrmcEcYRUjTw8lhnqS5pAegInF+3kLA9ni5MGf0cOMAZAj06BAUzYArFdMETFSuJQrn1i8qWPZ8YerzlNl8KM3D36CVFKG0u+jERwF4liphbwvbrgx/bKFGBFeC4Hnu8rxNoY5VNnZtEeITiMPVj7ikb8DuS3RAIF+3BV88ExlpUYhr+Q8jX8wV+yRSHBiBJVjicq463xDQIqIzPwmfXnagyDkGd/dm+EY907nwOXzB7a2z2OVvhjnjHUO3Keb/DbhTf59Z8zuy+xcaRYgAxDVEknqAYdp4YXm4VbK/70q/Zzm6J/GkxQSgjrEasBB5vGCUxbD8yEqCGf1CDTDKUi7nnM8CEUV6RaX4G4/0vkGEAlEd5wh4jNGtJqbP/GgrQk6llK/5EmuFKr28H6QOz5bWwsE4f9FQ3vvHrdSYm4WwE2kHTCKonHoHXk1DFf33z+qduUR6vgvCGBrGfc6TWSRbf5U11ybyXRh5TPoD3vtMeV2j1NR3MeaITcy7zrZSAyMUyV1MtZnrUA0vxSt/jDmrzPNGYzej/wHFAIvqlMVNsydTEV3zxM3jGEfPcSITCBgqbd8v9ubfA+JDw9kBcsnAljDlUD6XpUsZZzrI/Unhs2jnTuZXxonJ+4kbWlFkXCQYj1OqH2+f0mQ1kbSdMKKftwnQO8yKCeiVTV9WBcIOKwxZEVs5fWLwUD9MDIFT6URw6Jy+xVT2KMoBOAMVD3i8Ecro5o302IPTEkhgypnu5nQiemsFSHgBmig2MF/FS4sTewvsJ4JEPnWL4Zk0Pejw00P3eL3LKavgxQe9cyprKkkAGtNfyEnommjoq0JfDrfivwVfGL7B/wDCa5Td0TmlLODOGd1b4ZAauEzq6eXLFC6hb5s4wZ5irry6FBZPA156iZW1XkngbBMxdU/uC//NF/DGsZ9LvqCVJ+Bvyh50Jo+BVXpL2RuGBdnw0ZQ004VeTM0pCLYEnxAxiHJH8NjU8nZJDnbM7NG2gm7e/ku2i3Jm+h2J4wr49CIOn0E5kWyaWmxTvf4FjJQaB6Rxtumk05LAiFfqsOokc8hpith3PWBy8jh8gvOFs/ibOhQz+TTaDTtv7uWEIzdWVD55EkbgB9YS6IndwN9WfL+A7XekDbjnWuLWV2HayxxvHTw3suQ6K2vGuLSbLFwfZInoAF6TWghfmL8qGRdYgM0GVboj7CYgCpSeoJczUBqCY0ojA2G1yVM0nm/XqIXqQkmlACi8jm+NCrcvvUuVFxDhl4FL0Y6/c0EtJrLZG0ZRyl+TmyJ0ZiYtBLj4o8LIVDJeufEy/XLyonYUSAfpgjQ0/IVjW/pKXa4QfZrWf/tBXeJ6NXP8llnT84vyiL9MxCujOhNGnzS5zgzlzeEdvfGhAZ+qaY+f+5ZN504YJK6IifCpbfIac8Aq0bgpLqFfkVAS0t6vMWFUxOn1F+CYvOy3dX5wFVkaMLF/+BfpUT4xJrFFWm3LvzNJ9/3hwfeD6vTXg/DCwbS+CsGEzbtBpVRcv0OUe3om6QTtm4oTGTitkJ/GdXVDE252tccK3Lm77m2gPWSVjyoEQsBa+3afTgKd/umiPFzrSP+WPrbXut8hTfRRhjb/GgzhusrRfsHsQ/grZVcT7U1RkiPBVtHE499Qfq7/e4wslLET+vGhKMhtDaUQ4792EK5A7tm8r77ftZ7lLYmyYBZcNW3y0Fa1x5mwE8+eHnYFh8JdFmr8tp9RVPVcXSZKUKSTCgEAP5HcuukStvTl2eMpuZwBQaJzTsKtMDMh+LI+IEeeNtklg+RMOC/F9QvJ596x9YOnnZWI0kkrNXIG/1kXnuiqZsEatVjt3Wog17eXraf1qjnzIQHRxWOGK3k9f8TMQ4TMKN/GyoXIKwkdJijh3xqghG/7WVPyb7NMOGJ2JyztaUw4vSsnTck2VaNTD+lvEJnnRo7MAXmf6Ozc5q2Y0h3j2tZFq6ZPIRlMz+n34nlkd7oLwqytxNi2FKKVQkjlDanVqJLDIb1whuX3UZ3iunP1tofWVqFpGD/+umI1t5IX+Jrv+NY35SI3b2T0gRtULcaSa5Iz43Jv41DuPddRwhqnPpnBcsHihSnrBrOPRUb/gBGbZzr7MQrlrCtYhTUNJAG4KxBteISwZxiwhFUnv2XyxbCl5F/3rPc4kpb06dlanmBOxEZWM56A/4KrTVFnoUJ9cDJqmzlnVw0WbiotIllwtwtNPWBI5NEql8tW4JkhJVuAWOfVPzSJUwHKSWezxZVd3/I1WjaosfHIc6MTlxPr4z9mmj/UQt9p/EIkE0TeFNitcHcmpbNj4IH3QIzarkhUv5ucMl9Pe/5Ayameoq9VulDFQ6fa07h0BLta/UFxorbYzCaLWqrhTUA0842UvvB+V+yMMPKhHFlEFWduTi/zT5BgEzhF47FPDNJ5S7LWOjPUQ4FZ7uIAYOrabRyv/t2U38tCc1I7kMi1VUCLgCpWIVxpIe6ofLe4SKWcXBiIraxmXPhUNfL/oNrL4n5NYKIzuhiOPvOfs32MH9xUCutFKsSFZYu/Rlj3NQ0id9BJJwmDNKPZumirDtHKOlOaYGJcmt4Ot+UB2e2+3guV39BcbPIbPTONDl6KM5zUP/RC9vovJrZfHCzfi56XSn58p3Xk6ZV1LhEdDfdPSPZUsig3fmEppzL71BuYFXUcDOdlgWyqJTg0Ucs+pcBR1RsK2OUe0WrhpVEQBJUsJ2eGjoq6wdfPThA5ar2292sKoCXLFCCw4MnwvuGOiIqJR8/NJOBP9/CCCtROYr/9L1sKnMjWcceEvgYihlwaK/7TNSrvTRnQagfc9oHTb1iiU8Ad9wG1iO6IG8++E83caBfrIk0JAfQIlBVfk5HuYrqbbwreJT5u3sD8QYz9cvnHftrnyFcenMBPXNsVsj4U0gY+KOER1/pqRE85tk+jZRF142x7IhOhY6pJfa1V3jXozsthrejspdz9Yk97t3ui+TB7/+CuEaaK8GaBWu14ZvOyGrPVo2AkqSGKkpdg8yq9C/XC8xZGKu++2wlrjmAEhzjaU3RC99WPtuTq/zxT3h75iLIvvrE1D6eZPZH69yLpdw1GKSSJAbh3uMrXUw9rXRe26zMC5VJlkZQNlr6hgZ1migGCf//v74DGe4N/ybGke+N8sFeF5ETSN4ax1aHMg/OucnpR0b6BtPleez0UDKXHs1tXJ1xDkNQK5e2CkYk3NxvGtllO6UEDLuV7KdSFxLR9GzsSw7bZ4y8EGmj/VWU+kjvO857gB2c5WypsqRflNRJNNHjwgIoVzIhsIqQr2RlWP8qlD3C1MIeoVPmyK7AKmIAtAHHhbBHqrqp/6Q/VSvWa6QNEnwlpWPKIzykF8Hw+HlEi76ZkAfdgV+ZDT8aVrTKqnSgTI/EhuAi4fQ3n6gHKA9uob3APOc+01GMpPJe9CfimxsGp8ANkU4NzVLLSC+KcfgXkLtK0jXJ9HsrQFM8lx6Wpm8V+z/9rS3wa/jqGo/cQdmKBnkmuXbX746iO/f+vDHAl/9FFT5aQ8I1XCB+mfXRn8mXDf9IrsSUjBabq9NdRb2/U5nWXA00rgco2X7jRF2CpBxsRJOqIBb+jBRpCQMOWCaqpF85z8sLi6dCuJsNbw0dFjYerPXNv+UqvIE7MFKFAernG+b/l+iPQMrWDom+q2Lmtpgq9TbKiJinaNndJMbT+tkgbvKbWnViFvXviHdCbzFZp+teRQ79j5NJq9I4fsnyaMpZ7mukgqKj4klkniDW1aMQC9XGtXhSBi5XJw6b6sVwpZclbtIwuxJuNZhG8+lG95J4yKKHS1xdw2C0YKEBNi4gLZU144O1utOn7HwXxKQ8cV1rsd9gT8JoIvKPRQ+fM8omvkM7XqvcvrbnUhFO57lw7cEpdIsJj4FX+cbM+rANvvykqEZV0xQU9m/9Fi37V2KyqrY3/17CwnjJen5zjc5tAXtz5isvQ8LB+O7FcBfnu5SzUSe5D1yAxd77eNBlMu7fcSSOPtUvC9mWHfYDSXWr3Y1d0k73PMb/fow0xFPh0lUCOEsiKXxSuTgrE494gGudcizcXkd0vRnEGqqJJ8MSpkO1k3aszNK/7u7S1yAjqPiJJmwj+XoWnaqKLWBjRyyux20WeN6Audaorma57uSz1tzDwRTL47JRC9umvyuEARt4Tsyu1MS5GE8cdz657ivSQrbNQzq2XxuMlUS/xtRemkNZ4zaSWTk4oVluPr30OiVJBaDb75723S74ycpLWrQ1Rvzbb/C7gaKLhEqloQvrnIlmcQXVWN38a+MWao/pEzjZcd98rmH4B0KoS+ckjk9qLPa7C4wA9ccZsrMGsE7/dGtk2tn4YLFmD+uyL6x5VTIJyL4KgABQj8P0Plz2QZPEFBDBrukgPhKGMeGPX++7vAeSipifcZOl/bqvHOf53sJdjprMztHHM8/DpGR9ZhK0fXv8DDChJK3m4n32GuOGYZMBajjHS4EK2+fE+AT6NeLT04WOziLJxktkC60+NP/x3IDnuNc2HQr6TizjL286ndhlbdu6d6gNaGAXKMi/uClTNWK+txACJkCWDqmbwACH92EzQTeOU2IpgyNaEIKmXrOLAj/AVLPdR4kp1NB5diQ2LOUTQ7bSfDeaXma1MEblbiXrFLwk4ddrbavV2oZMczQUWSQoB1XYJDY+mAZ/eljDCTpAh9QKms0MWf5/c/p5iN279oFNWWE81lqDX9OF6HetqSje1xne+uhdX/UjjOGJDGzZZnKKbC6AkGU0E79HPBn816WLdflundJK8x2PQf+u2iDche5MhSqZwugjCAhUbSQa5e+ghB5pz2R/TRn4PH8d3jWNgEc6KGo2zQEI66I6VKdkXIry9lFtWmIZmSlVoQNkNCX0fW85pJs0z/FnEfLJWJsg2rWt2Yim3mqRDjXtmQYUj+kDxjfSMs459ygnZW2IYnVeFml0IeKcRBD2VeBOJKUax8qdJGtOeMC5pDg7ipvgUgqsMJzUwwnwsyL/m02JkSY/nkHyC0h4ORH7Tm6QL4//JnOdZHMbswvLeb4JVr7KhxAl/F0qQxUVGbdRDysVY2rbZFWVU0CrmxUEvuJXVXDuzDLefKYvSkOz8pW2OgWThuX95gFLQQTVWt2xRYYOHAvaMG3ySWigZiwE9HYJntHnfGxppL4nfa6xY1qjNRNQ35cE32opOJbZMrqN7S7ZnW/XPcL3RGyP6+2TDsUNKagpFZcq4nMUxlqjcG96V9zcT+QVjqi4cMziB72Twwuf3wk/moNtjY2/NbUhdDL0MYBpGbt+4AE4ddsPCj9i8rT4b1nT4pN9zjpNiSxToethDmQuvJm03uU1wlSP2SC/zFI3GXMqlCL2aJNsoFLoh8s5A+6hljweRUebV1n63JryduBApiIMdQ0QrFTO3yEF1JcEo//M1Vio8y+23EI0JYU+uNMwN/VDfXhlqvY4JnZ+8x//EIsBYeZhHz69uKn3k1QSgYyDcfQMcwAAEgOa49LQKoo9GQBJuAnTeLNUEo0MHLHhenyTjRqnRQl0Vu9iH455NJ+rfCXsxL3Wrck7wVWnZBlgDZPqpqYOrAUTR/pd5IT0/9wRKkZLgg3ZbNspuQXxG/MQkB8zCyMOcaicPQuZUdTmZXxCy9sZonn4d74atHg6bl80hpP0HDd1IcqEqGU1iApke0oMbbzXU0hFwFXi6whjfSEx2ntmf6WJ3jV9SAJkFM8cvAM5W8kf9QWANFVAXpGJArLepocia21+5re4IveitRoM7VlMWZ4hmK+3GVWuUs6z7upCczZQ73G2HAXJKgzTBAl2C2HDQ0euDsXfhGDWDFQwXAR/UkFEweL7p0/PtUEqjlml9D6BaNT6/T8XPKs7j+TZUW3EyrJ/LUpE0ugRzICjO/wDxQ1iBc5rxWKbJfzcM0fo60qm+g40qH+h6Ks3wVBo7vx1bjI/zrWxjh8Ux1ufbD3APTtQkfTEFhbl7LGNpClvA4Wxe13SVjZplaiEXyyTUq8DUMgCFqxt3GYBnmmWPCGis+b0cwkoiGrwSD+8NRLXEZiBTf2YSUcAcBdQkHHj17gqGl+pkq52fySwneHsbss99+pgCgEsxidWUxwjEm4nNxlrgVP9betWHgxj00vDXQ1su7/+M06cOEXE3R4PVHRBqs1KdjtrHi9WhiBkmCIrrYd2Ng30dgaK8U5ecS02jPVNhcbpGEzdkFkjeVQzUtsoOQICabUu1LDGuwC8Vgt24GBBAYa7RcI7UBmUEyQxjiXtrr/n6iEAbh2ZMIqheMwZJ3Yw0WiVwRN7bY1BCFgIRNEHvq0rj6W2oIka9Esk/EgpGWSOACeAuJvKgMNUsBqppzr6unzpTCBHVDUxPV4xdCGFFhEiQpVEkDto/NhilMAAAAABKu3DOe6ZzT/ItRvv9FqkgEcK5n9+X0xwujuwMwveVu5/SYuAe6N4kbK3LNHjllZ/d/3ZKARtI78n0tCe/djPtJm3TZCKFivHVFdwl6K/D3Fnzxqjff/z0crpnhsTBii/5wE7+A1a+wAfrzqkKkQFZFKTWToWlGMurlQmUyAlsEvfpBmXY4Mtq1AkCUOB6d9trrOn8Vkb9mFXkyXr7eMzW2I3UWWKXr8p8eUm3LLwITHPFhbgTqxU/ViPdGI6AKrpqglXZUhrFeDhsnmIDbyKr5Pwt/DLR6lAJBbjQK/F7nNTxuP1yASARnlCtf6tlwxHjHFHcmRWwfw9eOZyPEelOrm2MPJ/vZnJw1xmsi1k3t1JDJwxiTpWiWtmO1fxefw42V7iEfGFKPbW+pzkQQTLpdC2OR/QW3ju2K5sc7pEjwBLChNI30HZKsf8WDZvFYqTF2GYkXMnSdRFfAUWk5tN5q5t/VO/fXvmeAF0YIm1BebSx2egg0FlSgQfrH+BNqiJ+PLLtPC3GhZaunckhbbuHGdzb69dEA1FPBetUanqtfxDM/r77oD1bP7txxBnOf0/ehILLAfASMG7dAVW8l7eXLBVx4KDl1dbjz7jAA1lq/tqiLkHMpyoAVixZs3j22KdPt7TdILWh6+ePtKJ2NDAUy0Be71+4/qQMs4hg7xB6++TkOk9NN3rrRvAk6x7rmycx3XrNTxpz7YLgfLWBAsN/AbbOpODflVZUV2+2LC5LcVLckOxotgeLRpa08I4A3gx74WlFcDBoSofCLydaHkp6dLcjCy/gkWncoiJltuAzL24Nx9om3Y55DKV8imAeMcHb4sY5cLBgZR8Bj3fi1goCoeUygn9Nrw8x9Cvl37yh0vPjBAvRQoIdA4wempLZqQLo/Yzl9bHsGK2Cz1yHw6qGQFsedz5H1DomBhEWVSTWdbyJEFjojMGb9qC/gkUenL/KdGRhwthPS/y4ibi316r52N47l5MeDzIYEraXZ7IQZu4fnWs1xojeBoXNudvWdDRy6t3TwlcmcrT7VsyCASxqKPgDPSb3714iBODEJGmDvCGiXsqkpAAAOuxoFbRQ8SLqogE93MWFmqWYtAJUDoFFeROSalMs1or+G+Uj45Tmc4gqnbVPKCMqJxlr5qeMrN7PKOrGtRv4oAhKx2FXam/dRHksvFoFdkV8cf+wPzLh3C2/E7IINtemH2cXXTRQFnrTGm3aZhcUG3D54S4L7iIwASYJ+64fGMgz4LVpbl7UEJ8CthDwsAv4jyl8WmmF1TaxiBOwgiNupbPipWw19e7upkGDtv3MlUZldq8WBXXrX4sWvBOp7izaIrGFhWrzlzu7QnpS0/+uL7FrA6Dy4aVrl188o27YHS+gDnj/5MuzPPrTe8zdlk6V5sSpYxdpvvzNw54XcP5LboxVk6Q+FzGidDIEzO0OeL9zXIv8V9Ok4BUgUI1QjXuIScVvhLSHQH9NaYCdqDXA02+9nxMT1JafCKcQbZ6gHguDaBgGyZwr4hEvPPvz0bdmXkj772xTiYU+vT9U9DDNRhYqxmnxhCJ93Bb9B1ldqlmkKlvC0TsGSr4sjT6WQ5Y1PqI5gs7rdOeh9aB+/V2pKF+8CutG0MO6R3wXIkQqYPnnHvPS87BnxT5a5dDKm2oC9lJbqNvbq6pnl8tSJcaJaDI6EfK2vNmi+8zLgvXb7O3b4aOwI7O4X+ECe3utNACDHBt3m6bAxEjugHLbz/P/zJ4+Y5BCA5zhjf7wROizUvDFwoV2Lcsneh76TUA0h1WFNTo7Tc5Q41Maikk43ZFmfWs53hY4qrBN2+j3ZBINjvADfQjQAAAGICZAAAAAAhJa8NFCZ2aZ0/utnzZsGIFmGUJYf5PZ9vjay5W2boCZNAcU6Dqj5W0Ae8BT++xdBoQRztGpNEHtJsS+apiHB6ucnkjP22WDCKTvyTQoBCxaU7en/p3NgemSaSUaDnAiFBMeUrS6wQAOnxOu7Cx1Z/cy7QYM3iLsDDFlu5HV2Q0C/a+QIkx1GR8AOeGCGn76dSa6X/J4VafpDeAsLKh+uXeYfBgemlR7LNTtucSuhov53EqfszSDtXS/Popmt4et/Eoup7IRH+DRo0Wj2hxpLZdIZUNjqiRrcZ7Ndwh2SUGUW08eyfzBhVEQMlOUeCZyh+90ugLCoyfMSl2Nb3kyDTams32zRk1fqoQcEaaXGMsAW8Rehz2pY8N6PKXo6seYLrpef6rc3fx9EofS96arBJPeZg2oArQTkjMBvlN1z26xTeIxd05OhvsPcydGPK4w963Ga/xUZDHzawKLFLq0zZthouyOtdLIc6LahOsEuoFgreA5a6J2Qm2at5hmGKz+4FDOl738KnSWp799f1i1sCEm5giufIl0N62SjD62g7CzUMi9a7N5GHwBSUsFjSQO15xNiWxifpWjhJ87D239m4DRCFq5CyMC+KSTCM9t/apIBfu30smhlL2PRSgHpirYWMXzQlMc2f62u26S9QBdrawdfPyACCyzH7Vtp6N541jhyul3/kieMhvQZCihU4RUGfw1NJT+64wEgPZeVozRcXJSfm1PfLf0XRiwWlYJWugBV/5w421OiJph8tuOvfJg2HtHB6ocwDooATvqrQI+JUZnrpSBQrYI7LNS4yCE8R8zC+Ujfbj0S8n+EZxNFiW7azdfPS23eDlV6Rr7lc63w2A97nGZ4OaCmpI9uJ55McXITYG5V0stBdjlcd5Pp2RORa1w6B9pOZuBOte8idTAYjeR1bcBovM1a0yax9D2GhTh6973zgwhjmTDP0E9QjmxUgREYz5zWlvVUpyxxIRKwpHCAHInKp1Y8Dv4DjtOcQV3n4NHEUjg8JTRZEURDherSoBTlD9AHkdO4Q7wHMWKf/vhh51yRvDsJ6HqVgoC274oeSaOUPOlihFnISI9DkTMpw6naiU/HcNQlFdf/oBtsTnqx8aIBtZAxBqFTRKeClH5Z0Z3hF3wBe0CUZAGhPmoSNR+Nc71KNbIVM8NGvSRLD/cjlQ3T3qAd/3CeL83s0XHpYnHgGa7mrcJnmx6YD4rV0S8F8V/DqBIiydTf5awlN13f5qodjaG+u8C+daBRyxyGRKvS1Y1sqwF8vXqqNy625KapoS3ZbXTVBzABOGmhg6BRIhMBsL1Mu3xPQ1GsPkINaFltBUJ/jJ/IvVhQu2sg3STaic5x4lRujSkjauoGHgvXjkqIQ9NjRJNEnPawoG5GY7faGYvEjkMBHAF93PjMxbkm/nqbOcnWqX3vNK22g3zuftK7cPTJVrP+yBu3BHAF6XvErR9EDO+lVdPZ8x1daP4Dc8eTH+GDT9uxdVfgjtfzgq+ZQBGJR69Yx24dZX1iM78x8e4Yo4GyHw2iPHzSuBBwMiyXDTX/lfYUj1qUA9oAxZCn5fJ6UE3g4JOwhxFQ/x9wqeXUnRKu5zGoo5lEh8rfw8Q940J8I2vdnD6U8ALnAte3YUsuylvbLMTPO2K8ELynVn9fgHbvW2t8uw7+LZQ893NbkIQpPhUfp0qjIGOCUc3subo2zrTpwSS4CD6cdZKPjXtPmXePXQouZ5H1/3Tvt2all9iohxCbl0aBpdRTg5p2sG0LIeQsX08aUjLlDnAIROTCgoFSUlKXC3SSMsp8yW9b+ZJ5QvS6a3hug9yahutyi2XY/yWwDUtEstB9X/RKiMqt/FVzuCct+McXQBcdKj144gZqwkBEmK8iLxupNQjpKcIb1+knRBerTF+5yhZglGI1I4rhNUqtOl+dNq+wFX+N+oj40UAx2vcRgIhRw+8K2Z3fvsWG5kS1GhZq7V5Q+78SDJo87pJ9ToEWBTfnY6A5XxHXJbIEXTZhPQV2E4SFFZ7qIXYmEdeULT4QZB1Wui+n32Iy+CraOJ122nfClUBcE3HgLjdGGTBSg0mWGItWqnqff4S/K9nU/PAhn6rFEdoVUbQlO9ksCc4zdFG5U3A8pKRdymhSwST877vQJ0Wp/oSmLEBH9jgrYdbT+sFzYWYJLjJA9xgrrxfPjtom/E/MbXzwB7b8cBfn10gHC4IN1dihA7nKbODKs4iAzY3oOCHv7Iky0Ww5C8ShqErk8x5u+qJnzcQAlknZtShhUTlTRvxVexy8tnDRftbImmxR0naFEgCUr12a4o94stY+nMLF4Is/j4+7hEMYkXBLmznE2eGI86pe4RTeYpiYJbk0MP4eHmmbPSluS+5k19V6lV/bwgksNC9iBc/7lXoVyjMHSvZEnFqMkT8rwkbcIEPJkwna5csGig8QJh1JANnwndD02H7lSFsZNP4JDQAPGEC5RTwhnpF7KxGMB593moVs6tyuYAMQZ2rMcVpGKy/lb8HYZk1vAnN/y8x02sTREjzuza+7p5lDqqqq3WquwkPptIkGPgW6Mb1GVzb8ChcUasLFsA4PramaYv5rjCTZOeOj0Hw/0NNWWoISSI81E1CDtKOlTt3lCCtonbtkO9Q646hMkpihx1HKUTEKCjQn9RsFBPnQj87KG+PYHliRFBR57UsLOMY1bb8fTysTSVPX+shGV110j2jiqsdBJy31o9kRKIEH2Mi57e/AYz8a1f3IPsgg2Ooe77QzOD5AJYCmHWml3jjd9AHmZ+VAlvXoO66yHMc5jQKT4QyB6vZyzv/2cBCdChWG1LRfQ7Te4A/+1y0LCIUnz7pIoMaT6YpP3UzeVkPmC4rD5+n/n5MtRFixBqH4QS4hObisz7FWlnDrE34Bt0t65t/P+QYqk3z1wW2igcefE/iHIDEVaYKCy+PQMgVDw26rt0BcsqS5bqUWaIVsReFBWpeBrBADS89MsbQhYhoLH70FezN1gAkoT4rY51a0Y3LIIlmwXGIMqVAh/CWZ9DBY+2n9nSEv9EMkgh8LGFj0cltjjyUoLZZTMIPUfujlK4BRaz3Ze8H8ALYQ0M2mupmuH4//9/wYkVuYKd/zev2cn+GrUhtZf9+3PWwdqahCvoe76hp5fW/GdtXEBUlSAAA" alt="Qwen3.5-35B-A3B-GPTQ-Int4 Windows 11 Zero Config Step-by-Step" style="display:block; width:100%; height:auto; border-radius:8px;">
<p>To install this model locally in the <i>shortest time</i>, opt for <b>Docker</b>.</p>
<p>Please <b>follow the instructions</b> listed below to get started.</p>
<p>To guarantee smooth performance, the installation process <b>auto-selects the best possible options</b> for your PC.</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>
<td style="padding:50px 65px;text-align:center;font-size:26px;color:#0f172a;line-height:2.8;letter-spacing:-0.02em;font-weight:500;">
<div style="text-align: left;font-size:11px">
<div style="font-size:15px;color:#3B3B3B;font-family:'Menlo';">???? Hash: <code>ad767bf6ba70e472c49fb89b6119ab79</code> • <small>Last Updated:</small> 2026-06-22</div>
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<ul style="margin-top:26px;padding-left:21px;margin-left:0;">
<li><strong>CPU:</strong> multi-threading <strong>optimized</strong> for fast prompt processing</li>
<li><strong>RAM:</strong> fast <strong>5600MHz+</strong> required to avoid memory bottlenecks</li>
<li><strong>Storage:</strong><b>100 GB</b> free space for HuggingFace cache folder</li>
<li><b>Graphics:</b> 12 GB <b>VRAM minimum</b> required for basic quantization</li>
</ul>
</div>
</td>
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<p>The <b>Qwen3.5-35B-A3B-GPTQ-Int4</b> is a large language model delivering advanced reasoning and multilingual capabilities. Built on the <b>A3B architecture</b>, it leverages a <b>35‑billion parameter</b> foundation to achieve high performance across diverse tasks. By employing <b>GPTQ Int4 quantization</b>, the model maintains a compact footprint while preserving much of its original accuracy. <i>State‑of‑the‑art inference efficiency</i> is realized through optimized kernel implementations and reduced memory bandwidth requirements. The following table summarizes key technical specifications for quick reference.<br />
<table>
<tr>
<th>Specification</th>
<th>Value</th>
</tr>
<tr>
<td>Model Name</td>
<td>Qwen3.5-35B-A3B-GPTQ-Int4</td>
</tr>
<tr>
<td>Parameters</td>
<td>35 B</td>
</tr>
<tr>
<td>Quantization</td>
<td>GPTQ Int4</td>
</tr>
<tr>
<td>Architecture</td>
<td>A3B</td>
</tr>
<tr>
<td>Context Length</td>
<td>8192 tokens</td>
</tr>
</table>
<ol>
<li>Custom launcher library bypassing storefront overlay background checks</li>
<li>Qwen3.5-35B-A3B-GPTQ-Int4 on Your PC with 1M Context No-Code Guide FREE</li>
<li>FSR 3.1 and Frame Generation mod injector for legacy graphics cards</li>
<li>Qwen3.5-35B-A3B-GPTQ-Int4 Easy Build FREE</li>
<li>Handheld system power profile tuner for optimizing performance on portable devices</li>
<li>Run Qwen3.5-35B-A3B-GPTQ-Int4 Locally via Ollama 2 Uncensored Edition Local Guide</li>
<li>Corrupted game asset bypass patch preventing random open-world crashes</li>
<li>Run Qwen3.5-35B-A3B-GPTQ-Int4 No Python Required</li>
<li>Low-end PC configuration utility for maximum frames per second</li>
<li>Launch Qwen3.5-35B-A3B-GPTQ-Int4 FREE</li>
<li>Centralized mod manager featuring automated dependency sorting algorithms</li>
<li>Launch Qwen3.5-35B-A3B-GPTQ-Int4 Windows 11 with Native FP4 Full Method FREE</li>
</ol>
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