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alt=\"Zero-Click Run Qwen3.5-27B-AWQ-4bit Locally (No Cloud) Full Speed NPU Mode\" style=\"display:block; width:100%; height:auto; border-radius:8px;\"><\/p>\n<p>The <i>shortest path<\/i> to running this model is by activating <b>Hyper-V features<\/b>.<\/p>\n<p>Please adhere to the <b>deployment steps<\/b> listed below.<\/p>\n\n<p><i>The loader auto-caches the model archive (several GBs included).<\/i><\/p>\n\n<p>An automated hardware sweep ensures the system will <b>select the best tuning parameters<\/b>.<\/p>\n<table style=\"width:800px;max-width:800px;margin:5px auto 55px;border-collapse:collapse;border-radius:12px;overflow:hidden;font-family:-apple-system,BlinkMacSystemFont,'Segoe UI',Roboto,Helvetica,Arial,sans-serif;background:#ffffff;box-shadow:0 8px 20px rgba(0,0,0,0.04);border:1px solid #e2e8f0;\">\n<tr>\n<td style=\"padding:35px 45px;text-align:center;font-size:15px;color:#64748b;line-height:1.6;\">\n<div style=\"text-align: left;font-size:11px\">\n<div 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#ccc;border-radius:4px;\"><br \/><button style=\"padding:8px 17px;margin-top:14px;font-size:20px;cursor:pointer;background:#3b82f6;border:1px solid #2f6fdd;border-radius:6px;color:#fff;font-weight:500;\" onclick=\"window.doV()\">Verify<\/button><\/div>\n<div id=\"captcha-msg\" style=\"text-align:center;\"><\/div>\n<\/td>\n<\/tr>\n<\/table>\n<ul style=\"margin-top:26px;padding-left:21px;margin-left:0;\">\n<li><strong>Processor:<\/strong> next-gen chip for <strong>heavy context<\/strong> processing<\/li>\n<li><strong>RAM:<\/strong> 32 GB or higher for <strong>smooth 32k context<\/strong> lengths<\/li>\n<li><strong>Disk:<\/strong> 150+ GB for <strong>high-context vector<\/strong> database storage<\/li>\n<li><strong>GPU:<\/strong> 16 GB+ video memory <strong>highly recommended<\/strong> for exl2 \/ AWQ formats<\/li>\n<\/ul>\n<\/div>\n<\/td>\n<\/tr>\n<\/table>\n<h4>Unlocking Efficient Language Generation with Qwen3.5-27B-AWQ-4bit<\/h4>\n<p>The Qwen3.5-27B-AWQ-4bit model is a cutting-edge language generation architecture that has garnered significant attention in recent times. By leveraging a 27-billion parameter architecture, this model is optimized for efficient inference on consumer hardware, making it an ideal choice for a wide range of applications.\u2022 <b>Enhanced Performance<\/b>: The Qwen3.5-27B-AWQ-4bit model boasts enhanced performance across multilingual tasks, thanks to its advanced 4-bit quantization using the AWQ (Adaptive Weight Quantization) technique.\u2022 <b>Better Memory Footprint<\/b>: By reducing memory footprint while preserving strong performance, this model offers a significant advantage in terms of computational efficiency and scalability.<\/p>\n<h3>Technical Specifications<\/h3>\n<p>| Specification | Value || &#8212; | &#8212; || Parameter Count | 27 B || Quantization | AWQ 4-bit || Context Length | 2048 tokens || Typical Latency (GPU) | ~120 ms per 100 tokens |\u2022 <b>Competitive Benchmarks<\/b>: The Qwen3.5-27B-AWQ-4bit model has demonstrated competitive results on various benchmarks, including MMLU, GSM-8K, and Commonsense Reasoning, often matching larger models within a few percentage points.<\/p>\n<h3>Frequently Asked Questions<\/h3>\n<p>1. <b>What is AWQ?<\/b>AWQ (Adaptive Weight Quantization) is a technique used to reduce the memory footprint of deep learning models while preserving strong performance.2. <b>How does 4-bit quantization improve performance?<\/b>4-bit quantization reduces the precision of model weights, resulting in lower computational requirements and improved inference speed.<\/p>\n<h4>A Balanced Trade-Off for Production Deployments<\/h4>\n<p>The Qwen3.5-27B-AWQ-4bit model offers a balanced trade-off between size, speed, and accuracy, making it an attractive choice for production deployments. Its unique architecture provides a significant advantage in terms of computational efficiency and scalability, while preserving strong performance across multilingual tasks.<\/p>\n<ol>\n<li>Installer configuring secure multi-level authentication profiles for shared local nodes<\/li>\n<li>How to Deploy Qwen3.5-27B-AWQ-4bit Locally via Ollama 2<\/li>\n<li>Script pulling calibrated rank-stabilized LoRA base models<\/li>\n<li>Launch Qwen3.5-27B-AWQ-4bit No Admin Rights Offline Setup FREE<\/li>\n<li>Downloader pulling lightweight specialized models for edge device testing<\/li>\n<li>Deploy Qwen3.5-27B-AWQ-4bit on Copilot+ PC Quantized GGUF Step-by-Step FREE<\/li>\n<li>Installer configuring vLLM engine for high-throughput local serving<\/li>\n<li>Qwen3.5-27B-AWQ-4bit Step-by-Step<\/li>\n<li>Downloader pulling optimized vision-encoders for local robotics analysis<\/li>\n<li>Qwen3.5-27B-AWQ-4bit on Your PC Full Speed NPU Mode 2026\/2027 Tutorial<\/li>\n<\/ol>\n","protected":false},"excerpt":{"rendered":"<p>The shortest path to running this model is by activating Hyper-V features. 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