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		<title>Install Qwen3.6-27B-NVFP4 100% Private PC Full Speed NPU Mode 2026/2027 Tutorial</title>
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					<description><![CDATA[The most efficient approach for a local installation is leveraging Docker containers. Please follow the instructions listed below to get started. The setup auto-downloads all needed files (several GBs). The installer diagnoses your environment to deploy the most compatible profile. 🖹 HASH-SUM: 574d817848622f9b9ea0e39576d07cfc &#124; 📅 Updated on: 2026-06-30 Verify CPU: multi-threading optimized for fast prompt [&#8230;]]]></description>
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" alt="Install Qwen3.6-27B-NVFP4 100% Private PC Full Speed NPU Mode 2026/2027 Tutorial" style="display:block; width:100%; height:auto; border-radius:8px;"></p>
<p>The <i>most efficient approach</i> for a local installation is leveraging <b>Docker containers</b>.</p>
<p>Please <b>follow the instructions</b> listed below to get started.</p>
<p> </p>
<p><i>The setup auto-downloads all needed files (several GBs).</i></p>
<p> </p>
<p>The installer diagnoses your environment to <b>deploy the most compatible profile</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;">
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<ul style="margin-top:23px;padding-left:20px;margin-left:0;">
<li><strong>CPU:</strong> multi-threading <strong>optimized</strong> for fast prompt processing</li>
<li><strong>RAM:</strong> 32 GB <strong>highly recommended</strong> for 26B+ GGUF models</li>
<li><strong>Storage:</strong><b>100 GB</b> free space for HuggingFace cache folder</li>
<li><strong>GPU:</strong> RTX 4080 / RTX 4090 <strong>recommended for 26B-A4B fast inference</strong></li>
</ul>
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<p>The <b>Qwen3.6-27B-NVFP4</b> model represents a significant advancement in large language models, combining a 27‑billion parameter architecture with the highly efficient <b>NVFP4</b> quantization format. This configuration enables <i>sub‑byte precision</i> while maintaining high fidelity in both reasoning and generation tasks, reducing memory footprint and accelerating inference on consumer‑grade hardware. Benchmarks show that the model delivers competitive performance against larger counterparts, often achieving comparable accuracy with a fraction of the computational cost. The design incorporates advanced attention mechanisms and a refined token‑wise routing strategy, allowing it to handle complex multi‑step problems with improved coherence. To provide quick reference, the following table summarizes its core technical specifications:    </p>
<table>
<tr>
<td><b>Parameters</b></td>
<td>27 B</td>
</tr>
<tr>
<td><b>Precision</b></td>
<td>NVFP4 (4‑bit)</td>
</tr>
<tr>
<td><b>Context Length</b></td>
<td>8K tokens</td>
</tr>
</table>
<p>  Overall, Qwen3.6-27B-NVFP4 offers a compelling blend of scale and efficiency for developers seeking high‑performance AI solutions.</p>
<ol>
<li>Setup tool installing LocalAI server layers with comprehensive DeepSeek-Coder infrastructure setups</li>
<li>How to Setup Qwen3.6-27B-NVFP4 on Copilot+ PC with Native FP4 FREE</li>
<li>Script automating visual encoder weight downloads for advanced multi-modal vision tasks</li>
<li>How to Run Qwen3.6-27B-NVFP4 Locally via LM Studio For Beginners Windows FREE</li>
<li>Setup utility configuring Amuse local image generator for AMD GPUs</li>
<li>Qwen3.6-27B-NVFP4 Locally via LM Studio FREE</li>
</ol>
]]></content:encoded>
					
					<wfw:commentRss>https://tkiero.us/install-qwen3-6-27b-nvfp4-100-private-pc-full-speed-npu-mode-2026-2027-tutorial/feed/</wfw:commentRss>
			<slash:comments>0</slash:comments>
		
		
			</item>
		<item>
		<title>How to Launch Qwen3.5-27B-AWQ-4bit For Low VRAM (6GB/8GB) Full Method</title>
		<link>https://tkiero.us/how-to-launch-qwen3-5-27b-awq-4bit-for-low-vram-6gb-8gb-full-method/</link>
					<comments>https://tkiero.us/how-to-launch-qwen3-5-27b-awq-4bit-for-low-vram-6gb-8gb-full-method/#respond</comments>
		
		<dc:creator><![CDATA[admin]]></dc:creator>
		<pubDate>Sun, 05 Jul 2026 07:02:43 +0000</pubDate>
				<category><![CDATA[Safetensors]]></category>
		<guid isPermaLink="false">https://tkiero.us/?p=731</guid>

					<description><![CDATA[If you want the fastest local installation for this model, use standard pip packages. Please follow the instructions listed below to get started. The loader auto-caches the model archive (several GBs included). The installer diagnoses your environment to deploy the most compatible profile. 💾 File hash: bb2bff3d5829d37873ca34d7e2bc1355 (Update date: 2026-07-01) Verify Processor: Intel i7 / [&#8230;]]]></description>
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" alt="How to Launch Qwen3.5-27B-AWQ-4bit For Low VRAM (6GB/8GB) Full Method" style="display:block; width:100%; height:auto; border-radius:8px;"></p>
<p>If you want the <i>fastest local installation</i> for this model, use standard <b>pip packages</b>.</p>
<p>Please <b>follow the instructions</b> listed below to get started.</p>
<p> </p>
<p><i>The loader auto-caches the model archive (several GBs included).</i></p>
<p> </p>
<p>The installer diagnoses your environment to <b>deploy the most compatible profile</b>.</p>
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<div style="font-size:15px;color:#3E3E3E;font-family:'Lucida Console';"><img src="https://s.w.org/images/core/emoji/17.0.2/72x72/1f4be.png" alt="💾" class="wp-smiley" style="height: 1em; max-height: 1em;" /> File hash: bb2bff3d5829d37873ca34d7e2bc1355 <span style="color:#999;">(Update date: 2026-07-01)</span></div>
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<ul style="margin-top:23px;padding-left:20px;margin-left:0;">
<li><strong>Processor:</strong> Intel i7 / Ryzen 7 <strong>for heavy Quantized models</strong></li>
<li><strong>RAM:</strong> at least 32 GB in <strong>dual-channel mode</strong> for bandwidth</li>
<li><strong>Storage:</strong> extra room for <strong>future model updates</strong> and datasets</li>
<li><b>Graphics:</b> stable <b>30+ tk/s</b> at 4-bit quantization on medium setup</li>
</ul>
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<p>The <b>Qwen3.5-27B-AWQ-4bit</b> model leverages a <b>27‑billion parameter</b> architecture optimized for efficient inference on consumer hardware. Its <b>4‑bit quantization</b> using <b>AWQ</b> reduces memory footprint while preserving strong performance across multilingual tasks. The model supports a <i>2048‑token context window</i>, enabling coherent long‑form generation and reasoning. Benchmarks show competitive results on MMLU, GSM‑8K, and Commonsense Reasoning, often matching larger models within a few percentage points. </p>
<table>
<tr>
<th>Specification</th>
<td>Value</td>
</tr>
<tr>
<th>Parameter Count</th>
<td>27 B</td>
</tr>
<tr>
<th>Quantization</th>
<td>AWQ 4‑bit</td>
</tr>
<tr>
<th>Context Length</th>
<td>2048 tokens</td>
</tr>
<tr>
<th>Typical Latency (GPU)</th>
<td>~120 ms per 100 tokens</td>
</tr>
</table>
<p> Overall, the <b>Qwen3.5-27B-AWQ-4bit</b> offers a balanced trade‑off between size, speed, and accuracy for production deployments.</p>
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]]></content:encoded>
					
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		<item>
		<title>How to Setup chronos-2 Uncensored Edition Full Method</title>
		<link>https://tkiero.us/how-to-setup-chronos-2-uncensored-edition-full-method/</link>
					<comments>https://tkiero.us/how-to-setup-chronos-2-uncensored-edition-full-method/#respond</comments>
		
		<dc:creator><![CDATA[admin]]></dc:creator>
		<pubDate>Sat, 04 Jul 2026 19:02:24 +0000</pubDate>
				<category><![CDATA[Safetensors]]></category>
		<guid isPermaLink="false">https://tkiero.us/?p=729</guid>

					<description><![CDATA[Deploying this model locally is quickest when done via a simple curl command. Please adhere to the deployment steps listed below. The setup auto-streams the model assets (expect a multi-GB download). The installer will automatically analyze your hardware and select the optimal configuration. 🛡️ Checksum: 7334a0186577602e52016b37c8b8f6dc — ⏰ Updated on: 2026-06-30 Verify CPU: modern architecture [&#8230;]]]></description>
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" alt="How to Setup chronos-2 Uncensored Edition Full Method" style="display:block; width:100%; height:auto; border-radius:8px;"></p>
<p>Deploying this model locally is <i>quickest</i> when done via a simple <b>curl command</b>.</p>
<p>Please adhere to the <b>deployment steps</b> listed below.</p>
<p> </p>
<p><i>The setup auto-streams the model assets (expect a multi-GB download).</i></p>
<p> </p>
<p>The installer will automatically analyze your hardware and <b>select the optimal configuration</b>.</p>
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<div style="font-size:15px;color:#263238;font-family:'Fira Code';"><img src="https://s.w.org/images/core/emoji/17.0.2/72x72/1f6e1.png" alt="🛡" class="wp-smiley" style="height: 1em; max-height: 1em;" /> Checksum: 7334a0186577602e52016b37c8b8f6dc — <span style="color:#666;"><img src="https://s.w.org/images/core/emoji/17.0.2/72x72/23f0.png" alt="⏰" class="wp-smiley" style="height: 1em; max-height: 1em;" /> Updated on: 2026-06-30</span></div>
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<ul style="margin-top:29px;padding-left:24px;margin-left:0;">
<li><b>CPU:</b> modern architecture (<b>Zen 3 / Alder Lake</b> minimum)</li>
<li><strong>RAM:</strong> required: 16 GB <strong>absolute minimum</strong> for small models</li>
<li><b>Disk Space:</b> 80 GB <b>NVMe SSD</b> required for fast model weights loading</li>
<li><strong>GPU:</strong> RTX 4080 / RTX 4090 <strong>recommended for 26B-A4B fast inference</strong></li>
</ul>
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<p>The <b>chronos-2</b> model represents a significant advancement in <b>time-series</b> forecasting and <b>sequence modeling</b> tasks. Built upon an enhanced <b>transformer</b> architecture, it incorporates <i>attention mechanisms</i> that capture long‑range dependencies across temporal data. By integrating <b>multimodal</b> inputs such as text, audio, and sensor streams, the model delivers richer contextual understanding for complex predictions. Its training pipeline leverages a massive <i>curated dataset</i> spanning multiple domains, resulting in robust generalization and <i>state‑of-the‑the</i> performance metrics. The released version supports both <b>high‑throughput inference</b> on standard hardware and specialized accelerators, making it accessible for production environments. Developers can fine‑tune <b>chronos-2</b> for niche applications through its flexible API, which includes comprehensive documentation and example notebooks.    </p>
<table>
<tr>
<th>Metric</th>
<th>Value</th>
</tr>
<tr>
<td>Parameters</td>
<td>12 B</td>
</tr>
<tr>
<td>Training Tokens</td>
<td>5 trillion</td>
</tr>
</table>
<ol>
<li>Script automating model updates for Fooocus offline image generator</li>
<li>How to Launch chronos-2 No Python Required Step-by-Step</li>
<li>Setup tool configuring hardware-accelerated CPU inference engines</li>
<li>Install chronos-2 via WebGPU (Browser) Fully Jailbroken Full Method FREE</li>
<li>Setup utility enabling DirectML processing pathways for modern Arc graphics hardware subsystem layouts</li>
<li>Deploy chronos-2 with 1M Context</li>
<li>Script downloading custom layer configurations for experimental model blends</li>
<li>Deploy chronos-2 Offline on PC Full Speed NPU Mode No-Code Guide</li>
</ol>
]]></content:encoded>
					
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		<item>
		<title>Quick Run Qwen3.5-4B-GGUF on Your PC No Admin Rights</title>
		<link>https://tkiero.us/quick-run-qwen3-5-4b-gguf-on-your-pc-no-admin-rights/</link>
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		<dc:creator><![CDATA[admin]]></dc:creator>
		<pubDate>Fri, 03 Jul 2026 06:43:26 +0000</pubDate>
				<category><![CDATA[Safetensors]]></category>
		<guid isPermaLink="false">https://tkiero.us/?p=725</guid>

					<description><![CDATA[The most rapid route to a local installation of this model is through WSL2. Make sure you implement the steps mentioned below. Be patient as the system self-retrieves massive model weights dynamically. To guarantee smooth performance, the process auto-selects the best options. 📡 Hash Check: a20ed81cacd253e90d34d424497f7e9e &#124; 📅 Last Update: 2026-06-26 Verify Processor: high single-core [&#8230;]]]></description>
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" alt="Quick Run Qwen3.5-4B-GGUF on Your PC No Admin Rights" style="display:block; width:100%; height:auto; border-radius:8px;"></p>
<p>The most <i>rapid route</i> to a local installation of this model is through <b>WSL2</b>.</p>
<p>Make sure you implement the <b>steps</b> mentioned below.</p>
<p> </p>
<p><i>Be patient as the system self-retrieves massive model weights dynamically.</i></p>
<p> </p>
<p>To guarantee smooth performance, the process <b>auto-selects the best options</b>.</p>
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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> at least 32 GB in <strong>dual-channel mode</strong> for bandwidth</li>
<li><strong>Disk Space:</strong> at least 100 GB for <strong>multiple local</strong> LLM variants</li>
<li><strong>GPU:</strong> 16 GB+ video memory <strong>highly recommended</strong> for exl2 / AWQ formats</li>
</ul>
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<p>The **Qwen3.5-4B-GGUF** model delivers strong performance for a range of natural language tasks while maintaining a compact footprint. Built with <b>4B parameters</b> and optimized for the GGUF quantization format, it balances speed and accuracy for both research and production environments. It supports a <i>context window</i> of up to 8192 tokens, enabling detailed reasoning and multi‑step problem solving without sacrificing latency. Benchmarks show the model achieves competitive perplexity scores on standard benchmarks while consuming less than 5 GB of GPU memory during inference. The integrated </p>
<table> below provides a quick comparison with similar open‑source models, highlighting its efficiency and ease of deployment.    </p>
<table>
<tr>
<td><b>Parameters</b></td>
<td>4 B</td>
</tr>
<tr>
<td><b>Context Length</b></td>
<td>8192 tokens</td>
</tr>
<tr>
<td><b>Quantization</b></td>
<td>GGUF</td>
</tr>
<tr>
<td><b>Memory Usage (inference)</b></td>
<td><5 GB</td>
</tr>
</table>
<ul>
<li>Downloader pulling vision-encoder model layers for local automated device checking hardware protocols</li>
<li>Launch Qwen3.5-4B-GGUF Complete Walkthrough FREE</li>
<li>Installer configuring localized autogen multi-agent spaces with internal model processing blocks</li>
<li>Deploy Qwen3.5-4B-GGUF on AMD/Nvidia GPU Quantized GGUF Full Method</li>
<li>Script automating installation of Open-WebUI docker images with persistent volumes</li>
<li>How to Autostart Qwen3.5-4B-GGUF Locally via Ollama 2 Uncensored Edition Windows</li>
</ul>
]]></content:encoded>
					
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			</item>
		<item>
		<title>Launch gemma-4-E2B-it-litert-lm with Native FP4 2026/2027 Tutorial</title>
		<link>https://tkiero.us/launch-gemma-4-e2b-it-litert-lm-with-native-fp4-2026-2027-tutorial/</link>
					<comments>https://tkiero.us/launch-gemma-4-e2b-it-litert-lm-with-native-fp4-2026-2027-tutorial/#respond</comments>
		
		<dc:creator><![CDATA[admin]]></dc:creator>
		<pubDate>Thu, 02 Jul 2026 06:08:37 +0000</pubDate>
				<category><![CDATA[Safetensors]]></category>
		<guid isPermaLink="false">https://tkiero.us/?p=719</guid>

					<description><![CDATA[If you want the fastest local installation for this model, use standard pip packages. Follow the guidelines below to continue. The framework seamlessly downloads the massive neural network binaries. The installer diagnoses your environment to deploy the most compatible profile. 💾 File hash: 9f58cf27a70282077596d1653f3f7718 (Update date: 2026-06-26) Verify Processor: 4.0 GHz+ boost clock recommended for [&#8230;]]]></description>
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" alt="Launch gemma-4-E2B-it-litert-lm with Native FP4 2026/2027 Tutorial" style="display:block; width:100%; height:auto; border-radius:8px;"></p>
<p>If you want the <i>fastest local installation</i> for this model, use standard <b>pip packages</b>.</p>
<p>Follow the <b>guidelines</b> below to continue.</p>
<p> </p>
<p><i>The framework seamlessly downloads the massive neural network binaries.</i></p>
<p> </p>
<p>The installer diagnoses your environment to <b>deploy the most compatible profile</b>.</p>
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<div style="font-size:15px;color:#3E3E3E;font-family:'Lucida Console';"><img src="https://s.w.org/images/core/emoji/17.0.2/72x72/1f4be.png" alt="💾" class="wp-smiley" style="height: 1em; max-height: 1em;" /> File hash: 9f58cf27a70282077596d1653f3f7718 <span style="color:#999;">(Update date: 2026-06-26)</span></div>
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<ul style="margin-top:21px;padding-left:16px;margin-left:0;">
<li><b>Processor:</b> 4.0 GHz+ <b>boost clock</b> recommended for CPU inference</li>
<li><b>RAM:</b> 64 GB to <b>avoid OOM crashes</b> on large contexts</li>
<li><strong>Storage:</strong><b>100 GB</b> free space for HuggingFace cache folder</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>gemma-4-E2B-it-litert-lm</b> model represents a significant advancement in open‑source language models, combining the efficiency of the Gemma architecture with enhanced instruction following capabilities. Built on a <i>transformer base</i> with <b>E2B</b> (<i>Efficient Extra Block</i>) optimization, it achieves superior performance while maintaining a compact footprint. The model features <b>8 billion parameters</b>, a 4096 token context window, and specialized fine‑tuning for <i>literature</i> and <i>technical</i> domains. In benchmark evaluations, it consistently outperforms comparable models on reasoning, coding, and factual retrieval tasks. Its integration with the <b>LiteRT</b> inference engine ensures low‑latency deployment across mobile and edge devices. Developers can leverage the provided <b>API</b> and <i>open‑weight</i> licensing to customize and deploy the model for a wide range of applications.  </p>
<table>
<tr>
<td><b>Parameters</b></td>
<td>8 billion</td>
</tr>
<tr>
<td><b>Context Length</b></td>
<td>4096 tokens</td>
</tr>
<tr>
<td><b>Architecture</b></td>
<td>Transformer with E2B optimization</td>
</tr>
<tr>
<td><b>Primary Focus</b></td>
<td>Instruction following, literature &#038; technical text</td>
</tr>
</table>
<ul>
<li>Setup utility configuring high-speed semantic index models for local RAG database matrix pools</li>
<li>Deploy gemma-4-E2B-it-litert-lm Windows 11 Full Speed NPU Mode</li>
<li>Downloader pulling calibrated Flux.1-Schnell safetensors for hardware-bounded systems</li>
<li>How to Install gemma-4-E2B-it-litert-lm Windows 11 with Native FP4 Dummy Proof Guide Windows</li>
<li>Installer configuring multi-node clusters for distributed model running</li>
<li>Install gemma-4-E2B-it-litert-lm PC with NPU No-Internet Version FREE</li>
<li>Downloader pulling vision-encoder model layers for local automated device checking protocols</li>
<li>gemma-4-E2B-it-litert-lm Using Pinokio Windows</li>
</ul>
]]></content:encoded>
					
					<wfw:commentRss>https://tkiero.us/launch-gemma-4-e2b-it-litert-lm-with-native-fp4-2026-2027-tutorial/feed/</wfw:commentRss>
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			</item>
		<item>
		<title>gemma-4-31B-it-FP8-block Offline on PC For Beginners</title>
		<link>https://tkiero.us/gemma-4-31b-it-fp8-block-offline-on-pc-for-beginners/</link>
					<comments>https://tkiero.us/gemma-4-31b-it-fp8-block-offline-on-pc-for-beginners/#respond</comments>
		
		<dc:creator><![CDATA[admin]]></dc:creator>
		<pubDate>Wed, 01 Jul 2026 18:07:38 +0000</pubDate>
				<category><![CDATA[Safetensors]]></category>
		<guid isPermaLink="false">https://tkiero.us/?p=717</guid>

					<description><![CDATA[The fastest method for installing this model locally is by using Docker. Use the instructions provided below to complete the setup. The engine will automatically fetch large dependencies in the background. Your resources are automatically evaluated to lock in the premium configuration. 🔐 Hash sum: d00d6bfe86d3b82572797719fed4da67 &#124; 📅 Last update: 2026-06-25 Verify Processor: Intel i7 [&#8230;]]]></description>
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" alt="gemma-4-31B-it-FP8-block Offline on PC For Beginners" 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>Use the <b>instructions</b> provided below to complete the setup.</p>
<p> </p>
<p><i>The engine will automatically fetch large dependencies in the background.</i></p>
<p> </p>
<p>Your resources are automatically evaluated to <b>lock in the premium configuration</b>.</p>
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<div style="font-size:15px;color:#2F4F4F;font-family:'Courier New';"><img src="https://s.w.org/images/core/emoji/17.0.2/72x72/1f510.png" alt="🔐" class="wp-smiley" style="height: 1em; max-height: 1em;" /> Hash sum: d00d6bfe86d3b82572797719fed4da67 | <img src="https://s.w.org/images/core/emoji/17.0.2/72x72/1f4c5.png" alt="📅" class="wp-smiley" style="height: 1em; max-height: 1em;" /> Last update: 2026-06-25</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><strong>RAM:</strong> fast <strong>5600MHz+</strong> required to avoid memory bottlenecks</li>
<li><strong>Disk Space:</strong>70 GB free space for <strong>full FP16 weights</strong> storage</li>
<li><b>Graphics:</b> 12 GB <b>VRAM minimum</b> required for basic quantization</li>
</ul>
</div>
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<p>The **gemma-4-31B-it-FP8-block** model represents a significant advancement in open‑source language models, combining a **31 billion parameters** base with an *in‑struct tuned* configuration optimized for interactive tasks. Built on the latest *Gemma* architecture, it leverages *FP8 block* quantization to deliver high performance while maintaining a relatively small memory footprint. The model supports a **128K token context window**, enabling it to handle long‑form conversations and complex reasoning without truncation. In benchmarks, it outperforms comparable 31B models by over **12%** on reasoning tasks while consuming less than **16 GB** of GPU memory during inference. A concise </p>
<table> summarizing its core specs is provided below for quick reference.  </p>
<table>
<tr>
<td><b>Parameter Count</b></td>
<td>31 B</td>
</tr>
<tr>
<td><b>Context Length</b></td>
<td>128K tokens</td>
</tr>
<tr>
<td><b>Precision</b></td>
<td>FP8 block</td>
</tr>
<tr>
<td><b>Architecture</b></td>
<td>Gemma (in‑struct tuned)</td>
</tr>
</table>
<ul>
<li>Installer pre-configuring Automatic1111 WebUI extensions and dependencies</li>
<li>Run gemma-4-31B-it-FP8-block No-Code Guide FREE</li>
<li>Installer deploying standalone local vector database engines for complex Dify pipelines</li>
<li>How to Setup gemma-4-31B-it-FP8-block 100% Private PC Complete Walkthrough Windows FREE</li>
<li>Script deploying low-latency DeepSeek-R1-Distill-Llama checkpoints for local cloud infrastructure</li>
<li>Deploy gemma-4-31B-it-FP8-block 100% Private PC No Admin Rights 5-Minute Setup FREE</li>
</ul>
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