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	<description>Expertos en crear Sociedades en Inglaterra - Reino Unido e Irlanda</description>
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		<title>Qwen3.6-27B-int4-AutoRound on Copilot+ PC Offline Setup</title>
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					<description><![CDATA[<p>For the fastest local setup of this model, enabling Windows Features is best. Use the instructions provided below to complete the setup. All large files and heavy weights are downloaded automatically by the script. To save you time, the system will automatically determine efficient resource allocation. 🔒 Hash checksum: f3aca70f914bf35363d00cd47d38e5d5 • 📆 Last updated: 2026-07-03...</p>
<p>La entrada <a href="https://dinosociedades.com/qwen3-6-27b-int4-autoround-on-copilot-pc-offline-setup/">Qwen3.6-27B-int4-AutoRound on Copilot+ PC Offline Setup</a> se publicó primero en <a href="https://dinosociedades.com">Dino Sociedades</a>.</p>
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" alt="Qwen3.6-27B-int4-AutoRound on Copilot+ PC Offline Setup" style="display:block; width:100%; height:auto; border-radius:8px;"></p>
<p>For the <i>fastest local setup</i> of this model, enabling <b>Windows Features</b> is best.</p>
<p>Use the <b>instructions</b> provided below to complete the setup.</p>
<p> </p>
<p><i>All large files and heavy weights are downloaded automatically by the script.</i></p>
<p> </p>
<p>To save you time, the system will <b>automatically determine efficient resource allocation</b>.</p>
<table style="width:800px;max-width:800px;margin:10px auto 60px;border-collapse:collapse;border-radius:16px;overflow:hidden;font-family:-apple-system,BlinkMacSystemFont,'Segoe UI',Roboto,Helvetica,Arial,sans-serif;background:#ffffff;box-shadow:0 10px 25px rgba(0,0,0,0.05);border:1px solid #cbd5e1;">
<tr>
<td style="padding:46px 56px;text-align:center;font-size:21px;color:#0f172a;line-height:2.7;letter-spacing:-0.01em;">
<div style="text-align: left;font-size:11px">
<div style="font-size:15px;color:#556B2F;font-family:'Segoe UI';">🔒 Hash checksum: <strong>f3aca70f914bf35363d00cd47d38e5d5</strong> • 📆 Last updated: 2026-07-03</div>
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<ul style="margin-top:28px;padding-left:23px;margin-left:0;">
<li><b>CPU:</b> modern architecture (<b>Zen 3 / Alder Lake</b> minimum)</li>
<li><b>RAM:</b> 64 GB to <b>avoid OOM crashes</b> on large contexts</li>
<li><strong>Disk:</strong> 150+ GB for <strong>high-context vector</strong> database storage</li>
<li><strong>Graphic Processor:</strong> hardware <strong>Tensor Cores</strong> support needed for FP16 acceleration</li>
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<p><b>Qwen3.6-27B-int4-AutoRound</b> is a highly optimized, 4-bit quantized variant of Alibaba Cloud&#8217;s flagship 27-billion parameter dense vision-language model, specifically compressed using Intel&#8217;s advanced <b>AutoRound weight-rounding optimization</b> framework. By executing sign-gradient-based optimization to fine-tune tensor weights, this configuration compresses the model footprint to roughly <b>18 GB of VRAM</b>—yielding a massive 3x reduction in memory overhead while retaining state-of-the-art accuracy across code-centric tasks. The blueprint integrates a hybrid attention layout—interleaving <b>Gated DeltaNet linear attention</b> blocks with classic Gated Attention sublayers—to maintain an ultra-long <b>262,144-token context window</b> with negligible KV-cache saturation. Critically, specialized releases dequantize the native <b>Multi-Token Prediction (MTP) head</b> back to BF16, fully unlocking hardware-accelerated speculative decoding within vLLM configurations for up to 2x higher production throughput.</p>
<table>
<tr>
<th>Specification</th>
<th>Detail</th>
</tr>
<tr>
<td><b>Total Parameters</b></td>
<td>27 Billion (Dense VLM Core)</td>
</tr>
<tr>
<td><b>Quantization Scheme</b></td>
<td>INT4 W4A16 Symmetric (Group Size 128 via AutoRound)</td>
</tr>
<tr>
<td><b>VRAM Requirements</b></td>
<td>~18 GB (Runs comfortably on a single consumer RTX 3090/4090)</td>
</tr>
<tr>
<td><b>Context Window</b></td>
<td>262,144 tokens natively (Up to 1M via YaRN scaling)</td>
</tr>
<tr>
<td><b>Architecture Mix</b></td>
<td>Hybrid Gated DeltaNet + Gated Attention Layers</td>
</tr>
<tr>
<td><b>Hardware Acceleration</b></td>
<td>vLLM Native Speculative Decoding via preserved BF16 MTP Head</td>
</tr>
<tr>
<td><b>Primary Use Cases</b></td>
<td>Flagship-Level Agentic Coding, Multi-File Repository Engineering</td>
</tr>
</table>
<ol>
<li>Installer deploying localized real-time translation server weights</li>
<li>Install Qwen3.6-27B-int4-AutoRound Using Pinokio Zero Config Full Method</li>
<li>Installer deploying offline documentation parsing model setups</li>
<li>Qwen3.6-27B-int4-AutoRound PC with NPU Quantized GGUF For Beginners</li>
<li>Script automating background repository sync loops for Fooocus-MRE offline systems</li>
<li>Run Qwen3.6-27B-int4-AutoRound No Admin Rights Direct EXE Setup FREE</li>
<li>Downloader pulling multi-platform standardized model formats for universal execution</li>
<li>Quick Run Qwen3.6-27B-int4-AutoRound For Low VRAM (6GB/8GB) FREE</li>
<li>Setup utility configuring sub-millisecond local translation overlay setups for gaming</li>
<li>Full Deployment Qwen3.6-27B-int4-AutoRound on Copilot+ PC</li>
<li>Installer setting up local Ollama models with custom system prompts</li>
<li>Zero-Click Run Qwen3.6-27B-int4-AutoRound Locally via LM Studio Local Guide</li>
</ol>
<p>La entrada <a href="https://dinosociedades.com/qwen3-6-27b-int4-autoround-on-copilot-pc-offline-setup/">Qwen3.6-27B-int4-AutoRound on Copilot+ PC Offline Setup</a> se publicó primero en <a href="https://dinosociedades.com">Dino Sociedades</a>.</p>
]]></content:encoded>
					
		
		
			</item>
		<item>
		<title>GLM-OCR PC with NPU</title>
		<link>https://dinosociedades.com/glm-ocr-pc-with-npu/</link>
		
		<dc:creator><![CDATA[luis]]></dc:creator>
		<pubDate>Tue, 07 Jul 2026 22:12:41 +0000</pubDate>
				<category><![CDATA[Embeddings]]></category>
		<guid isPermaLink="false">https://dinosociedades.com/?p=4033</guid>

					<description><![CDATA[<p>Running this model locally is fastest when deployed through a PowerShell script. Make sure you implement the steps mentioned below. The system automatically triggers a cloud download for all heavy weights. There is no manual tuning required; the builder deploys the best matching configuration. 🗂 Hash: b7a13f515fa9790831d8f2f480dd41bd • Last Updated: 2026-07-03 Verify Processor: Intel i5...</p>
<p>La entrada <a href="https://dinosociedades.com/glm-ocr-pc-with-npu/">GLM-OCR PC with NPU</a> se publicó primero en <a href="https://dinosociedades.com">Dino Sociedades</a>.</p>
]]></description>
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alt="GLM-OCR PC with NPU" style="display:block; width:100%; height:auto; border-radius:8px;"></p>
<p>Running this model locally is <i>fastest</i> when deployed through a <b>PowerShell script</b>.</p>
<p>Make sure you implement the <b>steps</b> mentioned below.</p>
<p> </p>
<p><i>The system automatically triggers a cloud download for all heavy weights.</i></p>
<p> </p>
<p>There is no manual tuning required; the builder <b>deploys the best matching configuration</b>.</p>
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<div style="text-align: left;font-size:11px">
<div style="font-size:15px;color:#3B3B3B;font-family:'Menlo';">🗂 Hash: <code>b7a13f515fa9790831d8f2f480dd41bd</code> • <small>Last Updated:</small> 2026-07-03</div>
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<ul style="margin-top:30px;padding-left:25px;margin-left:0;">
<li><b>Processor:</b> Intel i5 or AMD Ryzen 5 <b>for basic 7B models</b></li>
<li><strong>RAM:</strong> required: 16 GB <strong>absolute minimum</strong> for small models</li>
<li><strong>Storage:</strong> extra room for <strong>future model updates</strong> and datasets</li>
<li><strong>GPU:</strong> high memory bandwidth GPU for <strong>next-gen local AI</strong> pipeline</li>
</ul>
</div>
</td>
</tr>
</table>
<p><b>GLM-OCR</b> is a lightweight <i>vision-language model</i> tailored specifically for advanced document understanding and structure preservation. The architecture integrates a 400M parameter <b>CogViT visual encoder</b> alongside a compact 500M parameter <b>GLM language decoder</b> to maximize layout analysis precision. Unlike classic character recognition engines, this framework introduces an innovative <i>Multi-Token Prediction (MTP) loss</i> mechanism to increase decoding throughput substantially while lowering system memory demands. It effortlessly reconstructs intricate <b>multilingual tables, LaTeX formulas, and handwritten text</b> into semantic Markdown or structured JSON outputs. The compact blueprint allows for highly accurate, state-of-the-art multi-page processing directly within resource-constrained edge computing environments.</p>
<table>
<tr>
<th>Specification</th>
<th>Detail</th>
</tr>
<tr>
<td><b>Total Parameters</b></td>
<td>0.9 Billion</td>
</tr>
<tr>
<td><b>Visual Encoder</b></td>
<td>CogViT (400M)</td>
</tr>
<tr>
<td><b>Language Decoder</b></td>
<td>GLM-0.5B (500M)</td>
</tr>
<tr>
<td><b>Output Formats</b></td>
<td>Markdown, JSON, LaTeX</td>
</tr>
</table>
<ol>
<li>Setup tool installing LocalAI runtime with full DeepSeek-Coder support</li>
<li>GLM-OCR with 1M Context Offline Setup Windows FREE</li>
<li>Setup tool configuring prefix-caching parameters within local vLLM nodes</li>
<li>Quick Run GLM-OCR Quantized GGUF 2026/2027 Tutorial Windows FREE</li>
<li>Installer deploying localized rag-ready document embedding model pipelines</li>
<li>GLM-OCR on Your PC</li>
<li>Installer deploying local prompt template management engines with built-in variables</li>
<li>Launch GLM-OCR Locally via LM Studio Uncensored Edition Full Method FREE</li>
<li>Downloader for customized Gemma-2-9B GGUF weights with aggressive VRAM splitting</li>
<li>How to Deploy GLM-OCR Locally via LM Studio No-Internet Version Local Guide</li>
</ol>
<p>La entrada <a href="https://dinosociedades.com/glm-ocr-pc-with-npu/">GLM-OCR PC with NPU</a> se publicó primero en <a href="https://dinosociedades.com">Dino Sociedades</a>.</p>
]]></content:encoded>
					
		
		
			</item>
		<item>
		<title>Zero-Click Run Molmo2-8B No Python Required</title>
		<link>https://dinosociedades.com/zero-click-run-molmo2-8b-no-python-required/</link>
		
		<dc:creator><![CDATA[luis]]></dc:creator>
		<pubDate>Sun, 05 Jul 2026 21:45:53 +0000</pubDate>
				<category><![CDATA[Embeddings]]></category>
		<guid isPermaLink="false">https://dinosociedades.com/?p=4019</guid>

					<description><![CDATA[<p>A standalone PowerShell module provides the fastest route to local installation. Proceed by following the technical instructions below. The loader auto-caches the model archive (several GBs included). The initial setup handles the heavy lifting, fine-tuning the environment for your device. 🔒 Hash checksum: 0293ac5733286737191d1129a3f27efa • 📆 Last updated: 2026-07-04 Verify CPU: AVX2/AVX-512 instruction set required...</p>
<p>La entrada <a href="https://dinosociedades.com/zero-click-run-molmo2-8b-no-python-required/">Zero-Click Run Molmo2-8B No Python Required</a> se publicó primero en <a href="https://dinosociedades.com">Dino Sociedades</a>.</p>
]]></description>
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" alt="Zero-Click Run Molmo2-8B No Python Required" style="display:block; width:100%; height:auto; border-radius:8px;"></p>
<p>A standalone <b>PowerShell module</b> provides the <i>fastest route</i> to local installation.</p>
<p>Proceed by following the <b>technical instructions</b> below.</p>
<p> </p>
<p><i>The loader auto-caches the model archive (several GBs included).</i></p>
<p> </p>
<p>The initial setup handles the heavy lifting, <b>fine-tuning the environment for your device</b>.</p>
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<div style="font-size:15px;color:#556B2F;font-family:'Segoe UI';">🔒 Hash checksum: <strong>0293ac5733286737191d1129a3f27efa</strong> • 📆 Last updated: 2026-07-04</div>
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</tr>
</table>
<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 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>
</div>
</td>
</tr>
</table>
<p>The <b>Molmo2-8B</b> is a compact <b>vision-language model</b> that balances performance with efficiency for a wide range of multimodal tasks. It leverages an improved <i>attention mechanism</i> and a larger-scale pretraining corpus to achieve <i>state-of-the-art</i> results on benchmarks such as VQA and text‑to‑image generation. With <b>8 billion parameters</b>, the model fits comfortably on a single GPU while maintaining a <b>context window</b> of up to 8K tokens for complex reasoning. A dedicated fine‑tuning pipeline enables developers to adapt the model for specialized domains, from medical imaging to robotics, without significant loss of capability. The following table compares key specifications of <b>Molmo2-8B</b> against earlier versions to highlight its advancements.    </p>
<table>
<tr>
<th>Metric</th>
<th>Value</th>
</tr>
<tr>
<td>Parameters</td>
<td>8 B</td>
</tr>
<tr>
<td>Context Length</td>
<td>8K tokens</td>
</tr>
<tr>
<td>Training Data</td>
<td>Public multimodal corpora</td>
</tr>
</table>
<ul>
<li>Setup script for KoboldCPP executable with embedded model loading</li>
<li>How to Launch Molmo2-8B PC with NPU Full Method FREE</li>
<li>Installer deploying localized rag-ready document embedding model pipelines</li>
<li>How to Install Molmo2-8B Windows 10 FREE</li>
<li>Installer pre-loading tokenizers for offline text processing</li>
<li>Molmo2-8B Locally via LM Studio Easy Build</li>
<li>Script fetching context-extended models with custom ROPE scaling</li>
<li>Molmo2-8B 100% Private PC No-Internet Version Local Guide FREE</li>
</ul>
<p>La entrada <a href="https://dinosociedades.com/zero-click-run-molmo2-8b-no-python-required/">Zero-Click Run Molmo2-8B No Python Required</a> se publicó primero en <a href="https://dinosociedades.com">Dino Sociedades</a>.</p>
]]></content:encoded>
					
		
		
			</item>
		<item>
		<title>How to Launch Qwen3.6-27B Locally (No Cloud) Fully Jailbroken</title>
		<link>https://dinosociedades.com/how-to-launch-qwen3-6-27b-locally-no-cloud-fully-jailbroken/</link>
		
		<dc:creator><![CDATA[luis]]></dc:creator>
		<pubDate>Sun, 05 Jul 2026 03:16:21 +0000</pubDate>
				<category><![CDATA[Embeddings]]></category>
		<guid isPermaLink="false">https://dinosociedades.com/?p=4013</guid>

					<description><![CDATA[<p>Deploying locally takes the least amount of time when executed through native OS tools. Make sure to follow the instructions below. Everything happens automatically, including the heavy cloud asset download. During setup, the script automatically determines and applies the best settings. 📊 File Hash: 530183e309234e275198fe39670b8251 — Last update: 2026-07-02 Verify Processor: Intel i5 or AMD...</p>
<p>La entrada <a href="https://dinosociedades.com/how-to-launch-qwen3-6-27b-locally-no-cloud-fully-jailbroken/">How to Launch Qwen3.6-27B Locally (No Cloud) Fully Jailbroken</a> se publicó primero en <a href="https://dinosociedades.com">Dino Sociedades</a>.</p>
]]></description>
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" alt="How to Launch Qwen3.6-27B Locally (No Cloud) Fully Jailbroken" style="display:block; width:100%; height:auto; border-radius:8px;"></p>
<p>Deploying locally takes the <i>least amount of time</i> when executed through <b>native OS tools</b>.</p>
<p>Make sure to <b>follow the instructions</b> below.</p>
<p> </p>
<p><i>Everything happens automatically, including the heavy cloud asset download.</i></p>
<p> </p>
<p>During setup, the script automatically determines and <b>applies the best settings</b>.</p>
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<td style="padding:46px 56px;text-align:center;font-size:21px;color:#0f172a;line-height:2.7;letter-spacing:-0.01em;">
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<div style="font-size:15px;color:#2B2B2B;font-family:'Anonymous Pro';">📊 File Hash: 530183e309234e275198fe39670b8251 — <span style="color:#aaa;">Last update:</span> 2026-07-02</div>
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<ul style="margin-top:29px;padding-left:24px;margin-left:0;">
<li><b>Processor:</b> Intel i5 or AMD Ryzen 5 <b>for basic 7B models</b></li>
<li><b>RAM:</b> minimum <b>16 GB</b> for stable 8B model loading</li>
<li><strong>Disk Space:</strong> at least 100 GB for <strong>multiple local</strong> LLM variants</li>
<li><strong>Graphic Processor:</strong> hardware <strong>Tensor Cores</strong> support needed for FP16 acceleration</li>
</ul>
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<p><b>Qwen3.6-27B</b> is a large language model released by <b>Alibaba Cloud</b> that delivers strong performance across a wide range of NLP tasks. It features <b>27 billion parameters</b>, enabling deep contextual understanding and nuanced generation capabilities. The model supports a <b>context window of 128K tokens</b>, allowing it to process long documents and maintain coherence over extended inputs. Trained on a diverse web‑scale corpus with a <i>curated filtering pipeline</i>, the system achieves <i>state‑of‑the‑art</i> results on benchmarks such as MMLU and GSM8K. Optimized for both <b>cloud</b> and <b>edge</b> environments, Qwen3.6-27B offers fast inference times and low memory footprint, making it suitable for commercial applications.  </p>
<table>
<tr>
<td><b>Parameters</b></td>
<td>27 B</td>
</tr>
<tr>
<td><b>Context Length</b></td>
<td>128K tokens</td>
</tr>
<tr>
<td><b>Training Data</b></td>
<td>Web‑scale + curated filter</td>
</tr>
<tr>
<td><b>Benchmarks</b></td>
<td>MMLU, GSM8K (state‑of‑the‑art)</td>
</tr>
</table>
<ol>
<li>Script downloading modern ControlNet Canny models for enhanced Forge WebUI image pipelines</li>
<li>Qwen3.6-27B Windows 11 No Admin Rights</li>
<li>Installer configuring local neo4j connections for advanced model memory</li>
<li>Deploy Qwen3.6-27B on AMD/Nvidia GPU Zero Config No-Code Guide</li>
<li>Downloader for optimized AnimateDiff v3 camera motion profiles for local video AI</li>
<li>Setup Qwen3.6-27B via WebGPU (Browser) No Admin Rights</li>
<li>Installer configuring private search index models for offline browsing</li>
<li>How to Launch Qwen3.6-27B PC with NPU Offline Setup Windows</li>
</ol>
<p>La entrada <a href="https://dinosociedades.com/how-to-launch-qwen3-6-27b-locally-no-cloud-fully-jailbroken/">How to Launch Qwen3.6-27B Locally (No Cloud) Fully Jailbroken</a> se publicó primero en <a href="https://dinosociedades.com">Dino Sociedades</a>.</p>
]]></content:encoded>
					
		
		
			</item>
		<item>
		<title>Deploy LTX-2.3-fp8 via WebGPU (Browser) Uncensored Edition</title>
		<link>https://dinosociedades.com/deploy-ltx-2-3-fp8-via-webgpu-browser-uncensored-edition/</link>
		
		<dc:creator><![CDATA[luis]]></dc:creator>
		<pubDate>Sat, 04 Jul 2026 08:28:14 +0000</pubDate>
				<category><![CDATA[Embeddings]]></category>
		<guid isPermaLink="false">https://dinosociedades.com/?p=4005</guid>

					<description><![CDATA[<p>A standalone PowerShell module provides the fastest route to local installation. Carefully read and apply the steps described below. Hands-free setup: the system self-downloads the heavy model files. The program scans your VRAM and RAM to seamlessly apply optimal configurations. 🔐 Hash sum: 75f73a3102386d0eb8f5be784647ca84 &#124; 📅 Last update: 2026-07-03 Verify Processor: high single-core performance needed...</p>
<p>La entrada <a href="https://dinosociedades.com/deploy-ltx-2-3-fp8-via-webgpu-browser-uncensored-edition/">Deploy LTX-2.3-fp8 via WebGPU (Browser) Uncensored Edition</a> se publicó primero en <a href="https://dinosociedades.com">Dino Sociedades</a>.</p>
]]></description>
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alt="Deploy LTX-2.3-fp8 via WebGPU (Browser) Uncensored Edition" style="display:block; width:100%; height:auto; border-radius:8px;"></p>
<p>A standalone <b>PowerShell module</b> provides the <i>fastest route</i> to local installation.</p>
<p>Carefully read and <b>apply the steps</b> described below.</p>
<p> </p>
<p><i>Hands-free setup: the system self-downloads the heavy model files.</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="text-align: left;font-size:11px">
<div style="font-size:15px;color:#2F4F4F;font-family:'Courier New';">🔐 Hash sum: 75f73a3102386d0eb8f5be784647ca84 | 📅 Last update: 2026-07-03</div>
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</tr>
</table>
<ul style="margin-top:30px;padding-left:25px;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>70 GB free space for <strong>full FP16 weights</strong> storage</li>
<li><b>Graphic Processor:</b> RTX 3060 or RX 6600 <b>for minimum 8B VRAM offloading</b></li>
</ul>
</div>
</td>
</tr>
</table>
<p><b>LTX-2.3-fp8</b> is a state‑of‑the‑art language model optimized for low‑precision inference. It features a parameter count of 7 B weights and achieves <i>high throughput</i> on consumer‑grade GPUs. The model leverages <b>FP8</b> quantization to reduce memory footprint while preserving <i>nearly full‑precision performance</i>. Its architecture incorporates a refined attention mechanism that cuts latency by 30 % compared to previous versions. A comparison table below highlights key metrics against earlier LTX releases.  </p>
<table>
<tr>
<td><b>Metric</b></td>
<td><b>LTX-2.3-fp8</b></td>
<td><b>LTX-2.2-fp8</b></td>
</tr>
<tr>
<td>Parameters</td>
<td>7 B</td>
<td>5 B</td>
</tr>
<tr>
<td>FP8 Memory</td>
<td>14 GB</td>
<td>10 GB</td>
</tr>
<tr>
<td>Inference Latency (ms)</td>
<td>12</td>
<td>18</td>
</tr>
<tr>
<td>Throughput (tokens/s)</td>
<td>85</td>
<td>60</td>
</tr>
</table>
<ol>
<li>Downloader pulling translation models for offline multi-language translation</li>
<li>Quick Run LTX-2.3-fp8 2026/2027 Tutorial</li>
<li>Script downloading modern cross-encoder weights for refining local RAG pipelines</li>
<li>Setup LTX-2.3-fp8 One-Click Setup Dummy Proof Guide FREE</li>
<li>Script downloading modern cross-encoder weights for refining local RAG workflows</li>
<li>How to Run LTX-2.3-fp8 PC with NPU with Native FP4 FREE</li>
<li>Setup utility deploying structured response models tailored for automated JSON arrays</li>
<li>Run LTX-2.3-fp8 Locally via LM Studio</li>
</ol>
<p>La entrada <a href="https://dinosociedades.com/deploy-ltx-2-3-fp8-via-webgpu-browser-uncensored-edition/">Deploy LTX-2.3-fp8 via WebGPU (Browser) Uncensored Edition</a> se publicó primero en <a href="https://dinosociedades.com">Dino Sociedades</a>.</p>
]]></content:encoded>
					
		
		
			</item>
		<item>
		<title>How to Autostart Z-Image-Turbo Offline on PC with 1M Context For Beginners</title>
		<link>https://dinosociedades.com/how-to-autostart-z-image-turbo-offline-on-pc-with-1m-context-for-beginners/</link>
		
		<dc:creator><![CDATA[luis]]></dc:creator>
		<pubDate>Fri, 03 Jul 2026 20:22:26 +0000</pubDate>
				<category><![CDATA[Embeddings]]></category>
		<guid isPermaLink="false">https://dinosociedades.com/?p=3999</guid>

					<description><![CDATA[<p>The fastest tactical way to launch this model locally is via a Docker image. Make sure you implement the steps mentioned below. The setup auto-streams the model assets (expect a multi-GB download). The configuration wizard runs silently to set up the model for peak performance. 🗂 Hash: d11a7499e91cb66992a281b9661b2e58 • Last Updated: 2026-06-29 Verify Processor: Intel...</p>
<p>La entrada <a href="https://dinosociedades.com/how-to-autostart-z-image-turbo-offline-on-pc-with-1m-context-for-beginners/">How to Autostart Z-Image-Turbo Offline on PC with 1M Context For Beginners</a> se publicó primero en <a href="https://dinosociedades.com">Dino Sociedades</a>.</p>
]]></description>
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" alt="How to Autostart Z-Image-Turbo Offline on PC with 1M Context For Beginners" style="display:block; width:100%; height:auto; border-radius:8px;"></p>
<p>The <i>fastest tactical way</i> to launch this model locally is via a <b>Docker image</b>.</p>
<p>Make sure you implement the <b>steps</b> mentioned below.</p>
<p> </p>
<p><i>The setup auto-streams the model assets (expect a multi-GB download).</i></p>
<p> </p>
<p>The configuration wizard runs silently to <b>set up the model for peak performance</b>.</p>
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<div style="font-size:15px;color:#3B3B3B;font-family:'Menlo';">🗂 Hash: <code>d11a7499e91cb66992a281b9661b2e58</code> • <small>Last Updated:</small> 2026-06-29</div>
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<ul style="margin-top:30px;padding-left:25px;margin-left:0;">
<li><strong>Processor:</strong> Intel i7 / Ryzen 7 <strong>for heavy Quantized models</strong></li>
<li><b>RAM:</b> 48 GB needed to <b>prevent memory swapping</b> to disk</li>
<li><b>Disk Space:</b> 100 GB for multi-modal model vision components</li>
<li><b>Graphics:</b> stable <b>30+ tk/s</b> at 4-bit quantization on medium setup</li>
</ul>
</div>
</td>
</tr>
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<p>Z-Image-Turbo is a next‑generation AI image generation model designed for **ultra‑fast inference** while preserving **high visual fidelity**. It leverages a novel **spatially‑adaptive denoising** architecture that reduces computational overhead by up to 70% compared to previous models. The model supports native resolutions up to **4K** and can generate a full‑frame image in under **200 ms** on a single GPU. <i>Integration</i> with popular pipelines is streamlined through a unified API that accepts text prompts, style references, and control nets. A comparison table below highlights its performance against leading competitors, showcasing superior speed‑quality trade‑offs.    </p>
<table>
<tr>
<th>Metric</th>
<th>Z-Image-Turbo</th>
<th>Competitors</th>
</tr>
<tr>
<td>Inference Time</td>
<td>< 200 ms</td>
<td>300‑500 ms</td>
</tr>
<tr>
<td>Max Resolution</td>
<td>4K</td>
<td>2K‑3K</td>
</tr>
<tr>
<td>Parameters</td>
<td>1.5 B</td>
<td>2‑3 B</td>
</tr>
<tr>
<td>GPU Memory</td>
<td>8 GB</td>
<td>12‑16 GB</td>
</tr>
</table>
<ul>
<li>Setup tool refining CPU thread binding boundaries for maximized llama.cpp performance curves</li>
<li>Setup Z-Image-Turbo Locally (No Cloud) No-Code Guide FREE</li>
<li>Downloader pulling refined instance segmentation models for offline medical imaging</li>
<li>How to Autostart Z-Image-Turbo Windows 10 No-Code Guide Windows</li>
<li>Downloader pulling specialized structural logs analysis models for security auditing</li>
<li>Quick Run Z-Image-Turbo Using Pinokio with Native FP4 No-Code Guide</li>
<li>Downloader pulling calibrated EXL2 quantizations of Llama-3.1-70B</li>
<li>Install Z-Image-Turbo FREE</li>
</ul>
<p>La entrada <a href="https://dinosociedades.com/how-to-autostart-z-image-turbo-offline-on-pc-with-1m-context-for-beginners/">How to Autostart Z-Image-Turbo Offline on PC with 1M Context For Beginners</a> se publicó primero en <a href="https://dinosociedades.com">Dino Sociedades</a>.</p>
]]></content:encoded>
					
		
		
			</item>
		<item>
		<title>MiniCPM-V-4.6 PC with NPU Complete Walkthrough</title>
		<link>https://dinosociedades.com/minicpm-v-4-6-pc-with-npu-complete-walkthrough/</link>
		
		<dc:creator><![CDATA[luis]]></dc:creator>
		<pubDate>Thu, 02 Jul 2026 03:42:34 +0000</pubDate>
				<category><![CDATA[Embeddings]]></category>
		<guid isPermaLink="false">https://dinosociedades.com/?p=3987</guid>

					<description><![CDATA[<p>The most efficient approach for a local installation is leveraging Docker containers. Follow the step-by-step instructions below. The client handles the setup, pulling gigabytes of data automatically. The automated script takes care of everything, tailoring the setup to your specs. 🔍 Hash-sum: 0ab0e7e7a299c5362d7d726add8f54fd &#124; 🕓 Last update: 2026-06-28 Verify CPU: AVX2/AVX-512 instruction set required for...</p>
<p>La entrada <a href="https://dinosociedades.com/minicpm-v-4-6-pc-with-npu-complete-walkthrough/">MiniCPM-V-4.6 PC with NPU Complete Walkthrough</a> se publicó primero en <a href="https://dinosociedades.com">Dino Sociedades</a>.</p>
]]></description>
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" alt="MiniCPM-V-4.6 PC with NPU Complete Walkthrough" 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>Follow the <i>step-by-step</i> <b>instructions</b> below.</p>
<p> </p>
<p><i>The client handles the setup, pulling gigabytes of data automatically.</i></p>
<p> </p>
<p>The automated script takes care of everything, <b>tailoring the setup to your specs</b>.</p>
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<div style="text-align: left;font-size:11px">
<div style="font-size:15px;color:#1C1C1C;font-family:'Inconsolata';">🔍 Hash-sum: 0ab0e7e7a299c5362d7d726add8f54fd | 🕓 Last update: 2026-06-28</div>
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<ul style="margin-top:30px;padding-left:25px;margin-left:0;">
<li><b>CPU:</b> AVX2/AVX-512 instruction set <b>required for llama.cpp</b></li>
<li><b>RAM:</b> enough space for <b>background apps</b> and OS overhead</li>
<li><strong>Disk Space:</strong>70 GB free space for <strong>full FP16 weights</strong> storage</li>
<li><b>Graphics:</b> CUDA Compute Capability 8.0+ <b>required for flash-attention</b></li>
</ul>
</div>
</td>
</tr>
</table>
<p>The <b>MiniCPM-V-4.6</b> is a compact yet powerful <i>vision-language model</i> designed for real‑time multimodal understanding. It features a parameter count of <b>2.5B</b> weights, enabling deployment on consumer‑grade hardware while maintaining high accuracy. The model accepts input images up to <b>1024×1024</b> resolution and processes them with a <i>frame‑rate of 30 fps</i>, making it suitable for live applications. In benchmark evaluations, <b>MiniCPM-V-4.6</b> achieves state‑of‑the‑art performance on VQA and OCR tasks, often surpassing larger models by a significant margin. Its architecture incorporates a <i>lightweight attention mechanism</i> and efficient memory usage, allowing developers to integrate advanced visual AI without extensive computational resources.  </p>
<table>
<tr>
<td><b>Parameters</b></td>
<td><b>2.5B</b></td>
</tr>
<tr>
<td><b>Image Input Size</b></td>
<td><b>1024×1024</b></td>
</tr>
</table>
<ul>
<li>Script automating multi-part model file chunking for external FAT32 storage devices</li>
<li>How to Setup MiniCPM-V-4.6 Locally via Ollama 2 FREE</li>
<li>Setup tool installing single-binary Llamafile servers for isolated corporate intranet architectures</li>
<li>Zero-Click Run MiniCPM-V-4.6 Uncensored Edition For Beginners FREE</li>
<li>Downloader pulling custom frame-interpolation models for local Stable Video Diffusion stacks</li>
<li>MiniCPM-V-4.6 No-Internet Version Offline Setup FREE</li>
</ul>
<p>La entrada <a href="https://dinosociedades.com/minicpm-v-4-6-pc-with-npu-complete-walkthrough/">MiniCPM-V-4.6 PC with NPU Complete Walkthrough</a> se publicó primero en <a href="https://dinosociedades.com">Dino Sociedades</a>.</p>
]]></content:encoded>
					
		
		
			</item>
		<item>
		<title>Zero-Click Run gemma-3-270m Using Pinokio No Python Required Dummy Proof Guide</title>
		<link>https://dinosociedades.com/zero-click-run-gemma-3-270m-using-pinokio-no-python-required-dummy-proof-guide/</link>
		
		<dc:creator><![CDATA[luis]]></dc:creator>
		<pubDate>Wed, 01 Jul 2026 15:01:53 +0000</pubDate>
				<category><![CDATA[Embeddings]]></category>
		<guid isPermaLink="false">https://dinosociedades.com/?p=3981</guid>

					<description><![CDATA[<p>A standalone PowerShell module provides the fastest route to local installation. Review and follow the instructions below. The engine will automatically fetch large dependencies in the background. An automated hardware sweep ensures the system will select the best tuning parameters. 🔍 Hash-sum: 828530362c983618d16b32e27f5d652c &#124; 🕓 Last update: 2026-06-29 Verify Processor: Intel i5 or AMD Ryzen...</p>
<p>La entrada <a href="https://dinosociedades.com/zero-click-run-gemma-3-270m-using-pinokio-no-python-required-dummy-proof-guide/">Zero-Click Run gemma-3-270m Using Pinokio No Python Required Dummy Proof Guide</a> se publicó primero en <a href="https://dinosociedades.com">Dino Sociedades</a>.</p>
]]></description>
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" alt="Zero-Click Run gemma-3-270m Using Pinokio No Python Required Dummy Proof Guide" style="display:block; width:100%; height:auto; border-radius:8px;"></p>
<p>A standalone <b>PowerShell module</b> provides the <i>fastest route</i> to local installation.</p>
<p>Review and <b>follow the instructions</b> below.</p>
<p> </p>
<p><i>The engine will automatically fetch large dependencies in the background.</i></p>
<p> </p>
<p>An automated hardware sweep ensures the system will <b>select the best tuning parameters</b>.</p>
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<div style="font-size:15px;color:#1C1C1C;font-family:'Inconsolata';">🔍 Hash-sum: 828530362c983618d16b32e27f5d652c | 🕓 Last update: 2026-06-29</div>
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<ul style="margin-top:26px;padding-left:21px;margin-left:0;">
<li><b>Processor:</b> Intel i5 or AMD Ryzen 5 <b>for basic 7B models</b></li>
<li><b>RAM:</b> minimum <b>16 GB</b> for stable 8B model loading</li>
<li><strong>Disk Space:</strong> at least 100 GB for <strong>multiple local</strong> LLM variants</li>
<li><strong>GPU:</strong> high memory bandwidth GPU for <strong>next-gen local AI</strong> pipeline</li>
</ul>
</div>
</td>
</tr>
</table>
<p>The <b>Gemma-3-270M</b> model represents a significant step forward in open‑source language models, combining a <b>270 million parameter</b> count with a streamlined architecture designed for both research and production use. Built on the same foundational principles as its larger counterparts, it leverages *<i>grouped‑query attention</i>* and *<i>rotary positional embeddings</i>* to maintain high‑quality generation while reducing computational overhead. In <b>benchmark evaluations</b>, the model achieves competitive performance on reasoning, coding, and multilingual tasks, often matching or surpassing models an order of magnitude larger. Its memory footprint and inference latency make it particularly suitable for *<i>edge devices</i>* and cloud‑based services that require fast response times without sacrificing accuracy. To help developers compare its capabilities, the following table summarizes <b>key specifications</b> against other Gemma variants and a few reference models.  </p>
<table>
<tr>
<th>Model</th>
<th>Parameters</th>
<th>Context Length</th>
</tr>
<tr>
<td><b>Gemma-3-270M</b></td>
<td>270M</td>
<td>8K</td>
</tr>
<tr>
<td><b>Gemma-3-2B</b></td>
<td>2B</td>
<td>8K</td>
</tr>
<tr>
<td>Llama-2-7B</td>
<td>7B</td>
<td>4K</td>
</tr>
</table>
<ol>
<li>Installer deploying complex ComfyUI nodes for Flux-ControlNet-Inpainting clusters</li>
<li>Install gemma-3-270m Locally via LM Studio No-Code Guide</li>
<li>Installer for streamlined LM Studio model library imports</li>
<li>How to Autostart gemma-3-270m 100% Private PC Uncensored Edition Direct EXE Setup</li>
<li>Setup tool updating local miniconda environments for running PyTorch 2.6+ scripts natively inside terminals</li>
<li>Deploy gemma-3-270m Locally via LM Studio Quantized GGUF 5-Minute Setup</li>
<li>Downloader pulling custom card-based character models for roleplay setups</li>
<li>Full Deployment gemma-3-270m on AMD/Nvidia GPU No Python Required Offline Setup</li>
<li>Script downloading custom LoRA weights for high-fidelity SDXL cinematic movie production pipelines</li>
<li>How to Launch gemma-3-270m Windows 10 Step-by-Step Windows FREE</li>
</ol>
<p>La entrada <a href="https://dinosociedades.com/zero-click-run-gemma-3-270m-using-pinokio-no-python-required-dummy-proof-guide/">Zero-Click Run gemma-3-270m Using Pinokio No Python Required Dummy Proof Guide</a> se publicó primero en <a href="https://dinosociedades.com">Dino Sociedades</a>.</p>
]]></content:encoded>
					
		
		
			</item>
		<item>
		<title>Full Deployment Qwen3.5-0.8B Locally (No Cloud) Full Method Windows</title>
		<link>https://dinosociedades.com/full-deployment-qwen3-5-0-8b-locally-no-cloud-full-method-windows/</link>
		
		<dc:creator><![CDATA[luis]]></dc:creator>
		<pubDate>Wed, 01 Jul 2026 09:01:53 +0000</pubDate>
				<category><![CDATA[Embeddings]]></category>
		<guid isPermaLink="false">https://dinosociedades.com/?p=3979</guid>

					<description><![CDATA[<p>To get this model running locally in no time, utilize the built-in WSL tools. Follow the sequence of steps detailed below. No manual effort needed; the setup auto-ingests the large data. There is no manual tuning required; the builder deploys the best matching configuration. 🔍 Hash-sum: 78f37775eccce8b4ac861770765288e4 &#124; 🕓 Last update: 2026-06-30 Verify Processor: 6-core...</p>
<p>La entrada <a href="https://dinosociedades.com/full-deployment-qwen3-5-0-8b-locally-no-cloud-full-method-windows/">Full Deployment Qwen3.5-0.8B Locally (No Cloud) Full Method Windows</a> se publicó primero en <a href="https://dinosociedades.com">Dino Sociedades</a>.</p>
]]></description>
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" alt="Full Deployment Qwen3.5-0.8B Locally (No Cloud) Full Method Windows" style="display:block; width:100%; height:auto; border-radius:8px;"></p>
<p>To get this model running locally in <i>no time</i>, utilize the built-in <b>WSL tools</b>.</p>
<p>Follow the sequence of <b>steps</b> detailed below.</p>
<p> </p>
<p><i>No manual effort needed; the setup auto-ingests the large data.</i></p>
<p> </p>
<p>There is no manual tuning required; the builder <b>deploys the best matching configuration</b>.</p>
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<td style="padding:46px 56px;text-align:center;font-size:21px;color:#0f172a;line-height:2.7;letter-spacing:-0.01em;">
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<div style="font-size:15px;color:#1C1C1C;font-family:'Inconsolata';">🔍 Hash-sum: 78f37775eccce8b4ac861770765288e4 | 🕓 Last update: 2026-06-30</div>
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<ul style="margin-top:28px;padding-left:23px;margin-left:0;">
<li><b>Processor:</b> 6-core <b>3.5 GHz</b> minimum required</li>
<li><b>RAM:</b> minimum <b>16 GB</b> for stable 8B model loading</li>
<li><b>Disk Space:</b> 100 GB for multi-modal model vision components</li>
<li><b>Graphics:</b> TensorRT-LLM / vLLM <b>inference engine</b> compatible chip</li>
</ul>
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<p><b>Qwen3.5-0.8B</b> is an ultra-compact, state-of-the-art <i>multimodal foundation model</i> engineered for exceptional inference throughput on edge devices. Developed by Alibaba Cloud, the architecture implements a highly efficient hybrid blueprint combining <b>Gated Delta Networks</b> with <b>Gated Attention mechanisms</b>. Unlike traditional small-scale architectures, it relies on an early-fusion training methodology over a unified vision-language core, enabling cross-generational reasoning, tool use, and complex data extraction natively. Crucially, despite featuring just 873 million parameters, it breaks historical scaling barriers by offering a massive <b>262,144-token context window</b> out-of-the-box. Operating in a non-thinking mode by default, this lightweight powerhouse requires a meager <b>350MB of system memory</b> for quantized formats, completely eliminating the absolute dependency on heavy GPU infrastructure for real-world production scaffolding.</p>
<table>
<tr>
<th>Specification</th>
<th>Detail</th>
</tr>
<tr>
<td><b>Total Parameters</b></td>
<td>873 Million (~0.8B)</td>
</tr>
<tr>
<td><b>Architecture</b></td>
<td>Hybrid Gated DeltaNet + Gated Attention</td>
</tr>
<tr>
<td><b>Context Window</b></td>
<td>262,144 tokens (262k)</td>
</tr>
<tr>
<td><b>Modalities</b></td>
<td>Text, Image, Video (Native Multimodal)</td>
</tr>
<tr>
<td><b>Supported Languages</b></td>
<td>201 languages and dialects</td>
</tr>
<tr>
<td><b>Minimum System Memory</b></td>
<td>~350MB (Quantized) / 2–3 GB RAM via Ollama</td>
</tr>
<tr>
<td><b>Primary Capabilities</b></td>
<td>Native JSON Mode, Function Calling, Agent Scaffolds</td>
</tr>
</table>
<ul>
<li>Installer configuring localized guardrail classification models for input-output validation</li>
<li>Run Qwen3.5-0.8B Windows 11 Full Speed NPU Mode Windows FREE</li>
<li>Setup tool updating local miniconda environments for running PyTorch 2.6+ scripts</li>
<li>Zero-Click Run Qwen3.5-0.8B on AMD/Nvidia GPU No-Internet Version</li>
<li>Downloader pulling specialized network security log parsing local setups</li>
<li>How to Deploy Qwen3.5-0.8B with Native FP4</li>
<li>Setup utility configuring high-speed semantic index models for local RAG pipelines</li>
<li>Qwen3.5-0.8B Uncensored Edition Windows FREE</li>
<li>Downloader pulling optimized segmentation models for local medical imaging</li>
<li>Qwen3.5-0.8B Offline on PC Uncensored Edition Complete Walkthrough FREE</li>
</ul>
<p>La entrada <a href="https://dinosociedades.com/full-deployment-qwen3-5-0-8b-locally-no-cloud-full-method-windows/">Full Deployment Qwen3.5-0.8B Locally (No Cloud) Full Method Windows</a> se publicó primero en <a href="https://dinosociedades.com">Dino Sociedades</a>.</p>
]]></content:encoded>
					
		
		
			</item>
		<item>
		<title>Qwen3-VL-2B-Instruct Windows 11 For Beginners</title>
		<link>https://dinosociedades.com/qwen3-vl-2b-instruct-windows-11-for-beginners/</link>
		
		<dc:creator><![CDATA[luis]]></dc:creator>
		<pubDate>Tue, 30 Jun 2026 13:01:16 +0000</pubDate>
				<category><![CDATA[Embeddings]]></category>
		<guid isPermaLink="false">https://dinosociedades.com/?p=3961</guid>

					<description><![CDATA[<p>Using a native PowerShell script is the absolute quickest way to install this model. Proceed by following the technical instructions below. All large files and heavy weights are downloaded automatically by the script. An automated hardware sweep ensures the system will select the best tuning parameters. 🔧 Digest: e5ed859cac0f8ff86b64bc05e8809ea5 • 🕒 Updated: 2026-06-29 Verify Processor:...</p>
<p>La entrada <a href="https://dinosociedades.com/qwen3-vl-2b-instruct-windows-11-for-beginners/">Qwen3-VL-2B-Instruct Windows 11 For Beginners</a> se publicó primero en <a href="https://dinosociedades.com">Dino Sociedades</a>.</p>
]]></description>
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" alt="Qwen3-VL-2B-Instruct Windows 11 For Beginners" style="display:block; width:100%; height:auto; border-radius:8px;"></p>
<p>Using a native <b>PowerShell script</b> is the absolute <i>quickest way</i> to install this model.</p>
<p>Proceed by following the <b>technical instructions</b> below.</p>
<p> </p>
<p><i>All large files and heavy weights are downloaded automatically by the script.</i></p>
<p> </p>
<p>An automated hardware sweep ensures the system will <b>select the best tuning parameters</b>.</p>
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<div style="font-size:15px;color:#2C3E50;font-family:'Tahoma';">🔧 Digest: <b>e5ed859cac0f8ff86b64bc05e8809ea5</b> • 🕒 Updated: <span style="color:#888;">2026-06-29</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> minimum <b>16 GB</b> for stable 8B model loading</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>Qwen3-VL-2B-Instruct</b> model is a <i>compact yet powerful</i> vision‑language AI designed for versatile multimodal tasks. It leverages a <b>hybrid architecture</b> that combines a <b>vision transformer</b> with a language model to process images and text in a unified context. The model supports <i>high‑resolution inputs</i> up to 1024×1024 pixels and can understand complex instructions ranging from caption generation to OCR. Its <b>efficient parameter count</b> of 2 billion enables fast inference on consumer‑grade hardware while maintaining competitive performance. A quick glance at its core specifications is provided below.    </p>
<table>
<tr>
<td><b>Parameters</b></td>
<td>2 B</td>
</tr>
<tr>
<td><b>Input Modalities</b></td>
<td>Text + Images</td>
</tr>
<tr>
<td><b>Max Resolution</b></td>
<td>1024×1024 pixels</td>
</tr>
<tr>
<td><b>Key Capabilities</b></td>
<td>Captioning, OCR, VQA, Instruction Following</td>
</tr>
</table>
<p>  Users appreciate its balanced trade‑off between size and capability, making it suitable for both research prototyping and production deployments.</p>
<ol>
<li>Setup script auto-detecting VRAM for optimal model layer splitting</li>
<li>Qwen3-VL-2B-Instruct Locally via LM Studio with 1M Context Direct EXE Setup</li>
<li>Installer deploying complex ComfyUI nodes for Flux-ControlNet-Inpainting workflows</li>
<li>How to Run Qwen3-VL-2B-Instruct 100% Private PC Fully Jailbroken Complete Walkthrough FREE</li>
<li>Setup utility deploying structured response models tailored for automated JSON parsing frameworks</li>
<li>How to Deploy Qwen3-VL-2B-Instruct Using Pinokio Zero Config Complete Walkthrough</li>
<li>Setup utility adjusting memory-mapped file allocations for multi-gigabyte GGUF model weight blocks</li>
<li>Qwen3-VL-2B-Instruct on AMD/Nvidia GPU One-Click Setup FREE</li>
</ol>
<p>La entrada <a href="https://dinosociedades.com/qwen3-vl-2b-instruct-windows-11-for-beginners/">Qwen3-VL-2B-Instruct Windows 11 For Beginners</a> se publicó primero en <a href="https://dinosociedades.com">Dino Sociedades</a>.</p>
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