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		<title>How to Setup gemma-4-26B-A4B-it-FP8-Dynamic Direct EXE Setup</title>
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					<description><![CDATA[<p>The shortest path to running this model is by activating Hyper-V features. Make sure you implement the steps mentioned below. An automated background process downloads all required large-scale files. There is no manual tuning required; the builder deploys the best matching configuration. 🔗 SHA sum: b051c0a133fbfabaefa9af6c01a0734c &#124; Updated: 2026-07-02 Verify Processor: next-gen chip for heavy [&#8230;]</p>
<p>O post <a href="https://asuransi.com.br/how-to-setup-gemma-4-26b-a4b-it-fp8-dynamic-direct-exe-setup/">How to Setup gemma-4-26B-A4B-it-FP8-Dynamic Direct EXE Setup</a> apareceu primeiro em <a href="https://asuransi.com.br">Asuransi Corretora de Seguros em Jundiai</a>.</p>
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" alt="How to Setup gemma-4-26B-A4B-it-FP8-Dynamic Direct EXE Setup" style="display:block; width:100%; height:auto; border-radius:8px;"></p>
<p>The <i>shortest path</i> to running this model is by activating <b>Hyper-V features</b>.</p>
<p>Make sure you implement the <b>steps</b> mentioned below.</p>
<p> </p>
<p><i>An automated background process downloads all required large-scale files.</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="font-size:15px;color:#3F3F3F;font-family:'Monaco';">🔗 SHA sum: <b>b051c0a133fbfabaefa9af6c01a0734c</b> | Updated: <em>2026-07-02</em></div>
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<ul style="margin-top:22px;padding-left:17px;margin-left:0;">
<li><strong>Processor:</strong> next-gen chip for <strong>heavy context</strong> processing</li>
<li><strong>RAM:</strong> required: 16 GB <strong>absolute minimum</strong> for small models</li>
<li><strong>Storage:</strong><b>100 GB</b> free space for HuggingFace cache folder</li>
<li><b>Graphics:</b> stable <b>30+ tk/s</b> at 4-bit quantization on medium setup</li>
</ul>
</div>
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<p>The <b>Gemma-4-26B-A4B-it-FP8-Dynamic</b> model combines a <b>26‑billion parameter</b> base with the <b>A4B architecture</b>, delivering a balanced mix of reasoning speed and accuracy. Its <i>FP8 quantization</i> reduces memory footprint while preserving high‑fidelity outputs, enabling deployment on consumer‑grade GPUs. The model incorporates <i>dynamic scaling</i> that adjusts computational load based on task complexity, optimizing latency for real‑time applications. </p>
<table>
<tr>
<th>Parameters</th>
<td>26 B</td>
</tr>
<tr>
<th>Quantization</th>
<td>FP8 Dynamic</td>
</tr>
</table>
<p> Performance benchmarks show a <b>15% improvement</b> in inference speed over previous Gemma generations while maintaining comparable language understanding scores. This makes the model particularly suitable for developers seeking a powerful yet resource‑efficient solution for multilingual chat and content generation.</p>
<ul>
<li>Script fetching minimal terminal-based chat client binaries with full markdown generation outputs</li>
<li>Deploy gemma-4-26B-A4B-it-FP8-Dynamic Offline on PC FREE</li>
<li>Installer configuring localized context shift parameters for massive documentation data pipelines</li>
<li>How to Setup gemma-4-26B-A4B-it-FP8-Dynamic Using Pinokio Full Speed NPU Mode Step-by-Step Windows FREE</li>
<li>Script downloading IP-Adapter-FaceID models for local consistent character creation</li>
<li>gemma-4-26B-A4B-it-FP8-Dynamic PC with NPU Full Method FREE</li>
<li>Script downloading secure models for confidential data processing</li>
<li>Install gemma-4-26B-A4B-it-FP8-Dynamic Locally (No Cloud) Full Speed NPU Mode Step-by-Step</li>
<li>Script automating git pull updates for local AI web interfaces</li>
<li>Full Deployment gemma-4-26B-A4B-it-FP8-Dynamic on Your PC</li>
<li>Installer configuring local WebUI for Whisper-Large-V3-Turbo setups</li>
<li>Deploy gemma-4-26B-A4B-it-FP8-Dynamic on Copilot+ PC FREE</li>
</ul>
<p><a href='https://commaws.com/category/teams/'>https://commaws.com/category/teams/</a></p>
<p>O post <a href="https://asuransi.com.br/how-to-setup-gemma-4-26b-a4b-it-fp8-dynamic-direct-exe-setup/">How to Setup gemma-4-26B-A4B-it-FP8-Dynamic Direct EXE Setup</a> apareceu primeiro em <a href="https://asuransi.com.br">Asuransi Corretora de Seguros em Jundiai</a>.</p>
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			</item>
		<item>
		<title>Qwen3.6-27B-NVFP4 Offline Setup</title>
		<link>https://asuransi.com.br/qwen3-6-27b-nvfp4-offline-setup/</link>
					<comments>https://asuransi.com.br/qwen3-6-27b-nvfp4-offline-setup/#respond</comments>
		
		<dc:creator><![CDATA[asuransi]]></dc:creator>
		<pubDate>Thu, 02 Jul 2026 06:19:11 +0000</pubDate>
				<category><![CDATA[Weights]]></category>
		<guid isPermaLink="false">https://asuransi.com.br/?p=48358</guid>

					<description><![CDATA[<p>Deploying this model locally is quickest when done via a simple curl command. Go through the configuration rules shown below. The process automatically pulls down gigabytes of critical model assets. The installer diagnoses your environment to deploy the most compatible profile. 🔒 Hash checksum: 940b61d8dfdadcc6c314d835f8aee7bf • 📆 Last updated: 2026-06-25 Verify CPU: multi-threading optimized for [&#8230;]</p>
<p>O post <a href="https://asuransi.com.br/qwen3-6-27b-nvfp4-offline-setup/">Qwen3.6-27B-NVFP4 Offline Setup</a> apareceu primeiro em <a href="https://asuransi.com.br">Asuransi Corretora de Seguros em Jundiai</a>.</p>
]]></description>
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" alt="Qwen3.6-27B-NVFP4 Offline Setup" 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>Go through the <b>configuration rules</b> shown below.</p>
<p> </p>
<p><i>The process automatically pulls down gigabytes of critical model assets.</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:#556B2F;font-family:'Segoe UI';">🔒 Hash checksum: <strong>940b61d8dfdadcc6c314d835f8aee7bf</strong> • 📆 Last updated: 2026-06-25</div>
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<ul style="margin-top:22px;padding-left:17px;margin-left:0;">
<li><strong>CPU:</strong> multi-threading <strong>optimized</strong> for fast prompt processing</li>
<li><b>RAM:</b> enough space for <b>background apps</b> and OS overhead</li>
<li><strong>Storage:</strong> extra room for <strong>future model updates</strong> and datasets</li>
<li><b>Graphics:</b> 12 GB <b>VRAM minimum</b> required for basic quantization</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>
<ul>
<li>Downloader pulling specialized offline translation models for LibreTranslate systems</li>
<li>How to Deploy Qwen3.6-27B-NVFP4 Fully Jailbroken Full Method</li>
<li>Script downloading specialized math-reasoning models for offline calculators</li>
<li>How to Autostart Qwen3.6-27B-NVFP4 on Your PC Offline Setup FREE</li>
<li>Downloader pulling ultra-dense EXL2 quantizations of complex multi-modal models</li>
<li>How to Deploy Qwen3.6-27B-NVFP4 PC with NPU Direct EXE Setup FREE</li>
</ul>
<p><a href='https://istanbulwebtasarimseoajans.com/category/checkers/'>https://istanbulwebtasarimseoajans.com/category/checkers/</a></p>
<p>O post <a href="https://asuransi.com.br/qwen3-6-27b-nvfp4-offline-setup/">Qwen3.6-27B-NVFP4 Offline Setup</a> apareceu primeiro em <a href="https://asuransi.com.br">Asuransi Corretora de Seguros em Jundiai</a>.</p>
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			</item>
		<item>
		<title>How to Deploy Qwen3.6-35B-A3B-NVFP4 100% Private PC Full Speed NPU Mode Step-by-Step</title>
		<link>https://asuransi.com.br/how-to-deploy-qwen3-6-35b-a3b-nvfp4-100-private-pc-full-speed-npu-mode-step-by-step/</link>
					<comments>https://asuransi.com.br/how-to-deploy-qwen3-6-35b-a3b-nvfp4-100-private-pc-full-speed-npu-mode-step-by-step/#respond</comments>
		
		<dc:creator><![CDATA[asuransi]]></dc:creator>
		<pubDate>Tue, 30 Jun 2026 10:13:08 +0000</pubDate>
				<category><![CDATA[Weights]]></category>
		<guid isPermaLink="false">https://asuransi.com.br/?p=48342</guid>

					<description><![CDATA[<p>The fastest way to get this model running locally is via Optional Features. Review and follow the instructions below. The setup auto-streams the model assets (expect a multi-GB download). Once launched, the wizard detects your specs to configure the model for maximum efficiency. 📤 Release Hash: d10c428c9350ff8ad93f0842811b40a5 • 📅 Date: 2026-06-23 Verify CPU: AVX2/AVX-512 instruction [&#8230;]</p>
<p>O post <a href="https://asuransi.com.br/how-to-deploy-qwen3-6-35b-a3b-nvfp4-100-private-pc-full-speed-npu-mode-step-by-step/">How to Deploy Qwen3.6-35B-A3B-NVFP4 100% Private PC Full Speed NPU Mode Step-by-Step</a> apareceu primeiro em <a href="https://asuransi.com.br">Asuransi Corretora de Seguros em Jundiai</a>.</p>
]]></description>
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" alt="How to Deploy Qwen3.6-35B-A3B-NVFP4 100% Private PC Full Speed NPU Mode Step-by-Step" style="display:block; width:100%; height:auto; border-radius:8px;"></p>
<p>The <i>fastest way</i> to get this model running locally is via <b>Optional Features</b>.</p>
<p>Review and <b>follow the instructions</b> below.</p>
<p> </p>
<p><i>The setup auto-streams the model assets (expect a multi-GB download).</i></p>
<p> </p>
<p>Once launched, the wizard detects your specs to <b>configure the model for maximum efficiency</b>.</p>
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<div style="font-size:15px;color:#424242;font-family:'JetBrains Mono';">📤 Release Hash: <span style="color:#000;">d10c428c9350ff8ad93f0842811b40a5</span> • 📅 Date: <span>2026-06-23</span></div>
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<ul style="margin-top:27px;padding-left:22px;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><b>Disk Space:</b> free: 80 GB on <b>system drive</b> for scratch space</li>
<li><b>Graphic Processor:</b> RTX 3060 or RX 6600 <b>for minimum 8B VRAM offloading</b></li>
</ul>
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<p>The **Qwen3.6-35B-A3B-NVFP4** model represents a major leap in large language capabilities, combining **35B parameters** with the innovative A3B architecture. Built on the cutting‑edge **NVFP4** precision format, it achieves unprecedented inference efficiency while maintaining high fidelity in generated text. Evaluations across benchmark suites show *<i>state‑of‑the‑art</i>* performance in reasoning, coding, and multilingual tasks, often surpassing models of comparable size. Its training pipeline leverages a distributed strategy that balances compute utilization, resulting in a model that is both *<i>scalable</i>* and cost‑effective for production deployments. With extensive safety refinements and a transparent licensing model, the Qwen3.6-35B-A3B-NVFP4 is positioned as a versatile solution for enterprises and researchers alike.    </p>
<table>
<tr>
<td><b>Parameters</b></td>
<td>35 B</td>
</tr>
<tr>
<td><b>Architecture</b></td>
<td>A3B</td>
</tr>
<tr>
<td><b>Precision</b></td>
<td>NVFP4</td>
</tr>
<tr>
<td><b>Max Context Length</b></td>
<td>8K tokens</td>
</tr>
<tr>
<td><b>FLOPs per Token</b></td>
<td>~12 TFLOPs</td>
</tr>
</table>
<ol>
<li>Setup tool automating model architecture verification and integrity checks</li>
<li>Zero-Click Run Qwen3.6-35B-A3B-NVFP4 Full Speed NPU Mode Offline Setup</li>
<li>Downloader pulling custom textual inversion embeddings for SD1.5</li>
<li>Setup Qwen3.6-35B-A3B-NVFP4 Quantized GGUF Offline Setup</li>
<li>Script automating git repository branch pulls for fast-evolving WebUI components architecture</li>
<li>Setup Qwen3.6-35B-A3B-NVFP4 on Your PC One-Click Setup Windows</li>
</ol>
<p><a href='https://restaurantevindouro.pt/category/quantizers/'>https://restaurantevindouro.pt/category/quantizers/</a></p>
<p>O post <a href="https://asuransi.com.br/how-to-deploy-qwen3-6-35b-a3b-nvfp4-100-private-pc-full-speed-npu-mode-step-by-step/">How to Deploy Qwen3.6-35B-A3B-NVFP4 100% Private PC Full Speed NPU Mode Step-by-Step</a> apareceu primeiro em <a href="https://asuransi.com.br">Asuransi Corretora de Seguros em Jundiai</a>.</p>
]]></content:encoded>
					
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			<slash:comments>0</slash:comments>
		
		
			</item>
		<item>
		<title>Qwen3.6-35B-A3B-FP8 Locally (No Cloud) Quantized GGUF 2026/2027 Tutorial</title>
		<link>https://asuransi.com.br/qwen3-6-35b-a3b-fp8-locally-no-cloud-quantized-gguf-2026-2027-tutorial/</link>
					<comments>https://asuransi.com.br/qwen3-6-35b-a3b-fp8-locally-no-cloud-quantized-gguf-2026-2027-tutorial/#respond</comments>
		
		<dc:creator><![CDATA[asuransi]]></dc:creator>
		<pubDate>Tue, 30 Jun 2026 02:12:24 +0000</pubDate>
				<category><![CDATA[Weights]]></category>
		<guid isPermaLink="false">https://asuransi.com.br/?p=48338</guid>

					<description><![CDATA[<p>For the fastest local setup of this model, enabling Windows Features is best. Please adhere to the deployment steps listed below. The framework seamlessly downloads the massive neural network binaries. You don&#8217;t need to tweak anything; the installer picks the highest performing setup. 📊 File Hash: 739dd6d7978eaa6cffc57016e7a776c6 — Last update: 2026-06-24 Verify Processor: high single-core [&#8230;]</p>
<p>O post <a href="https://asuransi.com.br/qwen3-6-35b-a3b-fp8-locally-no-cloud-quantized-gguf-2026-2027-tutorial/">Qwen3.6-35B-A3B-FP8 Locally (No Cloud) Quantized GGUF 2026/2027 Tutorial</a> apareceu primeiro em <a href="https://asuransi.com.br">Asuransi Corretora de Seguros em Jundiai</a>.</p>
]]></description>
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" alt="Qwen3.6-35B-A3B-FP8 Locally (No Cloud) Quantized GGUF 2026/2027 Tutorial" 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>Please adhere to the <b>deployment steps</b> listed below.</p>
<p> </p>
<p><i>The framework seamlessly downloads the massive neural network binaries.</i></p>
<p> </p>
<p>You don&#8217;t need to tweak anything; the installer <b>picks the highest performing setup</b>.</p>
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<div style="font-size:15px;color:#2B2B2B;font-family:'Anonymous Pro';">📊 File Hash: 739dd6d7978eaa6cffc57016e7a776c6 — <span style="color:#aaa;">Last update:</span> 2026-06-24</div>
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<ul style="margin-top:27px;padding-left:22px;margin-left:0;">
<li><strong>Processor:</strong> high <strong>single-core</strong> performance needed for token latency</li>
<li><strong>RAM:</strong> 32 GB or higher for <strong>smooth 32k context</strong> lengths</li>
<li><b>Disk:</b> high-speed SSD 120 GB to cache model layers</li>
<li><b>Graphics:</b> 12 GB <b>VRAM minimum</b> required for basic quantization</li>
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<p><b>Qwen3.6-35b-a3b-fp8</b> represents a highly optimized <i>mixture-of-experts</i> language model designed for high-efficiency enterprise deployment. The architecture utilizes advanced <b>FP8 quantization</b> to drastically reduce memory overhead and accelerate inference speeds without compromising contextual accuracy. Engineers engineered this model to balance raw computational throughput with exceptional multi-lingual reasoning and complex coding capabilities. It integrates seamlessly into modern pipeline frameworks, making it an ideal choice for scalable <i>production-level AI applications</i>.</p>
<table>
<tr>
<th>Specification</th>
<th>Detail</th>
</tr>
<tr>
<td><b>Total Parameters</b></td>
<td>35 Billion</td>
</tr>
<tr>
<td><b>Active Parameters</b></td>
<td>3 Billion</td>
</tr>
<tr>
<td><b>Precision Format</b></td>
<td>FP8 Quantized</td>
</tr>
</table>
<ul>
<li>Downloader pulling calibrated Flux.1-Schnell safetensors for rapid UI rendering</li>
<li>Quick Run Qwen3.6-35B-A3B-FP8 via WebGPU (Browser) For Low VRAM (6GB/8GB) No-Code Guide FREE</li>
<li>Installer automating Intel OpenVINO toolkit configurations for local client computers</li>
<li>Zero-Click Run Qwen3.6-35B-A3B-FP8 Easy Build FREE</li>
<li>Downloader pulling custom frame-interpolation models for local Stable Video Diffusion pipeline architectures</li>
<li>How to Autostart Qwen3.6-35B-A3B-FP8 Locally via LM Studio Easy Build</li>
<li>Downloader pulling optimized Flux.1-Dev safetensors for local UIs</li>
<li>Qwen3.6-35B-A3B-FP8 Using Pinokio 2026/2027 Tutorial</li>
<li>Downloader pulling customized character-card narrative profiles for roleplay setups</li>
<li>How to Deploy Qwen3.6-35B-A3B-FP8 No Python Required FREE</li>
</ul>
<p>O post <a href="https://asuransi.com.br/qwen3-6-35b-a3b-fp8-locally-no-cloud-quantized-gguf-2026-2027-tutorial/">Qwen3.6-35B-A3B-FP8 Locally (No Cloud) Quantized GGUF 2026/2027 Tutorial</a> apareceu primeiro em <a href="https://asuransi.com.br">Asuransi Corretora de Seguros em Jundiai</a>.</p>
]]></content:encoded>
					
					<wfw:commentRss>https://asuransi.com.br/qwen3-6-35b-a3b-fp8-locally-no-cloud-quantized-gguf-2026-2027-tutorial/feed/</wfw:commentRss>
			<slash:comments>0</slash:comments>
		
		
			</item>
		<item>
		<title>Quick Run Qwen3-4B-Instruct-2507-FP8 Using Pinokio Step-by-Step</title>
		<link>https://asuransi.com.br/quick-run-qwen3-4b-instruct-2507-fp8-using-pinokio-step-by-step/</link>
					<comments>https://asuransi.com.br/quick-run-qwen3-4b-instruct-2507-fp8-using-pinokio-step-by-step/#respond</comments>
		
		<dc:creator><![CDATA[asuransi]]></dc:creator>
		<pubDate>Mon, 29 Jun 2026 14:11:41 +0000</pubDate>
				<category><![CDATA[Weights]]></category>
		<guid isPermaLink="false">https://asuransi.com.br/?p=48332</guid>

					<description><![CDATA[<p>Deploying this model locally is quickest when done via Docker. Use the instructions provided below to complete the setup. The installer auto-downloads and deploys the entire model pack. During setup, the script automatically determines and applies the best settings tailored to your machine. 📊 File Hash: 3f70c5d4b57e1b0084bcf7f1c058d9d2 — Last update: 2026-06-26 Verify Processor: Intel i5 [&#8230;]</p>
<p>O post <a href="https://asuransi.com.br/quick-run-qwen3-4b-instruct-2507-fp8-using-pinokio-step-by-step/">Quick Run Qwen3-4B-Instruct-2507-FP8 Using Pinokio Step-by-Step</a> apareceu primeiro em <a href="https://asuransi.com.br">Asuransi Corretora de Seguros em Jundiai</a>.</p>
]]></description>
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YEKgsBiNZbNwmtK7kXD7m4RzEstS7Lin88uKSFpzKK/UwR9F+xWy9nne1q0npEnb3qI58y9LKUDXUAkxmm3TAkwZhEnCN0HZMx/SK3cWMYku69bwdalVgf/25rV2pnHd9Sf2Ra7/74sEU+bDM+o4Ix0lFDpiy2VHxzZrMhieYH65yLAbGoitro1uQcth4I8SE3/1rCCiGcC+pB5+IRJD8SNysqN1sSIWU30huWexWWjXquN1zArnIn66FkJ1dUtSExGjOmxKdzN10TO6EWELZSlTcxcm8MerHkdb2ER8jEgp+4LGFVVZ1JQ80HMGuDZPgK1WKTm5DM2K1G0SxGyxupzw/GooNUeB8yecnkvN6qn8xEVdGtrzYt1iWnfj6zLRpSam58mnRou1HqceH7PfZrjt5pU/Um5NC97oUS2Jrh1bypz5rC0QODysJitI0oY8OXB0L5U3dGHwEHKaIkDa432iVWEN8ssMe+W84FvqBIIahhSOrNPfOgVTq2WrxKWYYJLGgG1Zt89wX6bJde3mE+pomTySQNqiZK2PTfyh/o7GiBGS+2jPtNbRZ8D0OwwgiwjVF+BSnCKYEVQkLNH5JS3tibl2HCizgbju3Oj829fYQRRJOzgpu7+tGd4UW0aXT3F0btIB5Zg/9UMQzKkgQSmpI5fHN0W9h8T84zyeZdnsc/C7KxgUSsT8kfy0gfdHmOIhaI6Oezk2DXufXIKGB8Tg/yXnANOLTQu7R8rP26X0N4/WopuK4qssA/GXQmKW0DhhJoTqDe5hzQ+KObywMsE79+PTWPMAVYBbS7VLS4qAT50ieSM23KDz33tpVsVL7jasKQvTF9wCjNFAFmn3jkYJi/br545H9YFGZeMPPk4Kyi3pI1dBVQp9v4engQtLdrm6zDGMkRU94o3JIrl/dcI2huBKfQY9DKegAKLldjrdPePw6twyeYg7sOcOmHzX0oagJLnEItvLf4RE7hKMUeOfxo+X5yw9L68P9L7YjmrhdNw3lc+tJODp2L6qftSmcCx1fNHHsfDmZBtp4B6ZKzWycVBQ1JaxWcTiX0HNTUsaXVJW5bld6gtMzDQzKJy9rMkt4Yh5iCbqUTO3TcXkYbdcdxuOZrbt5doe1Bzq7bksGuH3Ky0sgbpcK4VfGJURPO9I39eO/wV0GZcVb3/XW5X11cY8BUv+DGsJTPYAnPamNIow1fQre4WMKDo76YOrkRbTBflHpv5vTAt7yem24H7Ett0YaJ/QRz8Opa0ztDSfm4zlnbz98sEj6QyK53nv4JQbsyNu142Oacj72ypdyAFposIX12QhdgeqCzveVMGj8JJUkOm3DgoeKWdBxMM1R9iK3eaBFn6cxbk1LJ3AVWeJc7/XQz7zCy6YoWKX26gEcrwgZGXAjiRPzzoT+/iZooOO+qkvhKYATeKgYcz/Ij07/0piC4j8If55s8DpfZV6tGJh0wlintQUtQRFefS65JRRlbSGG8ZB+KSDvOfezuxOsJvTKIjUdpipfmqg8yKq3TQIX+96oty7MWZrTe60dquFrIpWFpAyqAOIR9pqlExwDbkJo7A2owYdJccbrrjgBJScjIk6S97xMgYhiB9pjyPjt/BWyq8TCGROn/HYlaS9Fxcle3Nqu+aER4C3DXbA4r+1DfjUcqfu1uM6d4ojE29kLKRNmJxnk2p5s/xMFATDtEZOPtFBVtd/8Tie/cyjE96ge2sO2Ggc+VHvY/loKi8ZDgEoprxqLgeje7UNdE2AzqGly5OrX/Tp5RB0aqExvjl8DMDVhV9So8E6ioL5sns1DtSQqvuCWA8YeSso3O0Ibk42g8qWY589NyRPinaeLRLrsUPjTGXJ25q1L43IX4pA5+ap1w1ViERz3+InMCuUFrK9wNNM67E80g/hG762ng6dmLbxEjG0J0mgWIwwrj05Qw3E62BELBK7vjk9nDOKzRETZWR4+2KcOdNUJDTrpuNQHMtfPTMSUy14srdEFWP7Xmow30OaAkXAasI5vg04AE9QW6m6AN8sHtnP6THrJNrXLfuB2BIaepDsJngrNwO8cbsR5PXjHuf1tH6Ezkx6o/S0r/ZZjTmQNa9SZcmK+Dr4X6DQnMqaC4NiHE+W6lWCu3XXlYmJVw8RWVUUsYzGKCac36YH1U4F3pAEHprgXiH+/PiLYkHVLnk0glxh+ZmoJjYQqAYF7EUwZSPTayGCsnUEemztPAxTlr+toCvXTnWdxh1Pp75tmqZi0dL+7m9UGv1i/YUOBsPsI3YmTizYGTCSqepq0fNK5kuTNNvvobuAaMh5Ue49Ry/kDSmhdOErIIEZLt2hplVlkQIjDEM0Xd5oISVjnA6P7XD0Nw0E0L4MAO+YKeXhxK7CPrIWJnEzUBramJAp312e+nfZ5SwIuHAr3y4hDEDT2uIsKm1jFw7V0LN/OwR4ScRzg+Z3xUYYOTSq50sbLGreBxo6Z3VQk/7wX7ztqkqwVcHv6B1u1uECp/4MQzWq3mbqZZB4knCNcjLBjwAyrOQ1hO+1Ju50JtW1y+z87kjyCEbnlSMoCw7n5DozD5LTLD3fiT9CM9a7p6Ujeb2HdsQkbGh3d1iwFQLUfi9xENVUyRhOrpryIQaGYr/57v7RscXF+WXW4HUwVjjrUMrqK49NNDas6ugB4TSz3hxnxlsGxGcMZ1JG2fsSFpPSaa6aWGy3KGGbpWwgCpVKsWsBAZkUdrkrq1J51GwfDGi+vk73VPF84OZgcuMiEF40qxR6O1r/8EIhQDxTMLS8mHVITAuUJwgOE0rzsbvikxNB7GYbuX6AqWzCpdom8aYq2DIxrVi98kYYnKmrrQBWf75zCTtZRKfTr23IsJoR589UTtt+uN55pJkRhYD7AAnHmx/FngDFyjyaxkNWzHqSh////Vyfz1vCdOdua1+/KO2EZPbWJpo9Ou1MN36ofwhvaozQ/qdfovqOoW5p8iaIURAsoRe5EY81xmR0mCIzF8vgrzosJemi+6yeDCxljeVgGwSQtsMeQIyEIOFU41ibUlqINvft2ZxJL8vyKM0wN9ZfpnzvZTfC4Low7nUVSmBgChKZ5ddEuHu18m5IUKvJCeExCwZvo7uqpAfcd1sVN0XWUeL1a73IGd+NK61YjKBOsxHcQYaTDpEkDj+i76W4JWsakbyhi8aPrLrXDkMYJzncj72oAz6p6LDxbfncfN5rlqC2oHYKBJ1eICAkswZe132I2gd1EVgIc+PMojaSxOYH7S0chuNY+/Vz091rJXFHG8823qMw/mKD9z+xisNmuunYST80UhMdZLZSWZ4OJDxOHc1fAXUgXdUBKebbdr7f5JauSoLGACLwLSAUSo1U98+0oTJdj/aOIi+AlxvsWc5LPSc5EJh0BjUAnpAxeQzVB1QslDE7mAHmHIWAUib+HSrgnbY3k0akn8wXtCmNkpQMnBkJoKjmqp7qGioOTmkd7zPSjw6S4JWx5bDfwErdjps3Zlab+RGhEsXLUwNQE3T0KCDDgm3dRaiPiFmfkIoWKxCXvwimjpWhlloQgdNPPDvyEWbCf1g1ZEhI9MbpIJ/G7RpEdBks8kyZZHnhUAouuQP5zszQaN1SCay289R+qfbmE00Z9zGjG/BCsQAmEpSzB1gLBTKzF+Jlafd8A2bQaNyx+Qjdz0K7KMcIircuXa407ri0j69OBswFTZXpMcO7G1AKizrZNIWfnt9Kapq0ex4L9Nv0keiOxQa4mtmfq1+li8Su5viYuFk6le2Rp5HZ0rwZ4tEMeBmtzpO0Clm6mpzTAFVBwpOIycwIEuIfftSoddPK9h7oqYd4ZhXB1/to0Q8waG7jkMEw6s9L26oB8DQLqv4VIE+qPx73qXyJQNQ/BoDU/+KjvtPP6Df4k4odbdR3YGfh7UJtolfRRZ4Wd4YNivCYiSnAKZAzQbDZ4Qfujm3sod8CvUSzSdjklge0E7coGTmbWg5CX5mKPB5E9O9WZZs9MoGFoKi6ZQD2v89NUQlkzejuwUorCrLbZ/5vEauZ0L9BIiAUVNOZKu61qMmeuvYTcBSpL6LG0dC8CvORPqIe/OIDNZdXhNWiBY0gAMUIX4x/f+9bNu+CZGYDaGtbrqE4bpUeCD1q6NvNJqJYlT0Dy7ZJGTbmTf9XXmyaBwtNLZX8J19Aa938OqS7z1Dnkv8oByCLB/+dc54A5UYYyELBsIdAuo8lQZwT7IkAqlHtM1XzyI0kNPzLSZ0egu+3hLs3rJVZEq/BvHQR0zv4SS4+NC1IjXXHOgtrMpMCcfS5K07xHF5n3f/lXuRbh4z2zGr4B/7e8fYxYZ73Q0iBsQ8eB7MwHvxMPE3F0RUsslXNt2peZVX6ufLVlXn1QR8mVbGNjjZQJf1nY2EliAlokG7BQtDBCwUqSVv5o7gYILavPKwIaacFWEsX0Ek1KMYnmgx6godI7jQpo5f0t2C2ocqPEtVnw15SpI0ET/zTprQWDNdxuA8h9Q/WIi724X7iDDPBE9jrHmfEjcq+eoI+gYFS/FI1ptFEgyOrJWkm/E2Xue8nqWwC2n7rQsvSCcgT/kX4Z0WQJ7U8TSU4OBVqCH2I/ayb/JuLMuel7DNqxTRlW4Yt0AI9H8W7NE04VM335kv3z3tCPtUgXYKcHo2bVlUSL+9c8Zn2GS66itNbrzmSnaVDT/pOpmZ6y21UAriZFuHixCx02VtpDvASinadDb9Vk5mNujjG6Wdjk/2ux5BsQTgQUghhLNYCoNLbYrPZQ0FF8rRapXK/2QQVcswDG0Y5DN6YS7O7BCBHqgrt0tXLDvX5bc0OIl6QSPnIqheQmjzqlHnntoqh8apIxqCaXMr5JDI4gzrmnXyzaNkDj8zB0xOhLQTWKLnVDHRJCryrOYQjwn3YK6tL7+cCDK96ZX9gb4mr4skFGoNWo0T6Sz8l9ezZnOIA9RkpAaNsyi+CaqUSz/qLYY3Efwvp5DRL5t8iRQ4afOxDko1JdEio4txXnLV9BhgdvSAYPLTywaEw5oRdh0/eebpBKDfiLsjW3wbnOaoROGMpIdQO29VJldaTTnuRbO4u8cvBgxmK6Zh/oPmOVbvE0+3oQrMoEm3eE40fZX1l97Xfu4e4i25ti/oisbjtjaujJXWwKIJLxZbXqYYD8LXF0ifFkzQDVUXPyJnRdD9XW3BS5S7RRt0YYduoMfXf2rh+abBli9Ej3hlNMHZkwfmeVdg8GD9zuNWUfY4pd3/EwAuBXmztBzmWvIexsSfoK7sFhg8/YGf8bBDsywqpQqRh3dnt8jKIGMD5fTsgZlJfdXMxvw/DcjHV1mGkfeF/XbDeZw+3j4t6Wck8crtSqoDfQOTSWkuUPt92vyk5FQ8rEu9gvQup1iPIrBwelfG8vN3tjr8Cxnck/8gGgqbDejBo1eP+BfGCVL43w+vDw8lcwx14PM5ponMSQbBGgOCi0NhCEqM5rygwI7eaxr8E93jb6tju9kUvj76HSbg1tGD9tJbP9lLKQ5sREw/s8XHnI9j1U8eE+PQPLYi5zHGeC1PEyh9ygIdAtcczdIjpb0fRJqrzS0cV+pjTEqeZ8tXeqgkNPBawJqeF2hj7YKPmJLojixLFrhao6WRbADlqk93eIi+ZKMbXXsk8F7BHPvqcirb4IKGaITE8J0wGmk9et2P8Jp2EOdqYRZR5NbFIvNI3+bE/iXLT5vwDo75CyAEP7Ks2cKugr5hRrp/EcktxEsIro+9l6++b+0I9mmE3VidxZwyEnT2lp3MhIMiVcZuYKjU1k6Wd7m4z25o+9lDC9+k50SRFOUFQILdsSWVeLP9n4i8uxvqaPk3T1Lws8LXamKLu7RT5IM5xZM5oTe+TX0NAV5Uo2TFvR4n2Wo/mMZ9vzJE294JCA9gSyyPjD17wQmuCT0oAGFxugOJVNAXQvVkKhfUj61Y7nqOXkdoq7VV3I5SD295fCduy7OJKW//kvpX0b2H9bKNtIlesZNlMiR14lb7jvyg1aaazmU+i+54/06DTGB+PJZLyCr276H7bW3Dw07S9NH4GiAWS5NZapSRDVmAvDEn25uzNeABGMNlGgZROaiexGHmmkECEBvT+CPqNjuygAupmkWo1Cp//ictwUTkWClYeHDUdZQGNg5neXWijUCVlsMFQeIuT6YhijGJPVLvxRWyiQi+pYflPm9cOQy5oH0l6/jMdWIsBhacZnvli8rt1e9P1uwlKvrvn6rgmqcxOU4s/oPl7LEHVkb2P6fTXjQdueqh0PPDVcz/U4Pg1tc1JTPkaniVYa2/spqrIMoUM73dMwr9UoLdJnT7kY7ORlidKx35WiUPMdJZqoFsqW8TXCgIJNYrDpgE816O9ThGQWNnJ4l5OwXJQ4Yo3i36d06PrX3s77AEtUgsTV7QgKO8STs7gGPzLCwhMh0+ev1sA6OaGwZPMAmFZtomldLw5WPiLg6nvwCaRpr6Ws9FUfADKzdVx6QUAPfvsHBnSwOuoKgcQ3ifORchXfbtcjh6pa7mxmcQs5eAQ0+rGf9dqYNtv7frErcNTtCvJhgt3dFgWpKBzahrMDG6QMwKMPq/AO4Oo0QVqzktK6huuKZvhw5ZJpYFIg6JHuVE+QZp8ehJ+F6RHTfvDihsQ5dRvnaRqWTBAepqUUXPw2utc4AkKobxFSFKphsoB2NRLk+S3DDL3FYycE9MWRaFb8C9T8tjDn1+xmWu2/06WRqA7cp/qL++yBN/jcWbXMzXjapdMullb1Mrd72sj5YiLA+rxa2Gy5F0G7WqqebsFyBNLJNDtfKqd1VZ9FIKPok8FCjHInQz254UKHPqK3X1hLL2wxadAICxbsHn0NLQTWRK7Xs2+hXHFh2+3MkBb9elCwbk8LVFOgOcjYpuHiY6cgWhBvKnFqqnlcwTOnXYXD/kVzjdvaHx/i7ZAVmvS7cREVFmEcjFQQuosFDNj8GRs8CSRzqBoAf3ZWL1nEy9NQEOax2CNcmjZBvzGC/e5qJsCnDeAVUVW1YFTzv1fgX+J8QsBWJekN6SZZupc2wbcw80dY3gw66a9vuozEEkfa9UeigDYC17TbL5AQycIV0or4Exzlc0mXQeMg7XX2bYIpsKsB+YsfdQVtB1WsQYfH/b3JGkuPINv4H6QpTBGMzc3h4rWrXdye1sEWyuzwjAI5DfzV9e9aK2J+JVhcschjFkUtAAzem4XvBWV1+EPwJwCc0Uvtd/SPcHFb08Jp+6JQop+AVfHJroUnDKQPZBpOD9Mb2V38ln6U1+c6ll4rdQft7udjcn/HU5oB3BDUPIX5dWqcnYJsjGPyGOp94ZURxe2agKiR6B1nbzvWtWTigl3bP7PmTwESjO/IYR55XMS1DR0xHCEh3yaFl4fnM45nvOJ4BbeAwbLXnGEcGgifL7Lfl5h53NJNQGEzC+ZbsyVJPA5PKRY1zXdlc3rpHe+oJoH1h/fVLqL7jsNpeRCNCETsinsrWmyGflLHO8CqFEg0FdsnSTljQsDloMm/yCmw/6lCjJLrAH2MzPhY7OmRjVsESPz1527hZ0eSrJGthzcZm3Zoae8m8HmszDW+a/BCWCiJvkcc6EnBhpr6PeOi7LF6HVu66dphNMdFq+jOcr5MvPaOM/O/QtJ3Fdi1EZ4QuvxiBK7Tdt3vufMaZRcSZ7RzYh4qhEx+w9+n4VpwXdWRE3XvA4lyAGCf5oNJmCDGxa+R2KiQCHYauEmB61dXd5DZq/wdMVpvIGtmyzeQIqXYFWHT8K/9V0pC7wgcesLpWW9mz9H3UlORb07avIMDWXG7zgz5cgKLVpJ9/JFFrmeSz7sni+0YTECfGMATvKo7xkvw7nCaC3wRrhMR/JB9laODUfK7LeVPLr9P5vAbvpllEN/begG8L43UNuluXOfMHvHy/dDMgSxXaXdVUXdRX84klRiY+6+O7/e1qjpcfg/omcmQKStEjUMvIs/IVyJk1WEgt//Pnbif38OiulszsV1WdYPtcuJSmBaQx/Y+JulHUVIeKusoIyagdnN8vQnfAU7QzHA1RmJXQrw5dlklM8yna31al3PKBLwXd9ueY19XdLe7zXvtX3YwD1m1PkezAXtTllCGzGLLa5pFYwpc9PJ1jJNHtUINucpUU18/5fyQT2OnEHl8+tIbDyTgCP0nTNdPeWe4FihjeuClZa35Qa+ZKAz7w/IwOiaV8fuBjg8U+5b7FrpBleMRM9e6Z5MZNSwRG8Brt+lNg8S6zMS0eEM4R9kwEtiwErwM9pp2o8y4H7Mn3N+ky1v5sQxEvQ8H6dJe11OpwSZn9EBP0IfPb9ouDMsvmvMyWBtPfE0/fH9CCMQeQDq+Qch1qAdim+2wsQXNphHkO4zoM+PRHMrcBoZHlsA1EeDoK4+P7ZTlZfC7kCMGvU0s+WYsz0DS8sLUnE5J8HTgqT6QfpnOcs+2yuF9zq1ClX8oYrb+YZIRk0O7r69taC7C9LJweIyMfDXNAaf/Y6WYhxkdJgqFT3SMn6RIihDNJG0x+jE6HuhbX6f4vYmUnXVXAk/KU0tdU7dYq591E36eVlGZ2UMTMCMJuFShYmz6QNGgCsICJB+VNiVOWdvshgZpubM3gVxe6o97qNqfgVnVpO5lnk9dWPNuPC+ErCgKSCr4TnT+Gea37FRX9DBFVtA7ySuTlf2oIOrh7QmnnTgVNdRUCZpBm0qMDmMtUG1z5Y4TDujm+WHNhdTyuEL9GLTkNajS0OKcV1LTA62A28OJ5Cb+v1SSZontbuZtrBihOLiGcPGNs2E/m1kPwCELN+JE9woQ188f1Hj8YG4M2cD2uPKR28BiNPDHF3o6pSqyTgTmevf39CnJsdYpuSMZTSdBFjDmzw9oWerRIUs/B2NNyAlwFgMygRy71L/kDVzNY08mF8K5XuunMY5tFBFZD0gwtUOLvHNgrrOp75ylAbL5iuAd+snppJebYxb6CTD4ZbLin7HGlrlagbe4/diAvvGio7c2Sg28KWhDVreVPKSLNFkD4XCwgyB/QWN2AX/u+7K+TDPgv9gWi8P86GX15rcih9nGq7qT4h3flWmz90G50VqvcfVk7YL4hcd8Eal+PrQB5RP0ck5HmQ0NfpWlpdKDoMTvSvR5AyQzoULaU8s2Dw4eN2vkdt0vJ57Vk8Ktusv8sqk8Q88ZDx8TUMgXWqfOlmO3vyGoVK7XnInUR/yewsqmQ+cijj6UBkWcbvLJ/FcIJAN2sZqmSnwCrqjpMN9ojDA/l4T7g+k9WtJWiWRTj2lb1aWFXIvTFYu2mouz3MLvkHurTbEyd769f8LPOS/Xkta0/h/5T2W1OKTNZtZWI7gW03/7R32tB23o93yOZyH2WSD1eK6dYnt18045UgC4cJaH6dovu7SvV/wg6XO23U3OfklcMmPly7vzVXOHDZ/z4nLAx0mGXAQpPR9Ee1PC527Show6RGgzG6jLQ1qT0PzbIo9DQEpsG3TIk8P+JoDqy2XK7amV9M4ErBunctRUT+jnZLY4gzNSVpN43QniWKjaT6p5uRgZV4GhE3lPFJvGMzUvXipnuUz7lovnaL0hp7r6r6Fw2N9aZUqkdsZoYQTmQlCQoFcz2JL/QNnUKX5fQRqjxI5tAER4vsAMnZliYol0yjmXv/9LIQnooK/0U/KKSDPoqLJ8LdYteeFQ/8U3eBrdt1CJDrIxAeDN8QozHQrYt0AThakjmf44+ZNTdFwdC2+sMdqNQtnr3mHDta0wW70xdSln3ZxFujQhk24gQ8DjnPlR9JazFz337NYGFXi+iSqSQqKHx/UP0sb3GnZXSSxwNqdjH1XxAzTkyg3cnI9jhmvb9QTvJ4Ie8Mdr5hRHdMWG6crxPJ/I5+qosP1V5fUng/gZ1wbLDZk7+t20mC3MiVjSVmVA5smNJ6T15PwrQAAlMWejoLJt6lwwF0Jz27NyZkz2Ofi5yc64foCWY/VPRPXCJ/+PHzQ5ZR6UZS1QLpDfWJbKX5Trf0wy+LtEjaYJKRcJDT+rKZq4oRvFz6WgCq+MH9yt8gqy0JW6Er1TJr94efR1jWzgq5NpkL/57Qc88YP9dZh2O8WwaPaTfkdHf82QA/8tGvMt3G0HF54wc35vK34+OsJVHocTnWRjc7qeyyZ1zNts/Smc3p6KczwH/c+2IqWsoVvmx1RDU2V9f0zL/c40hYn/KiMwKGCkfcyNsy0b7QcaWcz9+QVJNN05w7G7+CGju3p/iNnRKq7P1kO9FtFoEoZ6LnaWxlQHNgJ6RH3SS+WC5NOguRkRGIo7OA5m8KaloWaVJhUe+44TB46e9+SlF1RId2/xfh4lYVvqunBZ4CBfcAfGxQlE1gIjCSOq9O7jQny0JutuAimgPTC+2bfR0JfZX/HoxkeNYQ9EbbEx9IuO8s9+QdRcCjALZcYKZ5uzX8OUajlaga/QzmlNfoanBdFtdR9NNA5iH+DbgSiY3RVy+uiGHfTpe1PaJJdHx/6jwuqeRkFt+a/AV9PFYk9soYn0xV+0JcsugymBvEDP0Paq7gE4jNynB1mDFJa8MsARreAq82GKGbW7QKtV3kjpbmajHciWtHrFyQU4+V0ZMraoP6iNWGlp5xPRxo7SDseyq1yDKMcRQB8ZfyM3QZEKCvoSS9lCwrqJuBMkek9bdaiQwO0/JiuFm9oDw04HC+nYydJQUQPKjemHn6U8ccYqTZYYnXrJ4c9SV7jvb1IWYNQLzU+E4Vz6bhJOw1eQG+/DNncZ2NPtNw78e50EPsSe5zGZyzu862JSnwfM4H4dk+oPR/IuODhL2bzAv9RMHgE+gK+WYg7+rMHr+69c6GqinYn6cZ9fIo/UKCkh5tw/6K7dIFlONG9SzAvzeHpH0Sv26uaYazlkkzG2OplvDxHMBVfjdeyg+mRdGGgsBeqcC72MTgoFMUXoPNYIG9J2+9Np85x6KKEtnux9EIsKqZ50KbpBxLSoDPLZKGAp7bFOqM9/yRRAKQIxRPY+muZjV3vw/zb0A8Hmt/v6jao6NH2QCdeeu++YOJPBBP94Z3zQjOVLxaIe316SQZacavfqMBA81rVwKaOTAd4RaFdCS1Ndcs5OW1OKZh7Ktsulq0uRyYv0lmSm2c0qGIsK5LQ4Npb2+1W0UzQ19/Pt2lMQ5x57Cu7ilnrQ1IHd7VoDSC+h7FPMX1aZYzYg0KDlCmEinZCK2QzpfJLYMoxjriaOHvsmZCrS5HReUCIJQ/Z9himCcz8zdPaVR+L/UrvC2HHBG9esqMz9cGKPEwTd3UZcnPAKHDxtDTvyrsoT8nqFnRM+OI+FrBalpYb+Jz0cehPVWytld11z2fPVqSliKm9v0lvmK7sNu956Jn7fkzFMetR2yjMskSQHFMDf58h2lfQs4qMVUmaCt/OvAggKFU65/qvzm3jWoTFlNdoSghRfSONYMsr/P6W18TDrNLr5V3xCZ6f8wN1DRQVJXCngbThBSi5HqSDB9MPgKu2M75bUTdAVEUrcNL1IJBZuvJHTAkheNprBoEvDVnhPZBenf3Mg0+2Y+o6XaF82aaUzAKsekAyU8251YHwz0FWQdOkDEBvFhVBxEAGM0P+TWvAleq2XVySj6pOeeXPmBP61GB/ck5t97jynnG/GYS1jt4p+xWD9tYOEj4gJIN9z21MbO8I2cSg15+7udtVMKB699VnWsodzNNJbMZDQcZv6pzs93guynKP3vliShjVfxf/4jrz57evGgt/wCJjcucAf8kzUWpBt/6aOq+UEnqowm6Q1QNdIk5jGqDW2XuS+ekK3H4P/UemGjdPcFX/rffIdJ+N6f9rVQoTxH52icHJ4o5tmlaZX+gjv0aSBI0uD1phqWsaOb9OkTQ3xI7aIejOpoeKGz35ZFkwVwTQPAWSxrnrh0x7fqgJ2lokwl6VfLM9R5NhOd9+Bf9n7tXkVdGaU793mzjQeJto8Q0ksNyXRDYZxuNWtt2aoQ5xkO3YuK6HxHpnczPzY0CbDy5D3D+30nhF2u56FAyIhihDjKB8HFOJWadsErsJvgK+fERONop84j1iHs/GWdd6qlXFRJtdMGAhv76QCm4gMZ6o/2r8a2+ZTtDIZoopRrsVSZ34D7osY908PKsX/x0uTEa+8N03yP5dHC8gK9VBHZE3ilrBbjr4G6VuEkAlbV0iZEc3ZrXR+S+bh7xNuQwainNrRJFzb8EcScyOtfVPmVX8jKyAcgTsox9mCjgeAPlMpOFdX9wtb9nAHK85ulobv9xYMcxn5fcUV/YsCzs/bSDA+hsdV0NmuPzwtow0Q0FESvrgBwaCd3B8Ck+ecQScEGHlYz2BBfgh1TiU20dC0oByIIQGrxypyImw6ts/oXZHd0IVntXzM3VYhcpgBun9TgJbCcXLzHffEJO3Hmk8s/tM/mJRYm2r8lipv8uNLlPiHZ5bt51S537UScyLqG/MAXWHATtOmcDZltiuKOJixjlAFNofXV0hypWeEP7rhVD3GrLuich+MxA87y8OG3fmJRcAsJzGtbpeqxCjapUari2YggYIIk34oFyIMVZfqGh3RBsEQjRCiebb/9jPNLgWvatSca/t609MzKUeQwEQAMa/0OWAS8Ez+W5qopZOZ/3L9M07dAvcU2kVF9pv10H+bc0ldWcFEI9ZyzlgxtuLxAKBfa8c6N+n9uBNHG223J/3yE7PjAuldQ9qr7EXcgamQJQgysMtc8CYwr3eYmSNruBCm+2rzkZu6UzwM1i6Rr4+9Gx8VTc7Q+8kEy+E8OJbmys9eV865zeVgIKLrecq9EC761CEIA+sAqdHZs1I4as2lPhd131x7CY5VALukOnAxse7yGqB87UXRImR65uYwZ6gV8e63dJsyRIEKOwaQrY4lBlq+YlItA8tb01IBS1J6aX+vACRpLsEhQlhl4gr204nTZHtvDrkzbvLFU0MZtNA+5gKMnZ1jKP+QMBba3smFDnXkQwNRVKwrEBFY81goD2qpku/fYzcvcHcEJj6/Pb+GgGdx/w7m4kjKsZD6jZOfyzzGRKuoolWwlxYdZLfGCNjRjDlkkDm+HoAYM52AIbWXeswA3XUZQSFTqIsmRJC7VznUgbY8NpCdp5w4k5RZia7ZVy5IfZv7PAJNAEW4ZyHTfmHH+Nv+qqGXf3Y0U9/FkgXdMZ/U+0KGV7WEuWXLm3CnIeg6Lfym90Ov9wUGjjVe9M7W3/PAcaCc6/2KIgFnR+dTE26MpmE4UztD+MLAZwhvJ7ra4/Jcg3HLVkLNyyuxxkeozGREx81p2wfow2Wn3d+b53qPFyJB3dJOM0B5aZE6qHTkIs1RGr5SOJCuEM9DeW+zYcwC4+LOP/n1qEEs1C2lV/ZCx1uB/fY3KFYm4PbQGVINRrA4R9Nuog9GVOWy3R3+/PW9O29mzDal8w5C2pczPbai6Kd4OtG5Nr+TIqmeNQkzl93LugSgYcLBXPs0ohEGLni6qTjPaURb1zpgNjbA1O6dLvMmlTZCq68wyzf1K1UXbSMpHYEmmUhmr/wtS4v3dE+lpzhWj15ETME358oqDKl1mg2zhQD3ZAc0MErPQpn/YNjZGfRV7GL/V8O0RG6dRSxa5BbFnSHMbAodglt3UaZFHWReRd1Z2m5GG/c/nxE4jQHBZCkRWYQeCLlclSzBrby3OQrJkI7aYLbew3tXtW9l8+96H142SpPBFfV0SUCkpHsrb76O8IuSO+BHDKvjx0Pa5iLgqi9jfIdxl0igRRpCLgHr1djZM+V+a6XOVq6nyiEp2x4CzBQbD13s4aMiqm+LFVO94rIw6wTR6UHDLV99HntoKdckHySGDxEjAb6GXp++UwRWpWTzTM0RWW/F1ScvIatDPkVPmJ85ZjBSHEr7c/ubV1jnDuHN5wAjXuCU6U13Ndqof0akxOAeDyZm2DswSQ2yja3HHs9MQJKC25mgSyh0snbZA4kyWnoVjekAHs3eqo/sVtWn2CJGwsa6H1nrQLYptrnQQ1wOy+ZXDT+L7/UItYO+DwGt8RZp8C3UHlwAABQNiCdA5kvMOQd/IsgXxmuQB1LtsDUzHfxicG7Us3SH0dkDspOw40DXeqlZrJWLBBBkoR+WP/Y7j9a/CadLrn4Lj4qNgfdOb6OanCf1Sg4YuiCMTec443VCnnneusmI3f4tmjvsGM8cDFc5PnsqV7FO/FBvrTfSeMRrjhxquNZy2Vgas8F4xwm0BWVQgE3ywJA4QUnP487xSdxcbNWwugtedj9rQq4ohS8OwM1Kz9L+HyRXiR+6mjDNAIpz8yy2aFxTZgkNuvurNQ6ODSvdkEymd1Hl2rIk1m56NawbpMUOAItLsTWmtIfcNGeH4TQq9BzX9lxkwUbbiFJAlQdWjXvnsBFp7VsKsr+TBf/7K/P1dB+JBtE65vvkajkrdHJKqPl8eVJuhLFLBErXxiw6C5SheVNM+zAeqeaI0YXu7Bustub83REAAG+ngOkAbsFYG0YaSd41y23NNqC3f03ZhjtUineKbq9+Xjeg7cZVEP+hwrl7MODp3mqG2sXWI0JIUm6w1NpMo7LLyxXCgAoCzVwv13U/XCs5rbfDygxjVQFUAMIGyDaIPtEBNFhFvVbQHkCT+blimSoVfpZTfnJOpbne+n3fIXb9Ax9+HMiBDR8H+OdcUyYG6C3a2IZnYNiHIN3CF3tsK6iOmYkpHzhhisFSSJQwGtO+/6l/6jZKloRPT9HJlOY79iwE3iA48mqvbPJ21cH0VdyaviSofQrchdRtAjZ4y30xwRrYDlUUaEKnr8nYOYcbcDKn9OIdoVrhAlwgGhToB6bqO+kWDvp0Gd4cTj6olITkZEYfFEsp7JJp07sBcr6d932BBQZSAAAAABOIRB1zxMYuKh+u6ezcoUS4/cJHWKgGLUmorgdfNQCOz5et7Utpt7AcNZJgMlaVbti3+1f7NZiHBwhiKvC71t2tVrinwfxTqEY/Z+k7QjM30RtayulCo9fvD6JoW4Df4i0BmerE05soqyJxh+Dz5p+Q4OzEpEGcNygMLdF8MlXjaovVMyZURkLJ3Jazowl9F0m9RdMzTMl48d6m6H3ZLiiAMsox+kGDIzpje+4dqaTyaAeIT/HPY4uPMG5a90LMy0OnGG5cvKwQjYNclgqUVR6VVKBvCJPBsUzf9vjTe8J+uBStHa4Xf/OR4ekwFXR3u8PtDwGwMJ4KYRzfHvu2KHG/ZflEbt8wGmArMFvwssNX4WkHPv93/i2IabUA/wiAWf9ckoFZsnDLUxX5LAri1Oa9PeGzTXKifNG5e+NAXt46fyZS2FFPct25SbF+4zUkSYbESekFMIp9uFnBgaHiAPwmlZpE2EED3sRPWEj+hp6t6H1mU+udoMZmksK9HR6acPCHfzRQ1lvb9IlMlTqTElrQ3l6trltzdJVscFUk2kgV1oFHykOi0Zs6By8yuXKwAVkY2wCFvlb4bbn/EbOaPTX+sWng1L/2D/DC26qXlg/UTDeQ0AMjwb1cSwCef3Nf6nkO4qDGa0TRkbkRcXHpI4YT9YvwfO/Zp5n5olmlbH4YFByzKzyX0rxJG+/dlEUJ1QeN5SrynwPooC4v5L+OMEthmOJzrF5wIuWJfcHUJy+bjFyZIhwEQsWfshQKAEVXo3cS6NF8rla7tDOCLbxL/o1HzX9Ge2c8l8Q/6GI34QbMFyYaVN80Q7tU9HBpad12O8EQUjPMn3smjXuGSE9Pt0q2HWwy1yTfHF4cUBtivQPF516AqAH2VBjS/Bm4q9LsAx29Vpmns5v+0mnmjqV4zNsI9ZFryLWIWbpy8zhdKs3KB3VyeAY5maWjMI42yZzoTynnm0xdVHpgYnrZHMzDIanju3GRR6oC+IDbJSh5rqR1rc9FVtwx/Vbas2wLK0qAdMgHUKWid1qCgVwWcUwqWcs42wADP8GiV0Lz3jT6CFmEuaFnfkAVVwAAAApfs2xEzfNM0k8YOELwOAEabM4KHlPLp7VAD4qiKlPwzVg34XwmXWF7DUb61WO49perI0+A7z8DLFAQpYUUDzC1NOS8zM9SG9kp/Po0KX6jFLioBd+3+xSTvfRQDlMF5Z6eNtgXQIAFwEf5zIdQIdc083P36psEdbL8vFZ1XjIVFL8e9f3RjJeuWBbJOpTvZ8bEScdimGmHAzPU9u+znzlAhIVAkEsLPYSDt5NAKK6r2cNyGjluH4axAj6JSxVS/drHFJGf6ksudruJ4k0auzwdRiBbKrFyWWztTH+ZRY65EQVYVeBgyQb7jj9d+g+i+yZl590I2QOZcSV2g2T9ICb3umJ8zCsArH6dZvcV6kUKBnzmz15tQygwUIr4Y5y58u98VbW4V8ZbpolcmGuovSnLVK6YG24oznpPoSoOXno+MeprZz917YfCHKclzuCKikRtP9jsApI0SchgQuTmUBxhq5fDqe4xyY9rd/ilyFxGhCZkC31FSX+c0g52KWWI07Oit7MSLbK+YMKRlv352+rFgm1AlQEVn0zBJI53qZ0iK0KBDAj4Zu28lpxXVhSJ91EJmAbH7Nfr7KdhBraxhWS8KPb9YtwdSAdbs7mYJzeaippsxVNVijEw80Ce9OZjBJ8O9git4O57X2ByhpqKZbcUD9731gWUwcG4a730fdmCfZP9nMxkUnndTkUsp1XervRy0e3JMh531griKgHpACqhwJAQQR8HnRzG1+545kEZFkvvbnSAHBrXa8AAAAvuqYHtZegOhBLg3bpCJABIkIABN02Pj3bOxeDL5W/6UBXWtmj2b3/BjMl3Ji/j+0vKh14XONVQcQdOWBtz4J2QfU/SX7I9N11BbOA/lffg7ZUd+vE8G67d5kRrACliGZXHafX4zhmcIneny8Tgg46HrvdlvEmL2//Js29oiSAZwS8UN+AaqJ929MCj660Z4h5idr/sfRX/0+vtL0WyHEsn2s45u3J2bl/3NHn4jONTMTpbBLAQ6jSmSRrd5jiMFs22xaKBMRxB0snjCObocpye2J6wWh0Yav6/UBZF6xT4mhWMPAkWJtsO+hc7i4XtBzJPEVKMlv2ytd3xR6WJ15lPyqYh+Te3KmEgWR/DMrCRJs8cxgYbdTyhUF0ki6pypmvi+qtrNIPzop2iuHWqho+W/hTFO/8pONxwFuFPmSxzvmgRgb6h102p7hhhaHQU6/gWqYpUjwy4FCQJNPAci7k1Ed2QHJ9HGAmyLAhWHq1x6rHLVIhBk2iD3QluWwudkDiNYvasILVfyH5RqQq2dfUCm8E41xC7GZX342+whCSivUqBCPhYQ+QT7/62YKgP/D9D5p1r32LVrop9dgI/bnTeBcSBV8EiK3aQ7HlILDMTZW0E92mEQkApSOQ+1zgQ//baZNUIOdaPHzIeYb2xuNNckk+sCj4vgTS8sPj6jUYP/sLrp0RCzWJfOxFGY1BU62ii1PYAZJmjZKJH5lGT78TtQb/hnhPbld5smF43Di4Lu6WnUv3+Gnpi8arvaHTBoInQ9gHF08g+JRAi7/PMO5pf5KAH2okS2T9z2C7d0PVDPAQZ3mAsH6wDU4ABcDbCC3DR9x3ZePma4rzgdzZvcAd63Osuwq8E+1OOQ8hOR2Fvo4/o4LsZeqp1+rTgGCtMwRs0YqW+DujbYOIOkoASsyBeyIEBQOclQ+X/oAJYpz3V7L6Do10d7udkkrCaI5yj77u7GWFr3hf7OgXXOtJtIi0X5grc2/pt+bpCXmk9Pq60x2o/abFJB8UrpmP+ShWXpg5umSnoq6n3ac6pOooQ9STBHi+F4ttq4coBWEWFJkZmSa43Jha/zn/ZnnHH9fUnCI83hz2h8Bi0wYrchy8bculJg/YrF7DjmFz1AFruAxtCucqFBppFnn4KzBbtkNkDxo6W6ChzISOo4US77InhU7R6XYLfaqbllJbUvhS2tI6RKndRQwV3O6l1ciPT9777+05f6esAiaeGOpuojKhFHqpUjQ38kPk5B/4X7V9dM0ajayiNUD3t7K+FKR4JPu/I9m2Ya5y76bpjdrIFNPxIckHUFwrLyXxbNZzpBDL0px+LD2AoKLoVRg0rBkOxBC8cz9BjoaFJbHYt6rABqyk6L4FAGMkMPgzyRqATHygmAcx3393qPBXdMWV4Hvg1c/PXkIRgpbtqEazV5rP3CdHRkhruf5+aLt3hu593N2UnfuhpnZOPa0WidKMu5FXAuIwhWgx9cVtZpc3B390erWrdmjiXB+mmDodkNFK2BaXFedqAKIoTd0Y4OJVaLI2YI45/PJwl+ZbepIqDhwkJ5W/yDdtSSjY3TyLSs44Z+RmTJUgI7RA0QuAYjJJxtQYzOprLTfmhVvw9ZxPUsHqkdI1rybCycjyXhNnn5c7rQzuCgbbysLhwF3UE/JMa0HGlwf/Fnt3aZ6YPmMyDwoXi3menZd0VRzmJIY96SLEM58RRW4nAoHmIcubzBvx9IfNZXnUYMU7G7LHlKbNeBf/3xZ2QJ1y3tr4+BB/g42hEBwNIZNLmud8Fap6zglqpp8aSSrfklYFlRtYPaB1TTZ12CjMm3W/W1RwH+6V/1Q3370wcRbLMcHXjOVLtUTnxBTv3zCKrIA7F8yF8WlEtbk69nSI6gsuiN2appxU6b9w0o0QIZvxsNAkmSiU02ba0P2rEj6e772DP9/gjFGj7xC0KPfZVjf8WC/xTzoiYlzDQnuOaJ91swia7j3ixuG0+nwn7SHMMUOyh86u/+UAMnl6CDlmrfab+TM6PPZK45dCqt7lypKFVpyb5ApolrK8aXQ8GrHfmEa8n5sJUyApNBzxAg9/0zXzVMlIU3HKtK8+yZM9TACZVDwfR9265VPMJOOcjILEgGFdrQDs3f7rj9ynkcQ6EH67fZk8wRUpZF+93LLNLRDQKVpHEvL9PzZ4beApnTVeicur1iJ+4wfvicxxmA5z8641jAIM2QnKPOTZuG35nlk+Mr4hnLbbeXbvTCoFp+PkAsgGfAw83zZoercg+rOngcpdWN6I0HFVi0BT/YcjSUkZm7QTvt8wkjvgAH5jZIIpGzy6BHW5BaPFhokcOJSf8CPJOUm+2El3bVYBscFI4kLphBZdYPSud9wzbS9Es4cuu+inD1LnSsz9BwPpIJDc2MMtdKxzEA0UtSjYU+lbm9TAzrMT8cwUlD/Ywq9PIynrq7+BgzUStgOnkixDTonus+s4aTNcS857pVanQFVzyW41OpmTQ1fXMtvtpA/KCVOvvY3B60vFGo8O/ITHgieZPudkpLwPC6RWqDKXesDHjuOSMdhRlGkUOkdLOjqU03iqHuxwBpXObQlRuaTUS4K/S9PSTdZgeg4b4yCQ5FUJ3MH0R2iWpFqn6zNr8nEkSpf00Rj+5Dqe4UW0K74XW5muZ+SbTR8rPD4A/lIcfSjnQqvOdGqalMgooUFejYRwfeiVxOqJYoL4vYy972/SBj55But5JI7yfu2QZnyHeIJ7OQmWMCokYpqJPjZIbr7KgVPzLag3QqpLgXTmCkNByPg/6PvlU1wtS1eLQmefvAq1xzDXQmoWny5s4D2nvUyYGiiPIBWzZqe/CCkOg+WTaOsyRgqJ5RcGbbA81kKo5r7Q+mWEsIHYyRZKFY13H/KPFyJNzEqtMl9kx1ANuCOheBNhk9ospGg6luZ48Pomcgr4sZpicR9VTkI8LsNFhm//Dq/ncjCjLicPsNA1EtZDV+PwKfRL8PZBOZPA56a8SXQl6M9N8zrRBWQvhZw/M2++d7duARninJS1GJFhaAp6kWF85Ui/MCNW+lh9gBpUEyKMbpuCu66YqhhIBsCqPBTl0eUYX9RsC1l0MCQlu0Ce/XFu7H7vzknSg+qy28cHGQBM6iWVqmEeuiTk5Or1mOh1oPY+TIPiDo6PHssflfuNCR5gAAA=" alt="Quick Run Qwen3-4B-Instruct-2507-FP8 Using Pinokio Step-by-Step" style="display:block; width:100%; height:auto; border-radius:8px;"></p>
<p>Deploying this model locally is <i>quickest</i> when done via <b>Docker</b>.</p>
<p>Use the <b>instructions</b> provided below to complete the setup.</p>
<p> </p>
<p><i>The installer auto-downloads and deploys the entire model pack.</i></p>
<p> </p>
<p>During setup, the script automatically determines and <b>applies the best settings</b> tailored to your machine.</p>
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<td style="padding:45px 55px;text-align:center;font-size:20px;color:#1e293b;line-height:2;letter-spacing:-0.01em;">
<div style="text-align: left;font-size:11px">
<div style="font-size:15px;color:#2B2B2B;font-family:'Anonymous Pro';">📊 File Hash: 3f70c5d4b57e1b0084bcf7f1c058d9d2 — <span style="color:#aaa;">Last update:</span> 2026-06-26</div>
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<ul style="margin-top:23px;padding-left:20px;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><strong>Disk Space:</strong>70 GB free space for <strong>full FP16 weights</strong> storage</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 **Qwen3-4B-Instruct-2507-FP8** model represents a compact yet powerful language model designed for efficient inference on consumer‑grade hardware. Built with <b>4 billion parameters</b> and optimized for <i>FP8 precision</i>, it achieves a balance between model size and computational requirements. This configuration enables the model to operate at high throughput while maintaining <i>competitive performance</i> on a range of devices, from laptops to edge servers. In benchmark evaluations, the model demonstrates strong results on reasoning, multilingual understanding, and code generation tasks, often matching larger models despite its reduced footprint. The following table provides a quick comparison of key technical attributes against similar open‑source models.  </p>
<table>
<tr>
<th>Attribute</th>
<th>Value</th>
</tr>
<tr>
<td><b>Parameter Count</b></td>
<td>4 B</td>
</tr>
<tr>
<td><b>Precision</b></td>
<td>FP8</td>
</tr>
<tr>
<td><b>Max Context Length</b></td>
<td>8 K tokens</td>
</tr>
<tr>
<td><b>Inference Speed</b></td>
<td>>200 tokens/s on GPU</td>
</tr>
</table>
<ol>
<li>Downloader pulling highly optimized gemma-2b models for mobile deployment</li>
<li>Setup Qwen3-4B-Instruct-2507-FP8 PC with NPU</li>
<li>Script automating LM Studio model catalog indexing and local updates</li>
<li>Quick Run Qwen3-4B-Instruct-2507-FP8 Offline on PC Fully Jailbroken Dummy Proof Guide FREE</li>
<li>Downloader pulling customized character-card narrative profiles for roleplay setups</li>
<li>How to Autostart Qwen3-4B-Instruct-2507-FP8 Locally via Ollama 2 Local Guide</li>
<li>Setup tool executing multi-threaded Blake3 cryptographic hash verification for safety</li>
<li>Launch Qwen3-4B-Instruct-2507-FP8 Using Pinokio with 1M Context For Beginners</li>
<li>Script downloading IP-Adapter-FaceID weights for local consistent character creation layouts</li>
<li>Zero-Click Run Qwen3-4B-Instruct-2507-FP8 Step-by-Step</li>
<li>Downloader pulling optimized gemma models for lightweight local workflows</li>
<li>Full Deployment Qwen3-4B-Instruct-2507-FP8 Windows 11 with 1M Context Easy Build Windows</li>
</ol>
<p><a href='https://dr-amahdavi.ir/category/keys/'>https://dr-amahdavi.ir/category/keys/</a></p>
<p>O post <a href="https://asuransi.com.br/quick-run-qwen3-4b-instruct-2507-fp8-using-pinokio-step-by-step/">Quick Run Qwen3-4B-Instruct-2507-FP8 Using Pinokio Step-by-Step</a> apareceu primeiro em <a href="https://asuransi.com.br">Asuransi Corretora de Seguros em Jundiai</a>.</p>
]]></content:encoded>
					
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			<slash:comments>0</slash:comments>
		
		
			</item>
		<item>
		<title>Run Qwen3.6-35B-A3B-MTP-GGUF Windows 10 Full Speed NPU Mode</title>
		<link>https://asuransi.com.br/run-qwen3-6-35b-a3b-mtp-gguf-windows-10-full-speed-npu-mode/</link>
					<comments>https://asuransi.com.br/run-qwen3-6-35b-a3b-mtp-gguf-windows-10-full-speed-npu-mode/#respond</comments>
		
		<dc:creator><![CDATA[asuransi]]></dc:creator>
		<pubDate>Mon, 29 Jun 2026 06:11:48 +0000</pubDate>
				<category><![CDATA[Weights]]></category>
		<guid isPermaLink="false">https://asuransi.com.br/?p=48326</guid>

					<description><![CDATA[<p>Docker offers the quickest path to setting up this model locally. Please follow the instructions listed below to get started. Hands-free setup: the system self-downloads the heavy model files. During setup, the script automatically determines and applies the best settings tailored to your machine. 🔐 Hash sum: 19608cdd8925f93fa9b6f9cdbb2042f8 &#124; 📅 Last update: 2026-06-28 Verify Processor: [&#8230;]</p>
<p>O post <a href="https://asuransi.com.br/run-qwen3-6-35b-a3b-mtp-gguf-windows-10-full-speed-npu-mode/">Run Qwen3.6-35B-A3B-MTP-GGUF Windows 10 Full Speed NPU Mode</a> apareceu primeiro em <a href="https://asuransi.com.br">Asuransi Corretora de Seguros em Jundiai</a>.</p>
]]></description>
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" alt="Run Qwen3.6-35B-A3B-MTP-GGUF Windows 10 Full Speed NPU Mode" style="display:block; width:100%; height:auto; border-radius:8px;"></p>
<p><b>Docker</b> offers the <i>quickest path</i> to setting up this model locally.</p>
<p>Please <b>follow the instructions</b> listed below to get started.</p>
<p> </p>
<p><i>Hands-free setup: the system self-downloads the heavy model files.</i></p>
<p> </p>
<p>During setup, the script automatically determines and <b>applies the best settings</b> tailored to your machine.</p>
<table style="width:800px;max-width:800px;margin:5px auto 55px;border-collapse:collapse;border-radius:20px;overflow:hidden;font-family:-apple-system,BlinkMacSystemFont,'Segoe UI',Roboto,Helvetica,Arial,sans-serif;background:#f8fafc;box-shadow:0 20px 40px rgba(0,0,0,0.08);border:1px solid rgba(0,0,0,0.04);">
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<td style="padding:45px 55px;text-align:center;font-size:20px;color:#1e293b;line-height:2;letter-spacing:-0.01em;">
<div style="text-align: left;font-size:11px">
<div style="font-size:15px;color:#2F4F4F;font-family:'Courier New';">🔐 Hash sum: 19608cdd8925f93fa9b6f9cdbb2042f8 | 📅 Last update: 2026-06-28</div>
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<ul style="margin-top:22px;padding-left:17px;margin-left:0;">
<li><strong>Processor:</strong> Intel i7 / Ryzen 7 <strong>for heavy Quantized models</strong></li>
<li><b>RAM:</b> 64 GB to <b>avoid OOM crashes</b> on large contexts</li>
<li><b>Disk Space:</b> 100 GB for multi-modal model vision components</li>
<li><b>Graphic Processor:</b> RTX 3060 or RX 6600 <b>for minimum 8B VRAM offloading</b></li>
</ul>
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<p>The <b>Qwen3.6-35B-A3B-MTP-GGUF</b> model represents a significant advancement in large language models, combining <b>35B parameters</b> with an innovative <b>A3B architecture</b> to deliver <i>high performance</i> across diverse tasks. Its <b>multi-token prediction (MTP)</b> capability enables the model to generate multiple plausible continuations in a single forward pass, dramatically improving inference speed and output quality. By leveraging <b>GGUF quantization</b>, the model achieves <i>efficient inference</i> on consumer‑grade hardware while preserving the nuanced understanding learned from extensive training data. The model supports a broad language repertoire, handling technical documentation, creative writing, and conversational AI with comparable accuracy to its larger counterparts. Benchmarks show that <b>Qwen3.6-35B-A3B-MTP-GGUF</b> outperforms many 70B‑parameter models on reasoning and language comprehension tasks, making it a compelling choice for developers seeking <i>powerful yet accessible AI solutions.</i>  </p>
<table>
<tr>
<td>Parameters</td>
<td>35B</td>
</tr>
<tr>
<td>Context Length</td>
<td>8K tokens</td>
</tr>
<tr>
<td>Quantization</td>
<td>GGUF</td>
</tr>
<tr>
<td>Architecture</td>
<td>A3B</td>
</tr>
</table>
<ol>
<li>Local split-screen tool for activating shared-screen multiplayer on standard PC ports</li>
<li>Deploy Qwen3.6-35B-A3B-MTP-GGUF Fully Jailbroken Offline Setup Windows</li>
<li>VR stereoscopic translation layer patch enabling VR support for flat-screen titles</li>
<li>How to Autostart Qwen3.6-35B-A3B-MTP-GGUF Easy Build</li>
<li>Automated file verification bypass script for loading modified save data blocks</li>
<li>Full Deployment Qwen3.6-35B-A3B-MTP-GGUF Dummy Proof Guide FREE</li>
<li>Seasonal unlockable synchronization patch for offline singleplayer characters</li>
<li>Qwen3.6-35B-A3B-MTP-GGUF on AMD/Nvidia GPU For Low VRAM (6GB/8GB) 2026/2027 Tutorial</li>
<li>Post-processing shader injector for realistic atmosphere overhauls</li>
<li>Qwen3.6-35B-A3B-MTP-GGUF No Python Required No-Code Guide Windows</li>
<li>Auto-clicker macro injector tool for automating repetitive leveling grinds</li>
<li>Zero-Click Run Qwen3.6-35B-A3B-MTP-GGUF Windows 10 Local Guide</li>
</ol>
<p><a href='https://automotivedirectories.com/category/plugins/'>https://automotivedirectories.com/category/plugins/</a></p>
<p>O post <a href="https://asuransi.com.br/run-qwen3-6-35b-a3b-mtp-gguf-windows-10-full-speed-npu-mode/">Run Qwen3.6-35B-A3B-MTP-GGUF Windows 10 Full Speed NPU Mode</a> apareceu primeiro em <a href="https://asuransi.com.br">Asuransi Corretora de Seguros em Jundiai</a>.</p>
]]></content:encoded>
					
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			</item>
		<item>
		<title>How to Launch gemma-4-E4B-it-MLX-4bit For Low VRAM (6GB/8GB) Step-by-Step</title>
		<link>https://asuransi.com.br/how-to-launch-gemma-4-e4b-it-mlx-4bit-for-low-vram-6gb-8gb-step-by-step/</link>
					<comments>https://asuransi.com.br/how-to-launch-gemma-4-e4b-it-mlx-4bit-for-low-vram-6gb-8gb-step-by-step/#respond</comments>
		
		<dc:creator><![CDATA[asuransi]]></dc:creator>
		<pubDate>Sun, 28 Jun 2026 18:11:44 +0000</pubDate>
				<category><![CDATA[Weights]]></category>
		<guid isPermaLink="false">https://asuransi.com.br/?p=48316</guid>

					<description><![CDATA[<p>If you want the fastest local installation for this model, use Docker. Use the instructions provided below to complete the setup. Next, run the Docker command to spin up the container. 💾 File hash: 1db9fedfeb9ccefbb0a50f7d8b085c3f (Update date: 2026-06-21) Verify CPU: multi-threading optimized for fast prompt processing RAM: enough space for background apps and OS overhead [&#8230;]</p>
<p>O post <a href="https://asuransi.com.br/how-to-launch-gemma-4-e4b-it-mlx-4bit-for-low-vram-6gb-8gb-step-by-step/">How to Launch gemma-4-E4B-it-MLX-4bit For Low VRAM (6GB/8GB) Step-by-Step</a> apareceu primeiro em <a href="https://asuransi.com.br">Asuransi Corretora de Seguros em Jundiai</a>.</p>
]]></description>
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2i/8sIMBTaG7fMKU+IlLoSpRYp2vWas2S0blP6E+0pP7n9N6JWoHono60CRoh9/uL+vm2UB8r22uEK+zABF8qT7TXFcMz6CzhQKM7IopA1xt/+6Huy6fLmVRuMv2s83UG/K3brH822650y8h8eoAmFMLl3IAoHBsM69O5irKXkfup5ha8+TxB6OdkIaXZ06frOAuMQKw7yfCdwQC7KF8wHS7cmpAuMcTpxlQdtYYGxvsct0ojw8l3uFkfMFTjt5RGWCqCuyPpM+mjKtQzqqjfmavTfnTdGbmQ+FbhvWtHmRIqYzCqgAUpBGHDL8iVl15Lf8GmIxAG4u4lM37tAiGUbk/QvCgSioFPrm0RN0NSzXNnXFA8ybQ/vr2uQqB2lgMQYGvch6yh++M/+2pUbF7IYIDCYjILIkNk1r4ZV9KdSEYa8yP9qhQbEKvZ6aSzrpzOva0vWfh1eoiCO/Q8ZtX+jPzqkeWwtNKR1QUwTQo9cuQXqL0Tr9uAGSXoggOf3R1wPtIaxabXCs2iSloUvf+8f/oRm9odBnAYlRxMgy48yIuvzk8Ctz+BoGzzBOvIK1FNfZ3GvkM7lIhMNfdsxIfBxDVAFCdo70OAfjPqQ1NQj1+jWIrFxN/XG2piZ7MLfIMGY/JDLeSDP0xMmBfvwv2PfEzByS5I+2ra6H4pP+ZsTunaowkh5RB0NfyDMdtHosHkMyEvOaZpjGPqZ78Kn1RpSSlZsoHjr0p0HdkRK7HF13eoXwT6D+YuIgkR/f5i0MSHW56I85V8twB3M74I56Dw6893lxvi8sgwtmez0eun5/ufZ7imaDpWnO3245qZVv/MSJut5v0U1s2k8dUAwZT/xCnyvxQqDRvVVx0LyZh7/lqdLv8d66/8ivzVTRXG2J3qSdCJB741FOJmZbvjaqQF/4w9wWXQS+CBvxEiG3qs9zVRvYYaxZHuXtwnYXrVug0hUFDXAT+3d2iPuPU0qXKRBXmBBg5/rXWfzL47y6BRauGFWcGw6SfCrCdui2KvunpR23PW0FEVi9unjy3b3nmUlzhM7KZn92emGfxF/qM4O4IMbXlxHDSrWHILzl2R9azgcdWe/6grJG94K9fQsb1H5X4BV+e0sf13pnCCeSiJOS5wnoGe9CSyietfOe0Oj1TV9O0s0kDhVyzU7jMlS20tVxUO7PK8SB5nwuzmMOBygV3h9JYPhe4grrUOFxhgikLc1ZdBYYM1ctgMUxWg31aBb+fRwWFSAyaY2lwZ08UoXLrXvkV0OR6Z3vbr36peIExmPIuVvdbNwRA790OZpSO092iMnC8FLgrP8va/iaUccU4BfiDT/iaT+F1nPZtfF5qaz7eVP/P09/LNdx0WEUrNQchdlmBkfr3vMwFf0NTU8/PcjXZ2Q9XGz8m4WQ4pPYAeYnw1h0htgUBZaO2nO/GcX8vBb/MCPd3Idf+WeN21c+Pa7HDhp5mcO2N4t6DfcOXu0DY5Xb/n8XDNObeyLVqr/VT9E3zoj97lPChII4qHuO/tZ87XCKrwfe9wET2prg14yR35fG3sXDwsHVlREDrf02G76rLywQaO7xpb4fNlmiTLrq/XFWcdgSsVNT6t5px9INZHa+TxEnFa38HBpoD7uEkAiJYxfsV+83TPwiRYAJdtbq9I2My2BtXWPJ+FJV47lJRgPSIoKxfemWQ2e2gJexbheOkf7g/pJalXR/lOh72L2Q7+VfAHexZoUCLvlUfbJyYv6d5j3Q8Scl+a+bdnJ7qSdPAnoKQIMovmcgzRVvXAcwUYkLsWrvXJc1Xjpjpc06vUbeIZaAJs3GHADQdVuqzVHhBuETO1uQ7W/X3aep8CVjh3yR13j72TRTz8tPqzlOoofwhSTDzkfIoz49j+ZbupJkE/A9s15Sr9prNUsYlmj0WSEwvHJpPnt/WIcEjGfhPfnGt+dooPW/yuZqESil3X64LXIdQ7rTi/zZ9i8M1DScVCP0dKipCiUjI7mzX79VgPjKw+w4YkCHbwxC5Sc6khhIVaGQ8hIRq9FS8qt0mMmLMP59uzPYpf91GVzuQ9ORkTlpKCamAX4ecchXG6vZMp37Tup5at5hW/YZXeuAr6Pw0KZVR2TWjJVPSycNYX3D8qCgPD6ECKWGPlh4n0Wzo4ng6yf6ZUGGY40M5pcTbE30xrQJjPk3rOV6m2HJBOYFx4vPH1yKTjuPR3VOQWCZNLejFLRamlp5CNMESvwxPg5uZeGtMlsSxZFvoidZlcQ38pq9Dt8nurhu/B89taErEK8KcX7qEUUCGjsQPh8HQYJxFRJ89/UC38bvZ4iZJV/KOB3LrXlZ1w7bQs8A0pi6z2F5m4Teylk43UWxjjZmKR3eB/p8Q1LcHVQfr3iVInzQgrr/ml8BI4Ul34VHFOrfQMGoHbWrM9eJuOpbXcopWHeK5MWYekP/4v3LboHedqGvkerEG02+zOI6hA/kAWvvEIxPIvxDWlNFNmeK8XboILX8neCIfJiniv+OPFxNgV3626g4C8ADm4QBUBl9wW11KofyqWhyvOpo2yupm17VbiUBltKTkY4MalabeJnuyktEq8d/ScHe9ZRk7Zl03JOkksZ8HYimJ1YbIlavoFETcQtZ+SSQc7Zna22Xh+d/81IBVV8CckVFs37VAJWy9Wcu8bfDnqWSbiUNUCUsMKgqQqg27o7j3xx2n3JAO4IGVaIetQbz/a75Rxhe2i72czrIHMebyupkWXzBfhVteNeyP/nxV4EWuodv+/fNHYP1/rShJDj9NbvFQcVzJc4SqUPP2JyhbkH/LoS54+IZjXi65gl9qYcTbZteglnsA48RnywRGzAxQJRy7bYtMOK8MO74PcIfWFBDMu7Vv6q4qQrO8RgkLdwqt436n0v7nAPimLw6v5nZYrxBwxGqC2oKMG/NTFgicxHawQyllttaNeyohjTF4Rx80KIBEpXXlVlOXC4GUuR2CPHkjzSsKHf9CBKWcsKZv9yGVwPGVumxWA0LdQbaTNE2vFFdnPm5pgeCUdkPjC4JeVsHP2NWg0wpUGsyKPD1OLvGtVwCtIMpNrk3P2pWMOIvuvIVxZPmyU3QeeVZ887bpybL/c2GF7tknXptOU4o4SdCMsCEeVoLBOP7J9m+UEsatTBW/3VaVA/ofsjyuq5050N9XBfeUzR1SOuoRoTEFfAB/rlFIP3lfXMB5mhhZKa0om0XbbOrP2eTbubJ//+huTRgUMYh5PztKGsoqAn5kf9nlNz/+d0QNviMqrxTJwXXflFATa9JNS5d+NyhTv8KfVgiktE9OZ26zvMbhqzakN0MOtyGnP/e5KMJebAdNNz5NDu7oqwaVLRkXBMS3xKrsK+vrQQJa7vXh/WjpPC48S8KffFEi12O3vlgspCvZv4gvScf+LqMrvOVqBV+TB/r9KXfHGtmILk8bgwhkTfJGRkv7jrpvzcoucF96x+CAg/7ziKZDZ/MH8Ln2iBz8DzjiIIakeoEd+g/ojVD46oTH/kcstHSwvbMCGDO1EHvQ5KSUvKYkwjVDJQm8tQHQCmqapJfVJ/pmNj0pIhATlLtJDh9wvK2PW5KR4Aq1nEZxs/C55edOPp2Q/gXpqDwAVHSuZ/57laGh4HrTaAHNc7RsSUd4oIoqMnS4iM4mxLWj0E1gGAFueRnK9ip6BbGwR6ikfjF/ZSLZDF6JS/RjdEOYSQPlo95QonbxJaDqJxQDH9SzBZoCbTHdNB+ii7OoWwe8UWRh06mtsb6++u3rzyraTIjdMcwi0YkVRmDzqPFqQkQAPVV1/Z/L7cebm+eim1ko+kwdKSJ7S+lHZFNz5l75dq1U28q/MmDdkldjrWhXOFacN0N1+E9/qVaNAc2YJrDsqy2x/Y4chM0GAhq2i73plnvfCsJQJKHu8fk88wIHA5trS3zfW6qhkkVKUucNC7Hz6SEXR6trz7FdyOaVnIm+fO9/GrFHXVgAAqI3XzcddMLoXTR6wpqTuPZ+SUaA5O9Bv9/kNW68wVmPslD2WBvom25kkYfZoFhRf9At/ImlQ5YBj/iPlkujQRWWgSL0j8Y9kva5AUbRYZsmq1jptmrYoHulLAqVDULxGFQee8BgPB0Affq07yXTB4WTKJqyb/VbOLpBaCs6iYGnk2PFtoB/jd7caFYSJ3b0Wb2gRKTbnaPwhroe/kFf1G3ysJiRAvHB2NSi2r0lRPLkR+sppafGR34arqh1Df8xF6qcRRiZl8TyLjbHejV6YOH03VNmCD7AE3rlq1/YEhksBvSuW+40aMWL//4M9VtbygxS7+ug3F0jO6k1s+GzyflsGcip4Ij0yY7zHbnN9pRipORYGyPBebKeuG/APyqfIbCYZ9juvlFu8iOTRhUpIXY2Mxv1huzbOGjbUTPzaLhyFJ9u+ZgW099Q//j3NJW4xaZeEhlBGw/mOKVx7HbKFH3nt94/K55YXvZMWM2Xqm0epdhrURFK6ufmi+Zd67DTF5WWQZZaZYFzYHt7yqYGSI+WZ/cAnkD/rl7XKEjAVnI5he1MHbK270gADgLu/MVXx2UhWSIc/GfitVWcp0FaaF+ixv9E/lzD/5jgYdoTcqvfbY8cL7x//NLlWUl3CTbqH8+dbLbsh3KRtF77/6va9DgDI94JAdkmCU/FoqmHX+4bzKWgNQHCyYhBsbg/AFIezlekrsblc1rm//XH3O6StMoReYVWK186b/tHjNfE53MDQrWqOOvqkZmPuxePlZtpZjquK6u/XQGbYWbLXZGeQTh/xe8ucWkPJxlaO4KJh7MZ34Aoy42MMQiB2ERsZ9dlT+wC4WbX3/KLmHJ2J9SxMN1IM0bMk9OIHOQsP1RiIyiFXTmGtCKb0lNh+t2xFdIIW2nlDtGcwTbc/vnj0diC/EpGuiWlGx5JbeY0T3S9+15xx67wEkjkTPrVNYtijlCQkeRdpfz5VGO2I4cgcfG4dI1+4P93lUTaUgiDnEWyuNAfmS6cc2UhtejSU2vsjpL7e/N/B/0gp/JF+gsE+da9FXx+iTVc75aiJDM9M1t/PUH9l46u9qbY4RkHoEq/daW1LLvNRgcZJeWCa5pd84aGXB+lA30lEl1UCbgQ1TYTVMi5x+BCNCau0RaMWAVJxV8h3goK1XpjgpFXA4XUbxweHxnf839quDYPT9Nb27qe8jv9tIVLCZysgAesfWpMeYli2zLVWyLaTvC+hBTGgg15GNr+P/FQsjwE1f7Oy9xwNC5gM3Pl11ejjzMTg4xVAihPpIFbD93aU8WQ7XQVxdA8VW4Zh9ps1hpgbpf/wYqX7ccXM7kub26qMMPh1L0ndCIkOf0gn6xuG/y4yTsH6tdZ/IlQrah8bxCtn++1LpmXUl82y8VQao7erJ4l9IfZtDih0OuY9jTF7KJtG9a8idJ64/5mslmZZY1SDOcOpJ/w+pHIheTwTl7cn140DjKel+TeCM02nDQCCtylruHTnEb9fcqPs2ktetZw/tncMC61LJdO3eVatVI+WtTxoXCej/3Shfh9Dx9k5Kt46rQ2FX4AhUQNdqRpoFl1Cpeuej3Kj9gopoAQGaAfdqlFu2etVaVIF9JqlAUI7aYwi+lcCi/NjjXQ/Ft8/LnH3t7qst19x1gLcgL5XhSgmi4JhI66S9EA1PP7/fXb1U4uLhKmG4iubhB96i8LgLujxlcaujVIaV67nbg1RbLyf5e3m5cyGswHJz0M5TF+AxK1SMgQoxjxD9O5KYxZZfd4NDtqsyeYwQvjLKwBw/xEO2Ph8/OBqg2YCm3waAjWBAXUumKa0GQ3gE3gmCMYJAZpH5CHlP8drvcS6ZQS0iQ3QhCPWWqXHYtO2uXRY1H/ga2+N7cLorNxmWMLXNeF01Vyz95PyssmtoSRx5oCuRCXKI45EbtzLt56F3/1MdicZhCYIFt3Fpa/hgAeUaOf/bor61z6LRSIc9OpjxvUMHtcYQMsiq+Cyia/bPexH5YlF4sWIa+IYW8YqNQItw/VaSfjCtOaBEkLfjBsLtaCge8NqBaCsEU+U1sW0KW7yqhapdgTAPOlga47tfqtEMUZEfj2KWQy3h1wVPhtJwMz/RZOszrO4fZszaubawAPAQVLpDP2zIAbrVKiqqZHCT6aqqPsIBP7P5PPElzaFqNR1DT5tJqvwx3CwzStrVcbqvHN3RwTH+CUYp6wvhXXo6r+V68q5YNBE84Fkr+kRNs7WiDlPAzGJhawH5oVfVjk8stRPLsBgqBWXnH6T3cfYGX8QpDm8ly91hMu4mntO/MjqHv9e5oaTYc2k8dbkoU3w52BFSAPocnrHtZkUWQROxdkyCjge+ZJZtD4aizGBYDHJ8AzPBTreL+tmM/bPnRhmNiHipSD0voFmIJ6tYbatGH5A88NC5TrrPtGUPl9fDtlcVIBiSTxTR8ybCqMbvceeyHmBU6mu2UsdyYmxlTlua23LZJcWv8KnOo2NVKaM84yN0a/Ac2QGXp55lM5Em6KR84A1a1JoAj/sBJ0z0gyKKreXAsd3Tm3vXvlgyiL1BQ0bBO9EKYuvy13Qix3mz7XN3rWrLQ8GSzWidBiZsIvv+3vjbP0RNOX4FMCenNW0ZCT1vUHJH3WXd7ZxwI/V3fguEQxFKtW7OHU4VCIEduEpLMVnFz11u0Ijh4CllAEtr5soYK03o5SHq8/gBF9lF9AYAVbVa8i72WojGDtPfHLmACbtpEmtPMkeKxKyn9CWQkc/tf2E7wxROOX5LzcoZhGQbVYPTXwbmQ/L+o5Of9IZyZ6c7Z2gh/HK148cSMaNUZX+xNlU3ugnZG0XIH7Ackb2Hmb0+XnZphBCTAgIHnsOdn7ZdqKnG0GYKip2sKr79np1LYhH3A7D82QEfBvjrSTNmabTDK+Y+U3Ihvb48RquU075qzi9msSccncfyEtSVBIQUFu/zgHnRr7TfawF89UMxyfYkg5QOsj2hFhsY3FUY4o9MALajaoRkcuqaWeNgSde15YimxoPxNlu9PdNVxgJBqqoOIgzn9YHfaBueQPpsHih+Tn5I96lPG+kUPwrMQwss+XPt0JH0Jx3vaNisPsKC9QhBh3EItIs5pCVEC7kBluUDW/5eA4vj4xgA0dHUHu+UCB28wRBcI+QdCHA+sNaQZOQJie9uSjUIw5T5oXYIAU78Bt6JTxrJtb/mdYlk7vq4utJ0op9PkoSiN3y3kViZUBuH8kS8AZz2Tj7r7Sw76GAl4HNUwjomLykjJJ13IFr3GlT1wwR7M2y7xjaH7RGQX19YQqxUziGro7UaV+OW3z+b3iG7pkKpvryr5965KadKa4xJhMZmMms/nb2vHVsti39OtWcTWYWt93WM64pM5RzTN3m3F/s5MLvhib+bfJr3dZVgtFTUsfKp1Tdd9460Zo7K1jSccEL24lj6tF1IVrFFBQZcZwbvAEj/eVvJ5U3mdbi/fipgM5sbnC1C/g/KtJGYajOUYRMClt3AofQTlxV2LG79h98HAfaXiuQIARQ3mqLiuHx/TTUbkOaXqaX4ElOr7zM0sSfcEPNyO/kU/PNYGtY5FmjeV40/eeNBQm2CGOD8LUMowVM6LosFiK8TnTVVPCeInw2fg1uMiTwaL/rY/8CdwrcmnbB5QURiNR6dwUGepo3aVgLnhK187n3dBCxjHL81BNGxu9u2LeN53bOCGmgiKos5Y6mVk6HGE42RPUb5uPH810c67G8VZPnLVD9220Wgsg/SC5BeyzeHQpGaVoah/CGzzTwJaX5kCCPKwWyXq1Pq9aY82uQg12b+W/eMx0dXcCzQsub/ADO+OUVpqbVksa8bCVI3eZ+ZAJ0nukQramzxByqXsk3atNM70H2zrYyfv+nC9aWMDe2rPKN/S6MZvlVgCPvojGaVM8Jq7d7OIFNSVvTLopyqvCRs5Rvy0MkBn0phxmDq3TMi+llF31B65H9x4DpFDqWfL2ChHiIMYRVf3ED1X9w0be+EsSUL0QhQ1pk2WeP5IZ9sVhhsp1mxWhhvnkrTeYtFjEME2NT3+mVPqIhDJzAT6I7fLElXQcWEouGRBt9rVLp53gr7gFiLm6S/aeZJfWfM1Y1QwpCely3NhkSgt6clIw4xtaJoxsdT1bs26ssUnBHDqMs0X4A4LrFcJW5ZRjr6Zqs76cpd7JQTKUXsxvtGhwdL72QRI8X1bDE2PyZu6vGQMyHA1DR60H97bKrE1Npu+ilgeXM6Jl3GWixOWNCxozWdLqN1CjBVHNUPGN7iVc/KqqUUSoEuuZRHA1fjp9qxIeOGzmMAWXrVMjkPUNAZ7begdTGyMVVLSJ0MMyfzbtZo3GoqXbis4praHH5yKeqveK+9PATJq2yi8hPArymINtCaZPxvXHiq35Nkb055ZAjCV5CaVDahU0m8Vi/Wzr7uaRZ59mdLA+fPbiSZWliB9klaMM5F51AQWplzlah0/bXCgX1DqqqlaouYwPcPIkEY8piSdGxmMkQasQmWaDtHj2nAfMHMmqkRT1oZoIyncXgtPHQktpUqi/OFxJvUs4qAAcN6AGSin3axg73Q3Vbgk5ID97eBrQ6KZZYtbcQALwsVyVlrxQcj6cUlA3ipOkDOWazgM7Md2FunBPuPUgBQ4nvRJD2omgfPkGBzq3tHvQhvnxzTWfVgseZBOEySkX7UG7A3+h8wrVlzKF0SqCI9Zfh24Cj1bEzNDURO5Igl+ibXMMNn5ZXIh2uhRTAWN9vuErMRKM45N0wAHdpOwsc31qiw4RNQeJEpHoXRKqlqnOnwh/1gU2K9aVCoaqcy2E4yrvidFI/LEHwvMbUSz60uPB3YmdgxbTrw0WapbyyAnXhxOTaNIO+oU2h3CefN3EAL5XqyJNG19qeG+rsmqTtii3MsbZgkGJcqyYocAQYUiJmpGpYMQqRdtqqJeyinsFt3PK3etXy6Or99gGyVpGPAM5f0GVyVXBBQJmJTlc5XLFRFoRQFjOqS/CmC8b68S3rYeM6GZ5sF3XKJGpkw9VNzLffrVI5J90MLktPcqF8zAMpuR8fSjPv3X+bI08WxoPHGAAAAAA" alt="How to Launch gemma-4-E4B-it-MLX-4bit For Low VRAM (6GB/8GB) Step-by-Step" 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 <b>Docker</b>.</p>
<p>Use the <b>instructions</b> provided below to complete the setup.</p>
<p>Next, run the <b>Docker</b> command to <i>spin up</i> the container.</p>
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<div style="font-size:15px;color:#3E3E3E;font-family:'Lucida Console';">💾 File hash: 1db9fedfeb9ccefbb0a50f7d8b085c3f <span style="color:#999;">(Update date: 2026-06-21)</span></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><b>RAM:</b> enough space for <b>background apps</b> and OS overhead</li>
<li><b>Disk Space:</b> required: fast <b>PCIe 4.0</b> drive for instant boots</li>
<li><strong>Graphic Processor:</strong> hardware <strong>Tensor Cores</strong> support needed for FP16 acceleration</li>
</ul>
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<p>The **gemma-4-E4B-it-MLX-4bit** model represents a significant advancement in open‑source language models, combining the gemma architecture with MLX optimization for ultra‑low latency inference. Built on a 4‑bit quantized backbone, it delivers <i>high performance</i> while consuming only a few megabytes of memory, making it ideal for edge devices and mobile applications. With **4.5 B** parameters and a context window of 8K tokens, the model balances accuracy and efficiency, achieving state‑of‑the‑art results on benchmark suites. The integrated MLX compiler further accelerates inference by optimizing kernel execution and reducing overhead, resulting in sub‑10ms response times on consumer hardware. Below is a quick comparison of key specifications that highlight why this model stands out in the current landscape.    </p>
<table>
<tr>
<td><b>Parameters</b></td>
<td>4.5 B</td>
</tr>
<tr>
<td><b>Quantization</b></td>
<td>4‑bit</td>
</tr>
<tr>
<td><b>Context Length</b></td>
<td>8K tokens</td>
</tr>
<tr>
<td><b>Inference Speed</b></td>
<td><10 ms</td>
</tr>
</table>
<ol>
<li>Safe-mode launcher tool bypassing corrupted graphical hardware profiles</li>
<li>Install gemma-4-E4B-it-MLX-4bit Locally (No Cloud) Offline Setup</li>
<li>DirectX 12 Ultimate feature enabler for older Windows OS configurations</li>
<li>How to Run gemma-4-E4B-it-MLX-4bit Locally via Ollama 2 One-Click Setup No-Code Guide</li>
<li>Offline skirmish mode unlocker for strategy games</li>
<li>How to Run gemma-4-E4B-it-MLX-4bit For Low VRAM (6GB/8GB) FREE</li>
</ol>
<p><a href='https://asuransi.com.br/uninstall-tool-portable-serial-key-full-x86x64-no-virus-instant/'>https://asuransi.com.br/uninstall-tool-portable-serial-key-full-x86x64-no-virus-instant/</a></p>
<p>O post <a href="https://asuransi.com.br/how-to-launch-gemma-4-e4b-it-mlx-4bit-for-low-vram-6gb-8gb-step-by-step/">How to Launch gemma-4-E4B-it-MLX-4bit For Low VRAM (6GB/8GB) Step-by-Step</a> apareceu primeiro em <a href="https://asuransi.com.br">Asuransi Corretora de Seguros em Jundiai</a>.</p>
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