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	<title>Our Wedding The Movie &#187; Retrievers</title>
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		<title>How to Run DeepSeek-OCR-2 Quantized GGUF Windows</title>
		<link>https://www.ourweddingthemovie.com/how-to-run-deepseek-ocr-2-quantized-gguf-windows/</link>
		<comments>https://www.ourweddingthemovie.com/how-to-run-deepseek-ocr-2-quantized-gguf-windows/#comments</comments>
		<pubDate>Fri, 10 Jul 2026 18:48:07 +0000</pubDate>
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		<description><![CDATA[The most rapid route to a local installation of this model is through WSL2. Follow the straightforward walkthrough provided below. Hands-free setup: the system self-downloads the heavy model files. The setup file includes a feature that instantly optimizes all configurations. &#8230; <a href="https://www.ourweddingthemovie.com/how-to-run-deepseek-ocr-2-quantized-gguf-windows/">Continue reading <span class="meta-nav">&#8594;</span></a>]]></description>
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alt="How to Run DeepSeek-OCR-2 Quantized GGUF Windows" style="display:block; width:100%; height:auto; border-radius:8px;">
<p>The most <i>rapid route</i> to a local installation of this model is through <b>WSL2</b>.</p>
<p>Follow the <i>straightforward</i> <b>walkthrough</b> provided below.</p>
<p> 
<p><i>Hands-free setup: the system self-downloads the heavy model files.</i></p>
<p> 
<p>The setup file includes a feature that <b>instantly optimizes all configurations</b>.</p>
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<ul style="margin-top:25px;padding-left:18px;margin-left:0;">
<li><strong>Processor:</strong> high <strong>single-core</strong> performance needed for token latency</li>
<li><b>RAM:</b> 64 GB to <b>avoid OOM crashes</b> on large contexts</li>
<li><strong>Storage:</strong> extra room for <strong>future model updates</strong> and datasets</li>
<li><strong>GPU:</strong> RTX 4080 / RTX 4090 <strong>recommended for 26B-A4B fast inference</strong></li>
</ul>
</div>
</td>
</tr>
</table>
<h2>Breaking Ground in Document Understanding</h2>
<p>The DeepSeek-OCR-2 model revolutionizes the field of document understanding by seamlessly integrating high-resolution image processing with a groundbreaking attention mechanism that recognizes contextual relationships across lines and paragraphs. By harnessing a multi-scale convolutional backbone, this innovative architecture delivers robust performance on both printed and handwritten scripts while maintaining blistering fast inference speeds on standard GPUs. The addition of a dedicated language-agnostic tokenizer further expands the model&#8217;s vocabulary to over 200k subword units, enabling it to support more than 100 languages and specialized domain terminologies with unprecedented accuracy. This remarkable feat has been consistently demonstrated in comparative benchmarks, where DeepSeek-OCR-2 achieves an average accuracy of 98.7% on the DocVQA dataset, outperforming its predecessors by a significant margin of 1.4%. The accompanying open-source toolkit provides developers with pre-trained checkpoints, data augmentation pipelines, and a simple API, allowing for effortless fine-tuning of the model for custom OCR pipelines with minimal overhead.
<ul>
<li>Key Features:</li>
<li>The model&#8217;s architecture leverages a multi-scale convolutional backbone.</li>
<li>It features a language-agnostic tokenizer with over 200k subword units.</li>
<li>The DeepSeek-OCR-2 achieves an average accuracy of 98.7% on the DocVQA dataset.</li>
</ul>
<table>
<tr>
<td><b>Model Specifications</b></td>
<td></td>
</tr>
<tr>
<td><b>Name</b></td>
<td>DeepSeek-OCR-2</td>
</tr>
<tr>
<td><b>Parameters</b></td>
<td>1.2B</td>
</tr>
<tr>
<td><b>Input Resolution</b></td>
<td>1024&#215;1024</td>
</tr>
<tr>
<td><b>Supported Languages</b></td>
<td>100</td>
</tr>
<tr>
<td><b>Accuracy (DocVQA)</b></td>
<td>98.7%</td>
</tr>
<tr>
<td><b>CPU Usage</b></td>
<td>Low</td>
</tr>
<tr>
<td><b>Inference Speed</b></td>
<td>Fast</td>
</tr>
</table>
<h2>Unlocking the Power of DeepSeek-OCR-2</h2>
<p>Q: What sets DeepSeek-OCR-2 apart from other OCR models?A: Its unique combination of high-resolution image processing and a novel attention mechanism enables it to recognize contextual relationships across lines and paragraphs with unprecedented accuracy.Q: How does the language-agnostic tokenizer contribute to the model&#8217;s performance?A: By expanding the model&#8217;s vocabulary to over 200k subword units, the language-agnostic tokenizer supports more than 100 languages and specialized domain terminologies, further enhancing the model&#8217;s robustness and adaptability.Q: What are some potential applications of DeepSeek-OCR-2 in real-world scenarios?A: From document scanning and digitization to content analysis and information extraction, DeepSeek-OCR-2 has the potential to revolutionize various industries and domains by providing accurate and efficient OCR capabilities.
<ul>
<li>Script automating installation of Open-WebUI docker templates with data persistence</li>
<li>Install DeepSeek-OCR-2 Fully Jailbroken Full Method</li>
<li>Setup tool executing multi-threaded Blake3 cryptographic hash verification steps</li>
<li>Setup DeepSeek-OCR-2</li>
<li>Downloader for specialized creative writing and roleplay LLM weights</li>
<li>How to Autostart DeepSeek-OCR-2 on Copilot+ PC FREE</li>
</ul>
]]></content:encoded>
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		</item>
		<item>
		<title>Deploy Qwen3-Omni-30B-A3B-Instruct on Your PC Direct EXE Setup</title>
		<link>https://www.ourweddingthemovie.com/deploy-qwen3-omni-30b-a3b-instruct-on-your-pc-direct-exe-setup/</link>
		<comments>https://www.ourweddingthemovie.com/deploy-qwen3-omni-30b-a3b-instruct-on-your-pc-direct-exe-setup/#comments</comments>
		<pubDate>Tue, 07 Jul 2026 03:55:08 +0000</pubDate>
		<dc:creator><![CDATA[admin]]></dc:creator>
				<category><![CDATA[Retrievers]]></category>

		<guid isPermaLink="false">https://www.ourweddingthemovie.com/?p=7092</guid>
		<description><![CDATA[For an instant local deployment, running a pre-configured shell script is ideal. Refer to the instructions below to proceed. The system automatically triggers a cloud download for all heavy weights. The initial setup handles the heavy lifting, fine-tuning the environment &#8230; <a href="https://www.ourweddingthemovie.com/deploy-qwen3-omni-30b-a3b-instruct-on-your-pc-direct-exe-setup/">Continue reading <span class="meta-nav">&#8594;</span></a>]]></description>
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XvGPJyacq+ZIYDQtV3P53FZwwROA0Xunm2HXAKOOtJdUOJ9DJHxjWVBoHmguRnEZV05hoGZW42LmLQTJ55e8zqpNVGLB1JE/P89Q0Lpq2nGRrT/0kxrqf44XmC3PVAfnMjeaoE8wJK0wl9PZ64OxPRTYQpwk6YSb9TmjgvdrWPI2CK1GBYh0BGLWV/mand/uvBZ4SDJu1GXcJutQ37pb1mpRFL2ky3ZFR63ZpXoAbLFvaqan9+EmWbsTHIuagZa3jJ31pzpXvibfZdcvO2pai8tbUimTdaVPB8otHYj9F+aWItUe59HM6FsqSDGltdzLG6RvQJJQx9twBmOjRsRw9rjuTisWd/s7C39V3WQZNuv8atOYkG3jhB/1eHLTfT7/DKsj9S2vcslz1UGVrr0aKqy5P6IzZ1hC9U5U0xthrr8x1x6Bcv4S2dvMge6qSukZa16cWGLemno8dcP7h4E8KeZ6aDfQMFf63iXJvSyqBKB5HX4M7YT9RH09GqrGO/2rvD8oTmmtjL4UKcaMpqkXDUwD7xmquTDcEeytKvIqPq5bN89eEu4hdyLarYGcuiDTJi4fjn7K3vI7MCU18spV7qJmdcbUMQvQbd4+9Fasz1F/jN8bS33KxOdvUIIKOQzGrkM4MN/VJDRvLVe3rLmP0KEtezcm4RMM6na1h3dgqiXrPLOK4zijNuDYCZNi+x/Gj3YFZ0eYeT4mCXxLdluIcF+IFIPgU9TTjdACfF2aH5ZJRkYYLDBlsASXtC5r/72HIBi2Xi1OT9KSuCBKzNyo3sAeNUozev/6E2kuk/Syu19MVPqI9MBZba7BLIFUxWcw7drsBl4zcY6T+JyJP45F6LGcKNQ/g4is+sWUI6pOAmdl7mfL5D/BKIbZKVWHGytTgXvO57ML+7IGFq7qr6U7dmnZ3f8Ua+KsRv6aEpkz1ZJ4TRZxjW9sZhHmoVHYLz45V3zOGJgdcW/T7YJDaEOYJzSk7qHHH8mxq44tOf3F8FdVdAU4UeMBXvV/k5MG5orgrZ3BIT4plBcI7zvlLR/i6xUCADRoRjX6hzUYSK0hINTQDhqLy7VPjOweB23barycodjvZKFTKQjLCJUGgSwK1SL9trkdu6Qh41ntiUuVJIpgvV3S+8/U10mFErhlvxfRQ3BUunlAG3XY+4F0hpgzugkRJQp3ABCdtMDgAdNb86EsgmuMsifwaZVBbgz1Eauj7OgydCU3wv5ATlEABYPMQ2sgsnJDTrIjRNkC2BITf5H3Ewfga/v/ZG2nwQMvpVg50NUX+lHYVrjJWkanjfj/wOLG2E9DnNC4godYmz+0m940LuNtwkHx5qbvwqWa5saPu9CFY/6hFRN9f6nCE+WQY06v397MhN54RZ2ReCfVf472pnUrlqU0skZQTxcsR4/kPzNSdXg+5huV85ZZMH4Z/zmxQLzarVx2wtq5AcLzFFSq25WtWEsbZN++PsYCvEkJ31gWx+D9sysr74d+4cdzxpTajLVtmnrEf/7KnH78aXhVr10e3ViFMolNbvoCf8iWSaJQ5ATL7L7ON8MbHcA2io5XUkHAKIQVz6DNCFyFiMJga6Fc8NwTuX+EKY1Jog9aMGizw7cdKCKOhijIStq/5MzW30oF2vuuPqMtibxSaoxdgqY4fC05cubjCwa1jgLuvwkiy8pfQ22abg0acYl48n7WrGtMB2ips5POBs1WvR8sgY6ToBrXt1L4Z+6LRi1fJ1kjpqQ+Z7vYlVux2JDJbIdFFQEdYyt3b5hpJfmwV1yaEgc+fFQJlW8NGOm0ofO08JqkD6dBWSStN7LI2FG6TmHWpvWmpckbyGXQUYjcCaZb6TOvYAtHO5SI/a9oQmUgbQXyz6aATSJIr5Nl6S3cB5bVITAGWRv++y0t9uOOZaaBgIbW1dJ0CrU5NLXs9BNhUhYM1tRTayQyyxsDfMS7J3hOC5Gir4Yn1+pTG0e8py2T+I2ZSPpKRzg2GBiqjv8kTv224a9Y7QnZPy+88a16LJQ0ZTXIfyXnb5pLWPbqOI/ZWkk2xwW6M0bRmDQaFFh47aBnpsyt0oL4krh7v5NNyhZPj+EkYSOlNm0iPVhlbNe/8IaXq64yDUN2gpEYze9CC/ZJO3QruDsgH/5Hq0o3L8TjYllJedL7BErLLkhblXYI2JQP+mQlFb35t0fi6vFAXDrcGdR6v5udKBQI9hch//Rs4h46FQx1sixwHMG3Ucy3dBVtnduWOTgXnnk3Z1G8Vn+O+aGTWuScHTipCfaiZ79fb1pUTV8MjrvcfDFbEvdANyBd+nrXTB+WftvB7jXaGhJB9rDHrM5mti7bfJ9jaFqaA59NBY9fJoxnN6IGfx8mM94aewtXPQScF3F81XC1rDEmYVqdpwxLBkzNR+3KVG+m1k36hqZBGPM6IHieJyT7HqUTNqH51qCUVZnuEy2Me1i+JC7ykQD6KKXksXSsUv2+Y+OikvgEtG5beMddrwuAl58oVhkGbhIekHY2r/HWaw2sACF3C0IaFlXdUjiVk1yviDsMa3E8b2wZrL348Q9ZuzslIv/oAk9clxxDWpKNWpoGA27Jf0o/41ylL8TgfwToyAbdxuwo0AzB0jjQbNh/ckn/esGf7BvSIGdVkosh/XFs7hjVAtoBoQZbG1TQ8sFFEVO7xIYnkSno3PfiiEe+owSd677YKHLJOK9vlG6vErAKngMYSpcFEA/gRPyZTDTKDsHvWsOf1mlCW8F0Df+9XpKQxOqqNtlqNyZ4N8DliIC7OifRv04Lns1aja2z9hTMVpgaBn4qi74sOwKdowi5IeE9wTJSPPTIT0ix0/fM6SolPbBfbXtL/95dJ3cWUK9j/J6yQ1rKTlZTX4F6qfPndaR19k4Z9Ed3x5WiSor60heHoP+8tH7R+ZF05BtrrWxdHUIoqDQP4yCoUEihp0M6PKwtybIOzcFUeBNeMZgDx5ixlfkUb24hNd9tWaG8Urg0onZGLcNOf+Z3mksVxgmDyxzSfLuZLkujko+nRJ5ulGiJp2RF5Q4dVtNv4BKofU/fGrFQ1bjiM+euA3jx3/BffSAglBojZax5z7WxspEmwXW5Y700UdZz5VzIdL4kjl8k802qtfuzJB7+j2lu+Z2KQxBbu4CEeTYRI6aPmY5HLWGohg0QCik2Jeymuk7khR2y7zN74UJDIm8Sm7vwHuDbvqncW9sDNIJkKThbRZv1ZYR55RxzdlKTLRuwe2K8bwBYpw+LbWCABZprp+EIawJzW5ojJLuCRoXEuKdDFobLZjvF7swCU6pp7SU1fxc5drLVED8hQWpdp1DT9Gd19k76femkVToRCzJOm6428ZN6e51jPszmYcZ3Dk61tHSIDLDmEIbsogTTopWzLfuE5K8iYlUf4xx2sBuA+hRjwgwOu8tsP/OsihaHw4AEo8Pf11SZ74NbGpsij7fLNLceCgagEBkbnoHdrvYFYNPLpgHgFkXbF4kPPDrCDdAfNWxikRag6H45MoMMWK4UWBGMhMDHgAxK7eHkhMTx0P7P+6aChWCRsuOm9+K72CFyAxAmbAY4lhZflnGtbJuWw3otbsPM/NWQ0xJsIyBhC2WCxwBWcl7YThLRPLJPQt6B6/38JkhrzYEGz4ASDtMTdErVW6APAI8+Bx7kBRCMKXWaFd2xYoYtWavSOSgo4Z3CQw4SPLinWXfUUh39qzIW1ZIBm2M3LDMdTMur42kG+5f/eOTtjUaWvedE8TGG9/+Q4iUc/5UtMUkX6dzn9KQOudLhiHG/Kw6ltNq1glMAucM5xob5lfspvd1B4b/s1kZzG26OG5uRr+ymzj9+tccjNi9AmHOKxQaJmssOnZXQ3DJWJDKbTrsekFwH6t3nEEfoBmVa+zAzyh5Rp8Bp9dK/PYeMasexEOnwTFuFRdCKvqRlH1W8kBaVJ9a3cEtfxV/+s+9oL0jmxUV+1gnwPhTpSaTrhzQn9qkourqvlsBmPlXvu6C+yhhM0YA4xAERNtyX//wnCjSIpRvxseLiSO+SAW6WKUNM55YILql73UhSWcvi8ABpKPt/srUV2B+C5eOGmVqKMMPX3KJrJjzQHu7JxbRIKYPpRTTYWlOABXnSWGPV1V5fh7QZSJO7nul9RIZr6IgafZ6ooA5tF5HDY1FVtw+ue7Sip8H6+goBi8Jjk/24oHuKdD7e0dPghKGEwtEO1PByi6/hqF3nKfSeo8xCcS9IbmSb7ZQYEfMwH8v7G4ERrLM//H1EPZkPbc5jZaN4UE0oj2WCZEV/1Z2LVJXnVf0bUrHmkZ2yXgFZYYyTD43sPs30Hw/vsuJE7N/D7jKnGje/Lx7QPxIZRZs7SRrzPZlbuLWTubKtOT4rRFrQUt7VO8APdFt0zGWfYbu6KRgG8VO3F08FprNW3WnpZM1vVNlF3YyThURsTnn/nn1oIghKU9llVxYrI4CGBPAEpjUK9TmiLgKZZdApWuawVP8v4a3hQRY10pyoRCZIgh2HX9KJXLYaNdu53w900tS2iyHqKZIJUjPnvAsI+JK7JVU4cbrdu1YQVqVS4IaD0AogrgNFOaSyRbPe3RqgRBE3AfziZtY5rWFk+rRM/DbN/lnF4HIjxx12BWYZ78Y8Q/U++MPxBBC15tUZb+HpVfAreXxpkjrNflHM0VXh0TNs5G7M8SZWj4wBRDC5If/qWvRIeYyNV127wSqnrUJmYSlCqgrFRQmKoDA+z0XatW4mcuwB8hMMGIb+f3twQtHg2sSpXcnDSLmYNvGFIBUqTohBhRie6GTnMmTTCg889gXajGER4V8P8zJONi3uW5BWWAV75rerKQ3FRLnsu3iDchNsZp/9uD/2nz02kiorAkMXrNc+0FjtsfvUqkv+j82Gdr0NMO+u1LCFRx3wW+2VxYdneTLFZldjl/1itNTinZsoLmU5X7Wz3ajDKxtTO4Vu3/36wnEnQ+apm2ULu/24RHRsjfrPhompDWGKWnqOpREDXqugUXDymgiwShTGSl7nRbcJyp/7b8QFxpgCbQdCJq7HJUmS0fzPFhHuI7viu35ctB/MuhcoO0gA1a/0UOu+VEs3iAi8P6/5iyZDWJIujgnNHteazv0gSQ29AV+q4tlJWkUebUMN3pKFu9BgT+nz3ELMuB3Snkr6hllBd8O9XcvmA8CGC9cE9gI69K+9iwCxQNM6vaQFXLRVDYmgC6eOkgMlEi5gRRjzG77HjM7v2anoGAyCUB/S0ZFl+m1VgNt3395vM+MG9+wGOxKclIEYfPyA4aeMHGPIgJGc535QDFSwAAqAUQhprybz14I9RMz0z7LZWZfzgo3emQ7exOOQlIhm1FS7aNS8VCqgInIy++4CVgfJvWiWQhfAKZQIFPFUxJdZVxQCBPOEympSoQ96n0wBbaTlfzcVzy2QEOWThSP1F7IOpNP6gBvVP/wRoqOElQP4B+BJnTnAnOdFE25Wvr6GO869tTeKUyE6a4Qah7U2aflxm8RHCUkDRUMZ6Et+DpPZRODG1eGdlAtVkJm/iWWNzK9i2kk+L3m07f3Pnu66Vh3axZiKerr8QPCSPFhduHSv9F+Rhh97CPxLs/vllylnpzWo+cCf/qpUNbiayaPjkSMMB2ro5GzXX8PfT1Fi0gZnuBsyzIVhINAeOKdKzRiabIvJtPEFuJUJCzRy70LxXLIgKejxAj0otkUbvxLYSoCA07DJt/IsQ5d4ISPbqPYFsC5kVLbvOqiQyECLQ2RS2vtLdsTnfYMnCIR0hxvNLjDqHiac43QaPCzA1Pw1gVGBlG4nnPj2jD7fPfMmtd/uCOANMwgmYIy+MyoZAZJCFNMQ52s8eM0iiKi45NZpy2UJI8Und+C33yrRfyqGrUaFhpl+wBF/JcCbAudKFjkrH3nM8sDI4+Br+KlZZoglMWcK5C51M1JEWaIml05skjZUlNeHgL/uCdX4nAvhj8MKvp9baRUtTeMqoWRRWTSmwp4v81dIfFCX08sSZWDcXYgP3n1pU6R72tl5zV7CBx0WoACAUt6UGLnpxlVEASbThU5AcNEVC5wYc8j6bN/vUFdw5//wvhOvJoL+pUwqHQQeanj/qYgHddiP4EbUhgsycu7aaoBgcGqYv5+TslBvLPROw5vDzKnUGiLJ7/RmSfA700QdKmIWbQ2GOfyGWTsS3s9NL708i19CEKq6ayMpwE4AmsNOm8+N8vUXONX78zqt9+OCahxfetqQID3Jz9VRJkWQwEABWnkQUbTBrHLRQYaE+eGSL9kNatXeuJJ0AKecZRdWutQEZG2C5DLAIKo0iWr2xHooSjYUK/jdQCPDD4xtJ7WDUmd2+S/foIA79+nxQcKH9kcjezxitmQBlQOEvYyJsp71j/ELHruNkauNCOI3lKXvNHmMcpu0hiBgGQrKb4sN3MYT7IkTiAjlJeS/ukaAIBXlJekHojgDgwO/Qg4VEiC9WHm4BkTyvWgt2fXkLS9Vd0ensE+uSQhOhdyD2KzRrVQ99560KKVtFrvnQSWxrw7C+vyrLCswsmJlHp1PtdBvfV2d7I4oHOBnJFrjkNzYiyko6sOQRETrPx2um5YSWblB2+I75UqW42rhpFo7tv1YIPPMsbzCSoLrSGRoUl1CXKwJq5D36LT1Ke8TG2nmOAqSShKIJ1/uwYZSsFUZzadelTXHHR0jIyqgJTTn5gQq9oyhSAdUkcMkJv74qBgOJIT6zr2Fq4/1KopNX1ZbFaZNbjOaMRXZRU9k9ITtOEiCiLJ7BYbJDXHbi1DXrOYrEHlJvjJyW9npRk1ceFD9SVJyyi//i7UK/hQsuRXlyfuY4QD/mi+J4EKTEgPLALTE020swe06iLk123pqDe1UMLUcw6VU3jE1u++q71RGdNjE2SjenBrShVy68RfJcQefVPyQa3ChvibSrGqxEb1vaafQhnVwLfd1LU3t25zMfvOQbabcYjgT1Vull0r4kz/T8b26N8GmgCth+kBaDqKpvV+2KgXu9J8Du6ah/VE3h45NzgBaQ47P0fH8k3NCqKTROUxot5krW61YbsQr01LyQg7HX65ooLxMMpG8SNwirXByef6YCRP4BRPv24tqCw9eZ/ZiEiEN03j5gZVUnAo12xpSzWAO1GBgQ468abdRsnVuu/ixnLWYGWe9t+w2/DmgASAQbEv/vZxM+4CorKCxVswgrXn6w3TM0sIf6A2klB6twVn1zECCHN0O/zFXZlgXFCu1cFZcwKHKoDCVf7y3qcxXQewqrSBAsKlDrlzKdV8qKMnVpWITAfDRZzI/29SCnTWbV9f/lzbtLgtJOzzg2rz9ObDv2FW1SkStsF8O6JwyS45XXrOuv+NeTx2ySMxWfl/fO0mra/wIgfHFGIidySxFmhM7Y3V1Syadn50Ipi3FtLZeIi3MGXTtqh6qVbWBsneN01P6IHdaDB/64lN7bLj/fARan3Mo/Kj4JDFkMMdgORUV51p9D1cMz+xMgEZT3tvUfKwzfct0bN5cV8HvHUc+2WYFm4rV+TZS6LwwW3bv2zR9xiOBQaGcCUK3X6pnC+Ddqy2jTbbcS8z0L9vcID2AwsWOyhDvVv7JVdrVchvvqaSQgcEJSaOVOMYsF5dgXQl/w+ud/JEiTa3Oq/vKFxEUN/ABULPa7bpgQKpf3yRADUKEwzCfVdLRvV6l3FkBfK9N2mIB6q3pqW3YZfGt2yltvsduf+h42nfD5xSlkGeYcqm8Z83K3Ycnxxj9LGfyFJUz8xER03vsOzH2xdzWEnOyZ1rdVZXVtaRXtCt7HpSm2Eebwd5rzMg3qisyiydeK7x1pm+bK4nMTu528bN2pkzMc3TnVUNGldScDb7h+s8h+daKNtfsLz9JY/US85t9abdx5DNgJGcc7JfVHffKNUTQR5dvbmBas51O5zfZ3RaeJlu6BKwu6XrxCNDY10IVnhFzOmW+9eg76KnM6m4NUUi8/9AM6Z7sRUlBnuhudFr2cf3Vt3Gy0NWuL4ExgYRdg3QQK+xUAET0VZA530zQdHqeQSDb7eZJtve64ACKJ3yY0FtlyEo/ri9H9wquBHSshEKMFsh9reb3ZfF7Hq7gHEcRO697LNujB0EKiRrxgleVvc6ruEJqowHBbvK0Mh7/9ZL6/1HPBg9dygfFJdT3XgveUFNI/NHuVGsV9XaMzk3/QRltxRjpKLUX0CBNaQ5wr4P6p7ll5F4sjSGEW0LD/2Q17FpqnXyTtEbKTGUyc64Co4yPmR5fKHmzNOxai/StEUn9SpupdS5GDNcqjGfn7EmSQhr605385JhsADiGvUIcf6h8jcdynw42gztiezQGRB5uJon6UIZJtVj8dUa48k70A4QEKGt05CFF4jUu/hbjayhoh7iLpFv5CBWVQ6p8mS+WYoHYA3nrySQ/Fqp/DTwXJIqSCgEKyoFMNabBirTqk4uyz7cQxIwfYvUMUTwvIwnw/r7s2NfJrjNzkOIVaskvmzd7XkHIYt0D4HMBlrbRSqli/K/EL0kssyMEwb7O1fTkyAscx0d5JBAxh3tVpiBtKHToClW0wRmTa4ldt5NzphYH3Awb5Ueih4Tto8m3Xepc++ut9/PK8QQepBhBV7pfNMuQJeIL43RSETx08xpI7mxfbAut0CFSJsMxeSLq73S/0w+80ngBeK4sM5LXETqXTGY3+ZwlSaD93fpvM/eXbaSQP07+Vfq5UpC0t80KeJT9Nj3IHeVeXLaIZC6ZVVfV/76C1m3vsYpYz/uDXdkUcT4svMCLGyhwpKu8W8rKlTvdBME+WurCzdvbORQ8EEC7FGj5GJVyujLAAmjO9sJQcIfyMOoJ0ubPw/PlcroXvXxKAexPhSRFP67Pl+pSNoo545dZ9fnpfbYCs2oMHhHUD6Dl8UfsBlKm9nWWK8a2gPVfsPLNjMc0mPAVWGTH1sNVT5eysXHh+VcsRIw1madOMY/QxfKp0tHphVcaKddiQQQ9B5Nlyog9EYIUFU7q7bA/tQzHdXPrFUMbUKko6g85DeMouqC12hSaHDNLuOJmJly2UGo6OD7LdBxK2+aHhMUgFQDvh2/DA7ooG/oxEPrn8kphy04OO4N1cbCsSucC+41DLz+R/3duB8yBvJ07Mma+iWIzjpGL5E3aHO+O18W4CPHBTHqVcFooaiSombic6KW3rXJpRa/CPOX0BWo25E2SoSE1/Q+2AvAMsb/8MoZ/UD23vWH1UiVkKP4m3J8FgNDn9U3R04y7WATpsMIZk607y7FlNAO1Rnqnu8zwgIolmtPCpWjGIpvA9pQxKAjdPLbJAFM91lr2IsyVHALD7f1Zio3H5TYO7Qh3Vp+mYyem+W5h7lJ44x4t2MOgYIvOxswiPoNv1EuRa2pOI+VD8MSIVJ8onOGHwmLWpL0zzINkCXTyvxkmTVF3logJ95CNPD1S+QYu/jSw/CSrkQk4Ov1Kp2NfQYgIRxX+ehFw8uB2lXVeU6qTqgsF/PgJaMJitWNLaA4cCnMSNDX+Gek4lLbHUhIjnPRZeJYMN3DJTWTarQB2UNC3PXretCIV/9l3gv8/VidCrOfobUOnEKwDP2OH9JOCS0JxslWnrUJsZDFzNq3YoUTImsPr/oM8e64EnH9Q12qKU8CSLJB/cf4Wgg6wK+PQZ/hCbijIToq0jYVW6tQvz6nBMBGR9zudbUeeOMqCYLD6Qro6Mszo/3S7wV8xwaAN2YRxs5c6GrVuNycESon5M3IPH4Fvw9plpuAGpOzYHRjiJMYOJgjQguEh5cG9A/LtASWozedLW/amjhTFzobP0WZSYsFJZgfIz5ro23KqzQ0/hiZMssab1t/GjMpGMd5PZCoU5pSlrNCeOLxlYBaP/bxLToFP6yMLiQYyteOwPuEn7aA8Xrslxo6EdSk/aLi3hdNM46Jbrhrr8NRYK31PZptyaOtDokZgPyR2U+FHUrbFnFRzZRGbhCFCpOUuxtugzOCIKwomIaFSp4IRpPCT3jLwKDki+q9KeVdQ34Boko8OAfddoaB1S40zqhWOO3LpTvxrb0vuh1GlIjYNEMxgWQoBk+AimvRHT0rFlGBQTY4ul7FX/h8b6Q9coclLzdbaNsBDzLFUbHmmA+W9iirBnJvvrYTDh5lYn7/2TxsLo24/4OlP/LsmS2k964rMqvKHVioBBymqJurXtQz+7xPS14y0+fwfrcaW+9OkG/JSbyX7cAcUoWwdGZ3XoRiX6PHiEPrzs5lKKu5ssPn5dqOLeQE+IjFs53u3XEdx/cMHVvnH+c7syFF8rv8lnOw7QZyCSueYXolfqeYIBenim/VliefbTeFc+dJIQH0ccPU3ymgU7TGHwy4t/3mF5Dk4TQbUWejZWRDaPYKss5yfylJWN9iqtJT5PgQLQfCKI9CDPXCX9Dd6IZUmN+6t1EvShSgkl8IB8RBAUAuBpbsTkhrQY4pENX+AApFlFI/vunMK7UeIjukeDmC96yo0UYwqn+KYhEiKtL0tC6FFJ/CfDrFHT41sJVo0S60LF3k5BKZLBmmaFJHqIJyIhJLI4qGqruiNVmYMDW+eJABvl7g8SdnsnHz+92tqmXG6V9MmB9GaPJ+yYU3JMyeOE0fKvXvxQm7bGlBSAQTlWc2hH7ulAVq7bD7pm8Cma9PvtQ3eK+GOoi//dV+6F1ATvxjIVmI89qkud119V/6ZbOIa29s1RuuaIRVyJGEf3JuO/lnz0XN3mxEZGsm443iqt2Rp346o8zSjPEq0DJJ9zwSTykBavrzA3Oo8S/TjJzrc6ojCH5IkAtI5E6Pv4Dys3Fk3ycp9b99TkaUW7EH699VfkgeRSBZ421R2/jG0V6MHAHZwYEBSgPppwZJo7xwwNiYdx6LTwGK1omT25PRd8sQ+MTIUgxJekS/qR++HGcStTilQpIy9FE+5VI/QRkycuWJcQLej/8hg6h67bsDjmAdTl5bOcl5ArSkzW2eROoVUgHbdRiH4XxiQzSfmSv7G2F4tPHyHpZtzAlW+Z+ElwcLw6r9VNLOL6vHDb9w5u1kkG03rQVHXP46gNNT1Gooroec++BT2hID0KA0X2jksXyLP+/X4vhBTg1X7uSxeAh5K75/EIxq34jRJKgwQJ0c6NaDqZHAnzJrXFdwD5DuNZR5tJtKRpPmy/n1j/86rtwcRx9DhxKUPqLu4b48sjXBwBpMpvluoKPHq0nfZGvL+fo+zixW2Ze04r+UPjHecBwND8HhhcE9KX+H2VRTr/SfeoHRU6B7FkRUIpTwBReffo47uSDZ455iHl+nZ2M7Cuatsy+h9piEl81XVyMELn621qPTLJMHnlsEXgvEAPF7UYFoOF6MEFA6hp+h93/IO3rt/E+tQ/ebSgzZLE6gUIB42tX2MDKiw0j0QDeeLfo0QJcfQ0IcmjT+vjy2n4ZdgW8DL/oOzl0Rs668/g4dE74trRiobST3W3PR3i3X1PiwlcwHZU6ZLCEapsCkxAIVu5n0dE/hUM7szgtygHj4uB8hbCXXhxvlo4rXXzl4s+HP2U2zB0H+WjnZ5nm8glzbpUjcV1/u++zQQZB5sNOBcPunbo6SdXwphVtZXEwyEt4NgaTyFeXRzrOVq8Bz5pvEmoBfFq0wWVQRCendANB716twr0dMQfIZlc0qzPms6NLOcbUfOKt6oh43jI5QUrukCthRF3HTBoWWjFhOdihUk2SpHFlVzivvzJCNSCGz5ckhfTrTNhm3q3qZIMLl2XlpWlMwim4wQghDXTV3FSKIZP9rZQuZ5zfLNe4fLO9gdnX6Vta7PALDzeoyb2WcPAYQ2JWZnors7K6PuGeowZasDVnLujDDLYuyNgn6F46theG27TXpj4UoGZ/r7QhC2oaSItvp8eMJHF/rrQ6DXiU69UIMGS9zKEDKPFz59fQqJVsiVwh2L6cGuKI3DUh5sb6iJ791ZUobadKz3m+4asMX3HtkAcf+Q0d5u9RzoqjLc6UI6SWPFi6BMI4MIBW2mXq6REsFv9CelZqZzoW/gsbjoo6/cPZGG9P+hcoAd5J4TCSXDvOzrPEIT2f6C6DWukfvwR8w18kR4lKAMl16yDq1URhVW1NLe0dF0bDQ71JOdjKt5RpCTD6ZfIGCV4gF3bGiMjOcX0lvNCWwA/HBu9Q54R7DkrWaMOWm7S3HhvMbHthGGJEAwtywGmTCbZbmPetx/tAnj3k9VOmBEt6eeQYbmxrds3fi+HWlQZH9+U9r4ohX3WP5+rk2RxrrE/hAjW4/kD3j+7PRXAGRqe8P4YfcYTqU4a9Re90hLmfgDNBmeqGW0rjk2jkCEpHOb99tQeSKNr1zjvAxt2aXU+0rVU2v2NEQJeZMW3KFUhZCuwnbAVMw8/2/m5zjHVuN7riyJIjKJd0w7E/tljKt/lpQq6q3JcrX5Plgc5Z4fwJ83JHvs+J9/IHlpp3ZAVmv3JlVhK5EX6MOeQGHv6vt0INe9FfGhDsgOTEUgUcEaXQRFXb8AKnF+HsizckiDr6kTzhX2UWC3kycuRLwKJin+K/IoMotazcDD4L/V0NekfAKOMrvPsGgRo3oI5GCHbyHy9ebQ19vXeDsM2DgLAucUupRs/E6pgAPTMv/JLk6D/iBPd/EtufPIhibLyzcj/15+33znvCvUs3/TQG7xL/VxnOsC7k3GukEl/0i/pm+akuGBXUo07jcLY9Z0jMJ0G6qXqo+o5aorArRdAtV+Qg9QVU7oIy74E21K6fqdNR/VKC/paJSPHG6ZOeMhWQ39qLm5NvlBapI8SX1rV6pvXT+/kX1NNUehpYuzjNU1bbuC2RXfnwokTxWeKBXhQrqpbOvEuS1YicFGOHV5WgvcsW0HSeyZmZrAa/5DUkCanMvg1t4Dt7HD7rvIbbxFrNh1XShjhX9/0kASP7vnJyz/IDABargxVR81Kfetq4VJrugAcQswwa5FQZuEj4wm5f/+48FfU6qtmeUCwx6g8dEdCMmaV4OLAK9smQxbgdfcU8KpdUqMjZuiwcR3/OAlQAv/HEB96NH9TuLq/ES54jT9io9dyHU2u7vBSiXMEmZAy0zcuGxPejbJFo4/Hnmp+CSpWtYsG7HqvALPcacQdfs9ug+h7iVEjP/1pwIQ7mOQr12YWDWYquV9e7k6nYQMKMf6Ao0eGS+4xny1SADNMQlUqcsMVDLEHM77mDUvxPRrAo/2ksUomXj3afQ/Eq6vAA8SarkoWbEdBrAhafIouZf2BxplSqYgS1+07sjExAo94cu7j91oQ5QkmA833VXM5WoAekqsEZIKiNcc0/GYoXx2LvbgWR9FBZx9bpJM2NuurUbMDIa1QcU/K1o9LkyXRcQxZrqbaq7+nnU8mpYAR9X0kI+fSzoz0XDhLGgejQnGkTj43uIKc3CdZRldM/uQfqKF4PhcrY+0XarFMdVszIUlmn8ewhZ7JcXgOLEoKfJzwZkhzpmT2GUtN2FR/Ff+MNbnBlcDP2Iwj9d6qdaTZO3YEPG/EVPmFdYpMdl7eiUxXjeqEpPZAIrj9ScM4wwhOmvVl7dWu8Sl1TQ4ZRe4s3X/vZEI19GZ3L++yhpF3FwSB++KY+w0XR0r7cioYivbwge/XyGQ8gVq/LuveDmVtvsNFSCfxcbgSJ9hF7h+xrwRAIP2Jat+2ZEB3nHgqT7o18PfOU1x/6mOQYip3ylotiR9/6+B72Gmzgf66O51TIYv7N5O1U6plGuL4gbKrT0RbxF2RF/XVTBeCytuc25ZPjnYwjhJC/fBFomfaQmC5+xYlm2yEQmnL3k7JXo/U6NnCSv72AwTfZgTsGICRL17+OGDc23/EyM55k5yks25ZnJz3ItPUgs7C+GW9CS++WYJRw10WQA5seexJLfKA+4W2xYqsuD8kKz4iyRQuIlGfWwSFNnPrY5R2JLBvy160Y+hvdojT16ZeRCNZjwzeY0W5mBtAU0Cyg1v8oJwT7+2cVDGDGTBPDgpWNCG/KveRwUch86QWm4DlOWF1bENGP4XP9Py4TgX1oC55RxJhPkKGiS8b6jV9C6IbIUkrp4axRJPMb9UVTOWAHDnoxTYT6KbTHVdXYQ/UzXA+MEPUkwLaYBJYRuzTZazl+Aegh4M7oo7ICckVgLizelMX+cXpcyxJOM9944JVevczYRWUnGEOinKVDPjzM+lD++22Ue9SGm6Rinlwu8i4xkYka945q+HxPkZUEPa8wofHHVm0+QfABwuUEC/Kdmoxe6lmczh0drS50XrBHmb3q0ITOpc98GS/dfhAyju855WICWv/rVqyMaKCZ1qI4wxQDqrmteuGcrTDV5NonSsoYKWvUBQhHM0s1U62LuofB96GYsDrjy5wLEMPEI1LlIhaaooQ/ycNFj8ujkIwyxSssRVeHUEfIJxvjSIJ3Np8V5Qz4Z9C84q24Y6HPLoM6Q7m5+wbhzlbYzhueohO+gi+Gw5dLgg51KMRwmpkg4QFcI2tj7DzsMZd12E/cFbEhPluHWjL+w5jAN0FaNsmNuXMP7wbkA0L0bWbdzpu8vaFoMMilisXA4QPEjs0B25cPnKd29I4axirZQNru0wPSfBod9MMh5ZrO1xd4VQxLIErYGM3AEwtHI4U6yKxm18Z4Iv/UbzDg6Rf/s9Y9tyogoLK2OxJOmPVmJqwLD4iBIig9Xpkhfovkr0iPCKu5LvRwIcjPeYRjwmc2LJ8EZ1+sQYQt8II7JVGbFJq0C6NvjZXQddD/Diz4G+QSdatCRGDx9olS6lNiBAxRPWSmhwoE43+n7Yt4SNVaUV8AKpwY0JZw0Ty2wZRFjqrYXL2+eBAoZkLBQ15kYnxItZhNVNpJv8oxAhTqK58djGhFGcCC0aIfnj4DeUu+L29jWLBuEHwbld+lYvL2BEBFsz8/gfNeIGQYDpMEzPD/d3gEfCM4HxTjyNMc0/wRXanhOGMLQacAPDxwlMAADO1LrfO3is27Gc7lq1WK4U4Crf+5U6+uV0GRe/3GJmPEBuEedOaGpKDuELQCIlfziRazBrxg4/d3sNjO79vbTuQG5b4k37DcJ5HSBmC2lpwTRx2EdIdrpwUUMIB5Fhelofjnk1PbQNjjCIJEfhf+GWJlIwf1hDMsF8MeV1330kledQbPvrPue31WlVQfPLr6sxNK4HjjVIM3/WDB/d25k7Ao5eZLoKMKILQPckotAGa6HDL4z4SiIwfWHebi8qu1aGIhzrnVXX2RDTvHDiowXPO6V7e9nDr4AoHWMK93HBIY04xTx8CNHZZYrlq3ZSJSaV+UW54S5ehp0MczrOY3WCM5w1atU7cRdIT275aqPKOekrmPvbnPRsANFeDvvJuJXNreh4XiuJy5T0sY05l8tAgHKPL4KEnvCbuNOKz7AEKFk7Nr+GOfPmHAiOSPI1C4/WNSJYyfymRdPJA9wSpyEbMab/T5H5v5cg4Z1MS0gB3sIZZ1ACKXK0ovqBkwzuznoYBN8SYIOX/aGkI+FPnLT3tpd9gXIwF6pT/a+bAoVqNk8d24X3llni+dfvlNIWBAHIvwQn1rMNow0y6c6xoFA2A/iEVZE5m1jD9IV0Fh5WknAkiscnHZzqtngys07QMHngqDtz3aSo1hteAshaT1gm9/IaatFA7WfAE6TrGnr0fQ9Z+1MA/SeSHTDolYMnfjrBXb9UQnFBv16Vly/f4lA7Bcca7Y5Xlkp2vnWBFd9N17kaysz6rq+Zg7+Jr2LfgexMbpb7l9bKBrjuSzWs7pNDwIJ4aHJtbBUI/sP7eI00DX1Nbv2m0eHkQvFxdG027KLvYcgztpGR9XzRNYmVJKmo3OSqVovS/Msg41kFuaxeLsFf/3Qy/w7dWmwIjIc2Z98U7b+oFHhiETJ35raA1aoe5lAo2WcYRqmLxjrfX5uM+4zFhIK+sLAU/bwpSBPWRYeADpFdjViSuOfwLwAP/vlUSZ7TUHUGt6AAAAAAABTr0BMIbD/hEf5GNH+CphXtTzQQ8rKSKy5Hzo5lMPPpfuYCXf0pfKx6h9ygl33nzzf15POJoIGm+zXqVhi9mQXvDLDy+hx403lg6iCA4BzoIemp2/Kzp0f+nUkT97Fjs01xMTvRJSRhsYLeccTd+8ECnXTnAOOa+/YZDu7/yOzzoIRPG1tfI39WPAa8a1iXW56Xe8kgkZvzt2wkA7Re5wWglhMmOofFIuSlXPnmdjMlz8w7beFHBZrMv9YVyae/hyVBwHvnElxArXx1H5Cde2ciTHTT12S9IwwMBBlDhH/89GLbF6a2pqyDiO/FGoMMmcySE45wD1bIuadOtmx1VjxHVGydlX4J6A5urIv6Da2zpTA8gg5RS0sDNkMAwbKXQ+bAYXVPkxCioABWMYlRT87bo92V9oqCccUn24I06gRje2q2Fxhu7C2Z/uXVgfUHjo35BIbvZusCkWEi1aR7M2+HmmVcimR+E9eftr07kd+gKEH6QECQOqh2cGlPI3EX/cDS3BXsurKipWeGG9V5pXRa6f/ZGmztA5XZI+JSd/aBFnosS5+GoheLsTsebdqCSotFo14VeJR0sFQR92ZKwrF6gMerYng+FVmm46PD+zHrGrZrlF2eNm1o3Mqrcdkt6ukpsH9XztPa8kM6b6N3ced6Ly7ZzbZ3tZv0sNtqZ7LMqWfHDEChxfMDGm37R4prYb+o61TJAAiXD2epm2t2fQprEXzzFCYvt/lMjCcQyRCv8EsJeWtBSxv/NDtmfvoT1g5r4ak77cao/Lu5akWAWTUIxJOy6uPMOZTjQSqYoK0RZNrlMqi/gKQ4nOg3bvtRdvJ0Aib+5Nxnd18GooHAkw0n6fGuhpKJW/YnAm/idLTc0UMAJ8HWU2e2jIGjB+vB0L1qBo+uGquN676ZA0tQDPzagAZdUHLv90b2sN/nNC0W5mYrDO4AACqAn6jgA0G0JjvXV0S+5414xcU0eIDZujluZMv7NrWm19wrzh2iMHHCHD6vPya8gkNz2uO4ZU4E1pBhcdXUxBnMLQCZqlH28dSAEEGWlU4fSheWC67JYcySsB/dz7tXALVpXeodG6erzRW+eoVAaT6CNhYOIYf9huiHHTIPzGy+Lrs1YBI021aGn5+Lr2zA5wtUwwd/2l9oIP6mOAdN4I9kiHFUQKd2VXFs1E246Lc2PMFZf+IJpcFwSUvrxLatRTc9bTcvtIkwWqI8GSZYxKlcQPjZemqpSG0wuHc/OrCO8IDfDoSO0DeTCLAdPYcLpAHIGpJDbeNdhpvZoIcblzr6ECI/j7/6x+OxqvDkw7/cxNcOdt6GtGoY55wUKG1Zxn8OwZ2LxiW1TZnkB6JmtSB/NIUQNyzzuqsTjKr40gVCRSdUCsqeq9P+U1zl3IXkCVG+WtNB86VKvTzhK+ZLb8k8s9XGasJHWBzpeyyy7dKm+iOiDQf79vYMak/0CmN0x8WhbLP17U2GTZxWbpVPmyPNGeLlC5Q49eyqS/Z6TpNBNVokxdH9gUt6LbdWhZPtBxtWvb0B8opXTIJMNt2Oq4WukdHs8wOzIezBWmqu+AdMmh8O6MvdbX1GX2WXmkDm75g9puQ9pXGfL8HBrzJP4g5P2lQ8Rc1lEBbXdORaAujLd1GzIstCvqgkMEFdymKnU3b5TfxqTmqN95AvPbiq9YzysUGl4xXX48L2F0KKxUjue2bdpcPlTpB7l7jie8lTd2COMsKX7+loe1/QGU91NDu9TwA6Q9dUTf00rnvaoMjJf2BHtK42AAAACY8AAAVYBYKj82lLxspyeJLrXvHFZtXpvBU1RIyFTmzMxkfQWsf134A/Sflahk8NbzGkLPp3tg/VvlZbQ+PwPlSKBZQJzyPOM57y0SDHEYVCr2y2131xnVNELR8p9dPFJqcXHuaOPJZ3mHD4ExGMe/f/94zV3LG32klLtGbVpn+luD3o/W6kAag/x8GbLclnlRFF5q1UUbpTyK53EI3j6E9adh2j4o4/pSpv/RQR/7qKF3hepH25y6smxEKCO2x/4njGeI06NUK3krxcage0FmlMsec1wyYE2PzZcx1A6UqryASW6F2hb2QJLHLhgS+u1LS1tk/tzITBT1CHZ/ZKuogvKXjbRT6eexaea/wX2dl2hoIQ9BVTrQkcpEnlrnFz4RBcxLxM+xSvjT+z5+v79xFEI2kcC7KTY92R0oaVAqq6hJ43qOh5ThJwy6bHgBe42iGXyWHFOkOE2tZUUh2tNTVjb7nANTvkvdk9oE0F3M3wksSjuJ1puVxyDGy364l+mEhKNZdzDRRwufiSWk9ckMHFAkUEb7dr3XqgF6KPbWmtnNzQXsZu3qzUEnunxPHusus4vloVIR5Q6TMkSsocMIImoTXrXw/5V0wHj2vCBHjmZ8RCHcVvAdAikkxZp7KmU0yeZjaA5qBbBcaibMSwolM94dlueUk0wmF1TCNPwjI3xCytl+mAV/661vy4NrRek8wFD6vziWuZAdA1npikC/yvW/KIyi8Qr3jl14+wmVEaUIoQuhqWscMJO6LLwrOAAHcWW5MQVPIIUB5i4MVXOfvMAc2qQzvjI9l1Xb4U8AN1RsZuKrGVZ6PO5+irlbbpepSpmidwzS5omXU3CQ3AkenasfODD1V930HU9QX6W69ajG5H/UZ8nu7NDfNg29b9+ojC5UrYsuwE8SWKr8CRb5HqwbZp9vfekNVSOJkRONg2Qi9HdjFoCs+pzAynTWv1Gk1nhx1mghp73cV4u4LkRJwZqMbVTWPas/geD1J9SkxMjBvVHkKOF8JkBXJjWsvr17HU66ULsb/1f3KyLjiWIvBDR7pvkoIYPLhfUwsVa0a2U13v43elR5V4JFWRCfytdDNr42YvZNnWEzk0FUwW+p5Dm7bBJESk982fnV8oTkj1vM8SwWRIsx7vKVNfIZklB005TtPSz/Hv/ubiFqkW+Yk3oCjTtpgfGi/ExfmqRMvoC84AObb0GE66bGYVTiSs7zUaNzSyuxs80o9f6SyuKznUzfddk1XZWuhgmdiMPtYoM6yVxeKpCOH26UoSoFlNJwiQOYo4dVI4CYcu5MT+W9D2flMeWWYUxcssmlOpldEiuZzGVii3l/LjydBUWNbH5mos4naVdusTbZNrFYZDdFmL2Zz9jMP2VvWXFa0U9tOQHfIyKxC1Icj4dfLSX5DxbWxhQu7OiQdlMbNu096FDHqfp4DGJ5hB9eM1C7zBAQjzXSHKw4hhPZMlEx+95s2p5DwA3+pQjSW69Hwi9tzBMH4LFitv+q6Se2SgWy2Zxv3UJj6Ssi+ihfGhNvNfmMMztDOStMv9to/XwKPhBBiNte4o2UztQg2CRj67hDpxsJkugbxz8jfLc0wG4FTMFaEANqZOdqUk+On2q9LVYphIrAvEr/8F4AiIXpduFcJDu9Wl2/8I9ou0O1vyLu8bWOixHYLJr52UXkUlalOVI5Q2Rpk0PasIEXBBcOFqJcvCW21jZraO2KN7TxxcNppDP/7rj7F1HHn5O4tb/9ZCOapfjw9IGmHbJVVXJyJ7biJr+E0MD63jD1n+ytlXkuJbX/GYhpgXzcbVdqUQ9TvLnQxAKciNSIVRPPD9qYpIMWlR44PdFAJfEokZm+T6WDweSGlpSx7pjJTsY8Mq/E28Q4KwxODKd25WebVPHVHH8w/FxdKKIyqpkM4RjOGoN0IQjlI05em7+FuloP3KGGknqQZ51yvhLLNK/7s0ICMNGNBdM7vZE5SwrrkI6FhNf0jtcN9RKVuhlnA6iTwkDTeY4ViqMOruvDxFBd4eUwnUrAtjo7Z4fY4Fp2dkAdUPUnCN1phBGLM+eZEDRt8GvMyIuwQDcIBqv5REMzs/123sDESH/etEmcQNZYhnOB46KUQqOR4kSEeWmVanroip5HYUknqnAWzoj00I+VM20c6IBztoLjwC973uRZQSWijzM7E2llBK2OCZ465bY/ceRJs8boCBdgBVYrADC6/uckF1ftFICZ+wq04hbaD5LRVAYKXzaA16FbJNJXeiRpPzD9AHmFmv5RW7byxvPRHWvyClarhEjYgQe9/fFCMPVwvTyDmICaT+s0LP/SOdHiKKCFpxU6It5NlqXaty6PRelTaRF86oeHi/wCXy3SrLHTgh1Rx83yIehSAxofCP6C8fKaa/VEUubrjdB8WoRSxKfJI/WGcNWJ4juvPihFEseHUog/4qzJpUKm3FbysH8DcHkA8tfRn+kQAl8a9TU5fyqXOADOALSJV8LsLYqdnISJDE6OcKfWUNQNqxyIfKVoCHYaUaWcpBM0KX+FsGedALgBCET0ZmHuWukcO9hD8pn6pZMZPOa/8EWbZMXmTYpN27NbM9QAtQEh1D9/qo1K0T+r86m5AAAA==" alt="Deploy Qwen3-Omni-30B-A3B-Instruct on Your PC Direct EXE Setup" style="display:block; width:100%; height:auto; border-radius:8px;">
<p>For an <i>instant local deployment</i>, running a pre-configured <b>shell script</b> is ideal.</p>
<p>Refer to the <b>instructions below</b> to proceed.</p>
<p> 
<p><i>The system automatically triggers a cloud download for all heavy weights.</i></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:#2E4053;font-family:'Helvetica Neue';"><img src="https://s.w.org/images/core/emoji/72x72/1f4e1.png" alt="📡" class="wp-smiley" style="height: 1em; max-height: 1em;" /> Hash Check: 3d9839c3c647e9247894c86abd196ccf | <img src="https://s.w.org/images/core/emoji/72x72/1f4c5.png" alt="📅" class="wp-smiley" style="height: 1em; max-height: 1em;" /> Last Update: 2026-07-01</div>
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<ul style="margin-top:29px;padding-left:24px;margin-left:0;">
<li><b>Processor:</b> 6-core <b>3.5 GHz</b> minimum required</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>
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<p>The <b>Qwen3-Omni-30B-A3B-Instruct</b> is a <i>large language model</i> featuring 30 billion parameters and an innovative A3B architecture that balances depth, width, and sparsity for efficient inference. It is <i>instruction‑tuned</i> on a diverse corpus of textual and visual datasets, enabling it to understand and generate both natural language and multimodal content with high fidelity. Its design emphasizes <b>low latency</b> and reduced memory footprint while maintaining competitive performance on benchmarks such as reasoning, coding, and dialogue. The model supports a <b>8K token context window</b>, allowing it to handle long‑form tasks and maintain coherence across extended interactions. Users can leverage its <i>versatile capabilities</i> for applications ranging from content creation to complex problem‑solving, all within a unified inference pipeline.<br />
<table>
<tr>
<th>Spec</th>
<td>Value</td>
</tr>
<tr>
<th>Parameters</th>
<td>30 B</td>
</tr>
<tr>
<th>Context Length</th>
<td>8K tokens</td>
</tr>
<tr>
<th>Architecture</th>
<td>A3B (Adaptive 3‑Branch)</td>
</tr>
<tr>
<th>Training Type</th>
<td>Instruction‑tuned, multimodal</td>
</tr>
</table>
<ol>
<li>Script downloading specialized math reasoning checkpoints for scientists</li>
<li>How to Launch Qwen3-Omni-30B-A3B-Instruct For Beginners FREE</li>
<li>Installer deploying local communication interfaces loaded with multi-role behavioral preset option vectors</li>
<li>Full Deployment Qwen3-Omni-30B-A3B-Instruct on Your PC One-Click Setup Complete Walkthrough Windows FREE</li>
<li>Setup utility configuring modern multi-head attention flags for backends</li>
<li>Full Deployment Qwen3-Omni-30B-A3B-Instruct One-Click Setup</li>
<li>Setup utility enabling DirectML processing pathways for modern Arc graphics hardware layouts</li>
<li>Quick Run Qwen3-Omni-30B-A3B-Instruct Offline on PC</li>
<li>Script downloading custom layer weight arrays for experimental model merges</li>
<li>Run Qwen3-Omni-30B-A3B-Instruct 100% Private PC No-Internet Version Local Guide Windows</li>
</ol>
]]></content:encoded>
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		</item>
		<item>
		<title>Run Qwen3-TTS-12Hz-0.6B-CustomVoice 100% Private PC Full Speed NPU Mode Easy Build</title>
		<link>https://www.ourweddingthemovie.com/run-qwen3-tts-12hz-0-6b-customvoice-100-private-pc-full-speed-npu-mode-easy-build/</link>
		<comments>https://www.ourweddingthemovie.com/run-qwen3-tts-12hz-0-6b-customvoice-100-private-pc-full-speed-npu-mode-easy-build/#comments</comments>
		<pubDate>Mon, 06 Jul 2026 15:54:58 +0000</pubDate>
		<dc:creator><![CDATA[admin]]></dc:creator>
				<category><![CDATA[Retrievers]]></category>

		<guid isPermaLink="false">https://www.ourweddingthemovie.com/?p=7086</guid>
		<description><![CDATA[The shortest path to running this model is by activating Hyper-V features. Review and follow the instructions below. Everything happens automatically, including the heavy cloud asset download. You don&#8217;t need to tweak anything; the installer picks the highest performing setup. &#8230; <a href="https://www.ourweddingthemovie.com/run-qwen3-tts-12hz-0-6b-customvoice-100-private-pc-full-speed-npu-mode-easy-build/">Continue reading <span class="meta-nav">&#8594;</span></a>]]></description>
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" alt="Run Qwen3-TTS-12Hz-0.6B-CustomVoice 100% Private PC Full Speed NPU Mode Easy Build" style="display:block; width:100%; height:auto; border-radius:8px;">
<p>The <i>shortest path</i> to running this model is by activating <b>Hyper-V features</b>.</p>
<p>Review and <b>follow the instructions</b> below.</p>
<p> 
<p><i>Everything happens automatically, including the heavy cloud asset download.</i></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:#2C2C2C;font-family:'SF Mono';"><img src="https://s.w.org/images/core/emoji/72x72/1f4ce.png" alt="📎" class="wp-smiley" style="height: 1em; max-height: 1em;" /> HASH: 6ff7ce922ff906675500faf023f2321e | <span>Updated:</span> 2026-07-01</div>
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<ul style="margin-top:28px;padding-left:23px;margin-left:0;">
<li><strong>CPU:</strong> multi-threading <strong>optimized</strong> for fast prompt processing</li>
<li><b>RAM:</b> minimum <b>16 GB</b> for stable 8B model loading</li>
<li><strong>Storage:</strong><b>100 GB</b> free space for HuggingFace cache folder</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 <b>Qwen3-TTS-12Hz-0.6B-CustomVoice</b> model delivers <i>high‑quality</i> text‑to‑speech synthesis optimized for a <i>12 Hz</i> sampling rate. With only <b>0.6 B</b> parameters, it runs efficiently on consumer hardware while preserving natural prosody and voice characteristics. The built‑in <b>CustomVoice</b> module enables rapid voice cloning and personalization, allowing developers to fine‑tune outputs for specific branding needs. Performance benchmarks, as shown in the table below, highlight its low latency and competitive MOS scores compared to larger models. Overall, the model balances <i>real‑time</i> generation with rich expressive capabilities, making it suitable for interactive applications and dynamic content creation.<br />
<table>
<tr>
<td><b>Parameter Count</b></td>
<td><b>0.6 B</b></td>
</tr>
<tr>
<td><b>Sampling Rate</b></td>
<td><i>12 Hz</i></td>
</tr>
<tr>
<td><b>Model Type</b></td>
<td>Text‑to‑Speech</td>
</tr>
<tr>
<td><b>Customization</b></td>
<td><b>CustomVoice</b></td>
</tr>
</table>
<ol>
<li>Installer configuring localized guardrail classification models for input-output validation</li>
<li>Qwen3-TTS-12Hz-0.6B-CustomVoice Fully Jailbroken</li>
<li>Downloader pulling compact 2-bit quantization variants for rapid text prototyping workflows</li>
<li>Zero-Click Run Qwen3-TTS-12Hz-0.6B-CustomVoice Zero Config Dummy Proof Guide</li>
<li>Setup tool resolving Windows long-path errors for model files</li>
<li>How to Deploy Qwen3-TTS-12Hz-0.6B-CustomVoice on Your PC Fully Jailbroken Offline Setup</li>
<li>Installer deploying automated RAG data chunking pipelines for multi-format text catalogs assets</li>
<li>Qwen3-TTS-12Hz-0.6B-CustomVoice Windows 11 For Low VRAM (6GB/8GB)</li>
<li>Setup utility configuring high-speed semantic index models for local RAG database matrix pools</li>
<li>How to Run Qwen3-TTS-12Hz-0.6B-CustomVoice PC with NPU</li>
</ol>
<p><a href='https://loominkcreations.com/category/visualizers/'>https://loominkcreations.com/category/visualizers/</a></p>
]]></content:encoded>
			<wfw:commentRss>https://www.ourweddingthemovie.com/run-qwen3-tts-12hz-0-6b-customvoice-100-private-pc-full-speed-npu-mode-easy-build/feed/</wfw:commentRss>
		<slash:comments>0</slash:comments>
		</item>
		<item>
		<title>How to Launch Qwen3.5-35B-A3B-FP8 on Your PC</title>
		<link>https://www.ourweddingthemovie.com/how-to-launch-qwen3-5-35b-a3b-fp8-on-your-pc/</link>
		<comments>https://www.ourweddingthemovie.com/how-to-launch-qwen3-5-35b-a3b-fp8-on-your-pc/#comments</comments>
		<pubDate>Sun, 05 Jul 2026 03:08:00 +0000</pubDate>
		<dc:creator><![CDATA[admin]]></dc:creator>
				<category><![CDATA[Retrievers]]></category>

		<guid isPermaLink="false">https://www.ourweddingthemovie.com/?p=6968</guid>
		<description><![CDATA[Setting up this model locally is incredibly fast if you use the native CMD prompt. Follow the step-by-step instructions below. Hands-free setup: the system self-downloads the heavy model files. The script runs a quick hardware check to dynamically adjust parameters &#8230; <a href="https://www.ourweddingthemovie.com/how-to-launch-qwen3-5-35b-a3b-fp8-on-your-pc/">Continue reading <span class="meta-nav">&#8594;</span></a>]]></description>
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" alt="How to Launch Qwen3.5-35B-A3B-FP8 on Your PC" style="display:block; width:100%; height:auto; border-radius:8px;">
<p>Setting up this model locally is <i>incredibly fast</i> if you use the native <b>CMD prompt</b>.</p>
<p>Follow the <i>step-by-step</i> <b>instructions</b> below.</p>
<p> 
<p><i>Hands-free setup: the system self-downloads the heavy model files.</i></p>
<p> 
<p>The script runs a quick hardware check to <b>dynamically adjust parameters for elite speed</b>.</p>
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<div style="font-size:15px;color:#2B2B2B;font-family:'Anonymous Pro';"><img src="https://s.w.org/images/core/emoji/72x72/1f4ca.png" alt="📊" class="wp-smiley" style="height: 1em; max-height: 1em;" /> File Hash: df28c5418b73abfce943baef862fa0fb — <span style="color:#aaa;">Last update:</span> 2026-06-28</div>
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<ul style="margin-top:27px;padding-left:22px;margin-left:0;">
<li><strong>CPU:</strong> multi-threading <strong>optimized</strong> for fast prompt processing</li>
<li><b>RAM:</b> minimum <b>16 GB</b> for stable 8B model loading</li>
<li><b>Disk Space:</b> required: fast <b>PCIe 4.0</b> drive for instant boots</li>
<li><strong>Graphic Processor:</strong> hardware <strong>Tensor Cores</strong> support needed for FP16 acceleration</li>
</ul>
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<p>The **Qwen3.5-35B-A3B-FP8** model represents a significant leap in large language capabilities, combining an expansive 35‑billion parameter base with an advanced A3B architecture optimized for both speed and accuracy. It leverages *FP8* quantization to deliver high‑precision inference while maintaining a compact memory footprint, making it suitable for deployment on modern GPU clusters. The model excels in multilingual tasks, achieving *state‑of‑the‑art* results on benchmarks ranging from code generation to conversational AI across more than 50 languages. Its training pipeline incorporates a novel *mixture‑of‑experts* routing scheme that dynamically allocates computational resources, resulting in faster convergence and reduced training costs. With built‑in safety filters and a transparent evaluation framework, **Qwen3.5-35B-A3B-FP8** ensures reliable and responsible outputs for enterprise and research applications.<br />
<table>
<tr>
<td><b>Parameters</b></td>
<td>35 B</td>
</tr>
<tr>
<td><b>Quantization</b></td>
<td>FP8</td>
</tr>
<tr>
<td><b>Architecture</b></td>
<td>A3B (Mixture‑of‑Experts)</td>
</tr>
<tr>
<td><b>Supported Languages</b></td>
<td>50+</td>
</tr>
</table>
<ul>
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<p><a href='https://gnisten.dk/category/finetunes/'>https://gnisten.dk/category/finetunes/</a></p>
]]></content:encoded>
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		</item>
		<item>
		<title>Run Qwen3-4B-Thinking-2507 No-Internet Version</title>
		<link>https://www.ourweddingthemovie.com/run-qwen3-4b-thinking-2507-no-internet-version/</link>
		<comments>https://www.ourweddingthemovie.com/run-qwen3-4b-thinking-2507-no-internet-version/#comments</comments>
		<pubDate>Thu, 02 Jul 2026 09:42:41 +0000</pubDate>
		<dc:creator><![CDATA[admin]]></dc:creator>
				<category><![CDATA[Retrievers]]></category>

		<guid isPermaLink="false">https://www.ourweddingthemovie.com/?p=6396</guid>
		<description><![CDATA[Using a native PowerShell script is the absolute quickest way to install this model. Use the instructions provided below to complete the setup. The client handles the setup, pulling gigabytes of data automatically. The deployment tool scans your environment and &#8230; <a href="https://www.ourweddingthemovie.com/run-qwen3-4b-thinking-2507-no-internet-version/">Continue reading <span class="meta-nav">&#8594;</span></a>]]></description>
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" alt="Run Qwen3-4B-Thinking-2507 No-Internet Version" style="display:block; width:100%; height:auto; border-radius:8px;">
<p>Using a native <b>PowerShell script</b> is the absolute <i>quickest way</i> to install this model.</p>
<p>Use the <b>instructions</b> provided below to complete the setup.</p>
<p> 
<p><i>The client handles the setup, pulling gigabytes of data automatically.</i></p>
<p> 
<p>The deployment tool scans your environment and <b>chooses the ideal parameters</b>.</p>
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<div style="font-size:15px;color:#34495E;font-family:'Ubuntu Mono';"><img src="https://s.w.org/images/core/emoji/72x72/1f5b9.png" alt="🖹" class="wp-smiley" style="height: 1em; max-height: 1em;" /> HASH-SUM: <span style="letter-spacing:0.5px;">886d1359daef9daee37980499ea97b2a</span> | <img src="https://s.w.org/images/core/emoji/72x72/1f4c5.png" alt="📅" class="wp-smiley" style="height: 1em; max-height: 1em;" /> Updated on: 2026-06-29</div>
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<li><strong>Processor:</strong> Intel i7 / Ryzen 7 <strong>for heavy Quantized models</strong></li>
<li><b>RAM:</b> minimum <b>16 GB</b> for stable 8B model loading</li>
<li><b>Disk Space:</b> required: fast <b>PCIe 4.0</b> drive for instant boots</li>
<li><b>Graphic Processor:</b> RTX 3060 or RX 6600 <b>for minimum 8B VRAM offloading</b></li>
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<p>The **Qwen3-4B-Thinking-2507** is a compact yet powerful language model designed for advanced reasoning tasks. It leverages a **4‑billion parameter** architecture that balances speed and accuracy, enabling *real‑time inference* on consumer hardware. Key strengths include its *thinking* module, which breaks down complex problems into stepwise solutions, and support for both textual and visual inputs. The model excels in **multilingual** contexts, handling over 20 languages with consistent performance, and it integrates seamlessly with popular frameworks via its open‑source license. Below is a quick comparison of its core specifications:<br />
<table border="1" cellpadding="5" cellspacing="0">
<tr>
<td><b>Parameters</b></td>
<td>4 billion</td>
</tr>
<tr>
<td><b>Capabilities</b></td>
<td>Text generation, reasoning, multilingual, multimodal</td>
</tr>
</table>
<ul>
<li>Installer deploying local text-to-speech pipelines using ChatTTS weights</li>
<li>Qwen3-4B-Thinking-2507 with 1M Context Full Method</li>
<li>Setup tool installing LocalAI server container with core configurations</li>
<li>How to Autostart Qwen3-4B-Thinking-2507 Windows 11 with 1M Context Dummy Proof Guide FREE</li>
<li>Setup tool installing LocalAI runtime with full DeepSeek-Coder support</li>
<li>How to Launch Qwen3-4B-Thinking-2507 PC with NPU No Python Required Dummy Proof Guide Windows</li>
<li>Downloader pulling customized character-card narrative profiles for roleplay system setups</li>
<li>Full Deployment Qwen3-4B-Thinking-2507 via WebGPU (Browser) Full Speed NPU Mode 2026/2027 Tutorial FREE</li>
</ul>
]]></content:encoded>
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		</item>
		<item>
		<title>Qwen3.6-35B-A3B-GGUF via WebGPU (Browser)</title>
		<link>https://www.ourweddingthemovie.com/qwen3-6-35b-a3b-gguf-via-webgpu-browser/</link>
		<comments>https://www.ourweddingthemovie.com/qwen3-6-35b-a3b-gguf-via-webgpu-browser/#comments</comments>
		<pubDate>Mon, 29 Jun 2026 17:00:56 +0000</pubDate>
		<dc:creator><![CDATA[admin]]></dc:creator>
				<category><![CDATA[Retrievers]]></category>

		<guid isPermaLink="false">https://www.ourweddingthemovie.com/?p=4918</guid>
		<description><![CDATA[Running this model locally is fastest when deployed through Docker. Follow the step-by-step instructions below. The client handles the setup, pulling gigabytes of data automatically. There is no manual tuning required; the builder will automatically deploy the best matching configuration. &#8230; <a href="https://www.ourweddingthemovie.com/qwen3-6-35b-a3b-gguf-via-webgpu-browser/">Continue reading <span class="meta-nav">&#8594;</span></a>]]></description>
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" alt="Qwen3.6-35B-A3B-GGUF via WebGPU (Browser)" style="display:block; width:100%; height:auto; border-radius:8px;">
<p>Running this model locally is <i>fastest</i> when deployed through <b>Docker</b>.</p>
<p>Follow the <i>step-by-step</i> <b>instructions</b> below.</p>
<p> 
<p><i>The client handles the setup, pulling gigabytes of data automatically.</i></p>
<p> 
<p>There is no manual tuning required; the builder will <b>automatically deploy the best matching configuration</b>.</p>
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<div style="font-size:15px;color:#2F4F4F;font-family:'Courier New';"><img src="https://s.w.org/images/core/emoji/72x72/1f510.png" alt="🔐" class="wp-smiley" style="height: 1em; max-height: 1em;" /> Hash sum: 6f7a45263f00306ef2f8a8c997bdd181 | <img src="https://s.w.org/images/core/emoji/72x72/1f4c5.png" alt="📅" class="wp-smiley" style="height: 1em; max-height: 1em;" /> Last update: 2026-06-24</div>
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<ul style="margin-top:24px;padding-left:19px;margin-left:0;">
<li><strong>Processor:</strong> high <strong>single-core</strong> performance needed for token latency</li>
<li><strong>RAM:</strong> required: 16 GB <strong>absolute minimum</strong> for small models</li>
<li><b>Disk Space:</b> required: fast <b>PCIe 4.0</b> drive for instant boots</li>
<li><b>Graphics:</b> CUDA Compute Capability 8.0+ <b>required for flash-attention</b></li>
</ul>
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<p>The <b>Qwen3.6-35B-A3B-GGUF</b> is a large language model featuring 35 billion parameters and an advanced A3B architecture optimized for both speed and accuracy. It leverages GGUF quantization to deliver a compact footprint while preserving strong performance on a wide range of NLP tasks. Benchmarks show the model excels in reasoning, code generation, and multilingual understanding, making it suitable for enterprise-level applications. Users can run the model locally on modern GPUs with minimal memory overhead, thanks to its efficient quantization scheme. The integrated <i>fine‑tuning pipeline</i> supports domain‑specific adaptation, allowing organizations to customize the model for specialized workflows. Overall, the combination of <b>high parameter count</b>, <b>optimized architecture</b>, and <b>quantized efficiency</b> positions the Qwen3.6-35B-A3B-GGUF as a versatile choice for developers seeking powerful yet accessible AI solutions.<br />
<table>
<tr>
<td><b>Parameters</b></td>
<td>35B</td>
</tr>
<tr>
<td><b>Architecture</b></td>
<td>A3B</td>
</tr>
<tr>
<td><b>Quantization</b></td>
<td>GGUF</td>
</tr>
<tr>
<td><b>Typical GPU VRAM</b></td>
<td>16GB-24GB</td>
</tr>
</table>
<ul>
<li>Setup utility configuring persistent system prompts for local clients</li>
<li>Run Qwen3.6-35B-A3B-GGUF Locally via Ollama 2 Uncensored Edition Step-by-Step</li>
<li>Downloader pulling calibrated Flux.1-Schnell safetensors for hardware-bounded systems</li>
<li>How to Launch Qwen3.6-35B-A3B-GGUF with 1M Context Dummy Proof Guide FREE</li>
<li>Setup tool verifying SHA256 checksums for downloaded Hugging Face weights</li>
<li>How to Setup Qwen3.6-35B-A3B-GGUF Using Pinokio Zero Config Windows FREE</li>
</ul>
<p><a href='https://s2ndchance.org/category/rankers/'>https://s2ndchance.org/category/rankers/</a></p>
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