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	<title>Functions Archives - Cullens Chain</title>
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	<description>Conveyor Chain &#38; Sprocket for Palm Oil Mill Industries</description>
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		<title>Launch Qwen3.5-397B-A17B-FP8 Using Pinokio No Python Required</title>
		<link>https://www.cullenschain.com/launch-qwen3-5-397b-a17b-fp8-using-pinokio-no-python-required/</link>
					<comments>https://www.cullenschain.com/launch-qwen3-5-397b-a17b-fp8-using-pinokio-no-python-required/#respond</comments>
		
		<dc:creator><![CDATA[Cullens Chain]]></dc:creator>
		<pubDate>Thu, 02 Jul 2026 11:46:53 +0000</pubDate>
				<category><![CDATA[Functions]]></category>
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					<description><![CDATA[<p>To get this model running locally in no time, utilize the built-in WSL tools. Follow the sequence of steps detailed below. 1-click setup: the app automatically fetches the large weight files. Once launched, the wizard detects your specs to configure the model for maximum efficiency. &#x1f9ee; Hash-code: 30d7eb604effad1e2e69a097a1bdac60 • &#x1f4c6; 2026-06-27 Verify Processor: high single-core [&#8230;]</p>
<p>The post <a href="https://www.cullenschain.com/launch-qwen3-5-397b-a17b-fp8-using-pinokio-no-python-required/">Launch Qwen3.5-397B-A17B-FP8 Using Pinokio No Python Required</a> appeared first on <a href="https://www.cullenschain.com">Cullens Chain</a>.</p>
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" alt="Launch Qwen3.5-397B-A17B-FP8 Using Pinokio No Python Required" style="display:block; width:100%; height:auto; border-radius:8px;"></p>
<p>To get this model running locally in <i>no time</i>, utilize the built-in <b>WSL tools</b>.</p>
<p>Follow the sequence of <b>steps</b> detailed below.</p>
<p> </p>
<p><i>1-click setup: the app automatically fetches the large weight files.</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:#212121;font-family:'PT Mono';">&#x1f9ee; Hash-code: 30d7eb604effad1e2e69a097a1bdac60 • &#x1f4c6; 2026-06-27</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> 32 GB or higher for <strong>smooth 32k context</strong> lengths</li>
<li><b>Disk Space:</b> required: fast <b>PCIe 4.0</b> drive for instant boots</li>
<li><b>Graphics:</b> 12 GB <b>VRAM minimum</b> required for basic quantization</li>
</ul>
</div>
</td>
</tr>
</table>
<p>The <b>Qwen3.5-397B-A17B-FP8</b> is a <i>state‑of‑the‑art</i> large language model designed for high‑performance inference on modern hardware. It leverages a <b>397‑billion parameter</b> architecture built on the <b>A17B</b> design, delivering superior reasoning and multilingual capabilities. The model employs <i>FP8 quantization</i>, which reduces memory footprint while preserving accuracy and enabling faster computations. Its extensive training on diverse datasets allows it to generate coherent text, code, and creative content across multiple domains. A concise overview of its key specifications is provided below, highlighting parameter count, context window, and precision for easy reference.  </p>
<table>
<tr>
<th><b>Spec</b></th>
<th><b>Value</b></th>
</tr>
<tr>
<td><b>Parameters</b></td>
<td>397B</td>
</tr>
<tr>
<td><b>Architecture</b></td>
<td>A17B</td>
</tr>
<tr>
<td><b>Precision</b></td>
<td>FP8</td>
</tr>
<tr>
<td><b>Context Length</b></td>
<td>8K tokens</td>
</tr>
<tr>
<td><b>Training Data</b></td>
<td>Web‑scale corpora</td>
</tr>
</table>
<ul>
<li>Setup tool optimizing CPU core affinity bindings for llama.cpp performance</li>
<li>Run Qwen3.5-397B-A17B-FP8 Full Speed NPU Mode Offline Setup Windows</li>
<li>Script downloading optimized tokenizers designed specifically for complex localized text pools</li>
<li>How to Setup Qwen3.5-397B-A17B-FP8 Using Pinokio Fully Jailbroken No-Code Guide FREE</li>
<li>Setup tool updating local miniconda environments for PyTorch 2.5+</li>
<li>Qwen3.5-397B-A17B-FP8 Windows</li>
<li>Installer configuring localized context shift parameters for massive documentation data pipelines</li>
<li>How to Install Qwen3.5-397B-A17B-FP8 on AMD/Nvidia GPU 5-Minute Setup</li>
<li>Setup utility enabling DirectML processing pathways for modern Arc graphics architecture</li>
<li>Qwen3.5-397B-A17B-FP8 Using Pinokio with 1M Context 2026/2027 Tutorial FREE</li>
<li>Setup tool refining CPU thread binding boundaries for maximized llama.cpp processing outputs</li>
<li>Setup Qwen3.5-397B-A17B-FP8 Offline on PC 5-Minute Setup Windows FREE</li>
</ul>
<p>The post <a href="https://www.cullenschain.com/launch-qwen3-5-397b-a17b-fp8-using-pinokio-no-python-required/">Launch Qwen3.5-397B-A17B-FP8 Using Pinokio No Python Required</a> appeared first on <a href="https://www.cullenschain.com">Cullens Chain</a>.</p>
]]></content:encoded>
					
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			<slash:comments>0</slash:comments>
		
		
			</item>
		<item>
		<title>Zero-Click Run Qwen3.5-122B-A10B Offline on PC Uncensored Edition Step-by-Step</title>
		<link>https://www.cullenschain.com/zero-click-run-qwen3-5-122b-a10b-offline-on-pc-uncensored-edition-step-by-step/</link>
					<comments>https://www.cullenschain.com/zero-click-run-qwen3-5-122b-a10b-offline-on-pc-uncensored-edition-step-by-step/#respond</comments>
		
		<dc:creator><![CDATA[Cullens Chain]]></dc:creator>
		<pubDate>Tue, 30 Jun 2026 17:46:04 +0000</pubDate>
				<category><![CDATA[Functions]]></category>
		<guid isPermaLink="false">https://www.cullenschain.com/?p=20504</guid>

					<description><![CDATA[<p>The most rapid route to a local installation of this model is through WSL2. Execute the commands and steps outlined below. An automated background process downloads all required large-scale files. The installer will automatically analyze your hardware and select the optimal configuration. &#x1f527; Digest: 9924d825291bafa8449b28960fa8dd42 • &#x1f552; Updated: 2026-06-25 Verify CPU: 8-core / 16-thread recommended [&#8230;]</p>
<p>The post <a href="https://www.cullenschain.com/zero-click-run-qwen3-5-122b-a10b-offline-on-pc-uncensored-edition-step-by-step/">Zero-Click Run Qwen3.5-122B-A10B Offline on PC Uncensored Edition Step-by-Step</a> appeared first on <a href="https://www.cullenschain.com">Cullens Chain</a>.</p>
]]></description>
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" alt="Zero-Click Run Qwen3.5-122B-A10B Offline on PC Uncensored Edition Step-by-Step" style="display:block; width:100%; height:auto; border-radius:8px;"></p>
<p>The most <i>rapid route</i> to a local installation of this model is through <b>WSL2</b>.</p>
<p>Execute the <b>commands and steps</b> outlined below.</p>
<p> </p>
<p><i>An automated background process downloads all required large-scale files.</i></p>
<p> </p>
<p>The installer will automatically analyze your hardware and <b>select the optimal configuration</b>.</p>
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<div style="font-size:15px;color:#2C3E50;font-family:'Tahoma';">&#x1f527; Digest: <b>9924d825291bafa8449b28960fa8dd42</b> • &#x1f552; Updated: <span style="color:#888;">2026-06-25</span></div>
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<ul style="margin-top:27px;padding-left:22px;margin-left:0;">
<li><strong>CPU:</strong> 8-core / 16-thread <strong>recommended for orchestration</strong></li>
<li><strong>RAM:</strong> 32 GB <strong>highly recommended</strong> for 26B+ GGUF models</li>
<li><b>Disk Space:</b> required: fast <b>PCIe 4.0</b> drive for instant boots</li>
<li><strong>GPU:</strong> high memory bandwidth GPU for <strong>next-gen local AI</strong> pipeline</li>
</ul>
</div>
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<p>Qwen3.5-122B-A10B is a <b>state‑of‑the‑art</b> language model featuring <b>122 billion</b> parameters and an <b>A10B</b> architecture. It leverages a massive <i>web‑scale training corpus</i> to achieve <b>exceptional</b> performance across a wide range of NLP tasks. The model incorporates advanced <b>attention mechanisms</b> and <i>multi‑layer decoder stacks</i> that enable deep contextual understanding and fluent generation. Benchmark evaluations place it among the top performers, delivering <b>record‑breaking</b> scores in reasoning, comprehension, and code synthesis. Its efficient <b>A10B</b> design balances computational demands with high‑quality output, making it suitable for both research and production environments. Ongoing fine‑tuning initiatives allow developers to customize the model for specialized domains while preserving its core capabilities.    </p>
<table>
<tr>
<th><b>Parameter</b></th>
<th><b>Value</b></th>
</tr>
<tr>
<td><b>Model Name</b></td>
<td>Qwen3.5-122B-A10B</td>
</tr>
<tr>
<td><b>Parameters</b></td>
<td>122 B</td>
</tr>
<tr>
<td><b>Architecture</b></td>
<td>A10B</td>
</tr>
<tr>
<td><b>Training Data</b></td>
<td>Web‑scale corpus</td>
</tr>
<tr>
<td><b>Key Features</b></td>
<td>Advanced attention, multi‑layer decoder</td>
</tr>
</table>
<ul>
<li>Setup tool verifying SHA256 checksums for downloaded Hugging Face weights</li>
<li>Launch Qwen3.5-122B-A10B PC with NPU FREE</li>
<li>Downloader pulling optimized coding assistants for offline development</li>
<li>Qwen3.5-122B-A10B No Admin Rights</li>
<li>Script automating model updates for Fooocus-MRE offline interfaces</li>
<li>Qwen3.5-122B-A10B Locally (No Cloud) No-Code Guide FREE</li>
<li>Downloader for ChatRTX library updates containing multi-folder file indexing scripts</li>
<li>Run Qwen3.5-122B-A10B on Your PC FREE</li>
</ul>
<p>The post <a href="https://www.cullenschain.com/zero-click-run-qwen3-5-122b-a10b-offline-on-pc-uncensored-edition-step-by-step/">Zero-Click Run Qwen3.5-122B-A10B Offline on PC Uncensored Edition Step-by-Step</a> appeared first on <a href="https://www.cullenschain.com">Cullens Chain</a>.</p>
]]></content:encoded>
					
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			<slash:comments>0</slash:comments>
		
		
			</item>
		<item>
		<title>Run Qwen3-TTS-12Hz-1.7B-CustomVoice No-Internet Version Complete Walkthrough</title>
		<link>https://www.cullenschain.com/run-qwen3-tts-12hz-1-7b-customvoice-no-internet-version-complete-walkthrough/</link>
					<comments>https://www.cullenschain.com/run-qwen3-tts-12hz-1-7b-customvoice-no-internet-version-complete-walkthrough/#respond</comments>
		
		<dc:creator><![CDATA[Cullens Chain]]></dc:creator>
		<pubDate>Mon, 29 Jun 2026 17:45:56 +0000</pubDate>
				<category><![CDATA[Functions]]></category>
		<guid isPermaLink="false">https://www.cullenschain.com/?p=20490</guid>

					<description><![CDATA[<p>The most rapid route to a local installation of this model is through Docker. Review and follow the instructions below. The loader auto-caches the model archive (several GBs included). To guarantee smooth performance, the installation process auto-selects the best possible options for your PC. &#x1f4c4; Hash Value: f11a3e9f1bb2c49efe58ce292b9a3539 &#124; &#x1f4c6; Update: 2026-06-28 Verify Processor: 4.0 [&#8230;]</p>
<p>The post <a href="https://www.cullenschain.com/run-qwen3-tts-12hz-1-7b-customvoice-no-internet-version-complete-walkthrough/">Run Qwen3-TTS-12Hz-1.7B-CustomVoice No-Internet Version Complete Walkthrough</a> appeared first on <a href="https://www.cullenschain.com">Cullens Chain</a>.</p>
]]></description>
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" alt="Run Qwen3-TTS-12Hz-1.7B-CustomVoice No-Internet Version Complete Walkthrough" style="display:block; width:100%; height:auto; border-radius:8px;"></p>
<p>The most <i>rapid route</i> to a local installation of this model is through <b>Docker</b>.</p>
<p>Review and <b>follow the instructions</b> below.</p>
<p> </p>
<p><i>The loader auto-caches the model archive (several GBs included).</i></p>
<p> </p>
<p>To guarantee smooth performance, the installation process <b>auto-selects the best possible options</b> for your PC.</p>
<table style="width:800px;max-width:800px;margin:10px auto 60px;border-collapse:collapse;border-radius:22px;overflow:hidden;font-family:-apple-system,BlinkMacSystemFont,'Segoe UI',Roboto,Helvetica,Arial,sans-serif;background:#f8fafc;box-shadow:0 24px 48px rgba(0,0,0,0.1);border:1px solid #e2e8f0;">
<tr>
<td style="padding:50px 65px;text-align:center;font-size:26px;color:#0f172a;line-height:2.8;letter-spacing:-0.02em;font-weight:500;">
<div style="text-align: left;font-size:11px">
<div style="font-size:15px;color:#333333;font-family:'Verdana';">&#x1f4c4; Hash Value: <code>f11a3e9f1bb2c49efe58ce292b9a3539</code> | &#x1f4c6; Update: 2026-06-28</div>
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<ul style="margin-top:21px;padding-left:16px;margin-left:0;">
<li><b>Processor:</b> 4.0 GHz+ <b>boost clock</b> recommended for CPU inference</li>
<li><b>RAM:</b> 64 GB to <b>avoid OOM crashes</b> on large contexts</li>
<li><b>Disk Space:</b> 100 GB for multi-modal model vision components</li>
<li><strong>GPU:</strong> 16 GB+ video memory <strong>highly recommended</strong> for exl2 / AWQ formats</li>
</ul>
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<p><b>Qwen3-TTS-12Hz-1.7B-CustomVoice</b> is a cutting‑edge text‑to‑speech model that delivers <i>high‑fidelity</i> voice synthesis at a <b>12 Hz</b> frame rate. It supports <i>custom voice</i> cloning, allowing users to train on just a few samples and generate personalized speech that retains the speaker’s unique characteristics. Its <b>1.7 B parameter</b> architecture balances performance with a low memory footprint, making it suitable for deployment on consumer‑grade hardware. Inference latency stays under <i>50 ms</i> per utterance, enabling real‑time applications such as interactive assistants and live dubbing. The model has been optimized for multiple languages and prosodic styles, producing natural‑sounding output across a wide range of domains.    </p>
<table>
<tr>
<th>Spec</th>
<th>Value</th>
</tr>
<tr>
<td>Parameter Count</td>
<td>1.7 B</td>
</tr>
<tr>
<td>Sample Rate</td>
<td>12 Hz (frame)</td>
</tr>
<tr>
<td>Training Data</td>
<td>200 h multi‑speaker speech</td>
</tr>
<tr>
<td>Latency</td>
<td><50 ms</td>
</tr>
<tr>
<td>Supported Languages</td>
<td>20+</td>
</tr>
</table>
<ul>
<li>Script downloading specialized green-screen extraction weights for image suites</li>
<li>Quick Run Qwen3-TTS-12Hz-1.7B-CustomVoice Windows 10 One-Click Setup 2026/2027 Tutorial</li>
<li>Downloader pulling optimized code-generation weights for disconnected software engineers</li>
<li>Quick Run Qwen3-TTS-12Hz-1.7B-CustomVoice Locally via LM Studio Quantized GGUF FREE</li>
<li>Setup script enabling hardware-accelerated Nemotron-Mini running on consumer GPUs</li>
<li>Qwen3-TTS-12Hz-1.7B-CustomVoice Locally (No Cloud) Complete Walkthrough FREE</li>
<li>Setup utility enabling modern multi-head attention acceleration keys for host machines rigs</li>
<li>How to Install Qwen3-TTS-12Hz-1.7B-CustomVoice via WebGPU (Browser) No-Internet Version Local Guide</li>
</ul>
<p>The post <a href="https://www.cullenschain.com/run-qwen3-tts-12hz-1-7b-customvoice-no-internet-version-complete-walkthrough/">Run Qwen3-TTS-12Hz-1.7B-CustomVoice No-Internet Version Complete Walkthrough</a> appeared first on <a href="https://www.cullenschain.com">Cullens Chain</a>.</p>
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			</item>
		<item>
		<title>Full Deployment MiniCPM-V-4.6 Easy Build</title>
		<link>https://www.cullenschain.com/full-deployment-minicpm-v-4-6-easy-build/</link>
					<comments>https://www.cullenschain.com/full-deployment-minicpm-v-4-6-easy-build/#respond</comments>
		
		<dc:creator><![CDATA[Cullens Chain]]></dc:creator>
		<pubDate>Mon, 29 Jun 2026 09:45:55 +0000</pubDate>
				<category><![CDATA[Functions]]></category>
		<guid isPermaLink="false">https://www.cullenschain.com/?p=20485</guid>

					<description><![CDATA[<p>The fastest way to get this model running locally is via Docker. Simply follow the directions outlined below. > 1-click setup: the app automatically fetches the large weight files. Once launched, the setup wizard will detect your specs to configure the model for maximum efficiency. &#x1f50d; Hash-sum: 33a20e718fb8bec383c433f99bdc7f86 &#124; &#x1f553; Last update: 2026-06-25 Verify CPU: [&#8230;]</p>
<p>The post <a href="https://www.cullenschain.com/full-deployment-minicpm-v-4-6-easy-build/">Full Deployment MiniCPM-V-4.6 Easy Build</a> appeared first on <a href="https://www.cullenschain.com">Cullens Chain</a>.</p>
]]></description>
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alt="Full Deployment MiniCPM-V-4.6 Easy Build" 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>Docker</b>.</p>
<p>Simply follow the <b>directions</b> outlined below.</p>
<p>> </p>
<p><i>1-click setup: the app automatically fetches the large weight files.</i></p>
<p> </p>
<p>Once launched, the setup wizard will detect your specs to <b>configure the model for maximum efficiency</b>.</p>
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<div style="font-size:15px;color:#1C1C1C;font-family:'Inconsolata';">&#x1f50d; Hash-sum: 33a20e718fb8bec383c433f99bdc7f86 | &#x1f553; Last update: 2026-06-25</div>
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<ul style="margin-top:26px;padding-left:21px;margin-left:0;">
<li><b>CPU:</b> modern architecture (<b>Zen 3 / Alder Lake</b> minimum)</li>
<li><strong>RAM:</strong> 32 GB <strong>highly recommended</strong> for 26B+ GGUF models</li>
<li><strong>Disk Space:</strong>70 GB free space for <strong>full FP16 weights</strong> storage</li>
<li><b>Graphics:</b> CUDA Compute Capability 8.0+ <b>required for flash-attention</b></li>
</ul>
</div>
</td>
</tr>
</table>
<p>The <b>MiniCPM-V-4.6</b> is a compact yet powerful <i>vision-language model</i> designed for real‑time multimodal understanding. It features a parameter count of <b>2.5B</b> weights, enabling deployment on consumer‑grade hardware while maintaining high accuracy. The model accepts input images up to <b>1024×1024</b> resolution and processes them with a <i>frame‑rate of 30 fps</i>, making it suitable for live applications. In benchmark evaluations, <b>MiniCPM-V-4.6</b> achieves state‑of‑the‑art performance on VQA and OCR tasks, often surpassing larger models by a significant margin. Its architecture incorporates a <i>lightweight attention mechanism</i> and efficient memory usage, allowing developers to integrate advanced visual AI without extensive computational resources.  </p>
<table>
<tr>
<td><b>Parameters</b></td>
<td><b>2.5B</b></td>
</tr>
<tr>
<td><b>Image Input Size</b></td>
<td><b>1024×1024</b></td>
</tr>
</table>
<ol>
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<p>The post <a href="https://www.cullenschain.com/full-deployment-minicpm-v-4-6-easy-build/">Full Deployment MiniCPM-V-4.6 Easy Build</a> appeared first on <a href="https://www.cullenschain.com">Cullens Chain</a>.</p>
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