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	<title>Custom &#8211; Solity | Korea No.1 Smart Door Lock Brand</title>
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		<title>Launch Qwen3-TTS-12Hz-1.7B-CustomVoice No Admin Rights</title>
		<link>https://solitysmartlock.com/launch-qwen3-tts-12hz-1-7b-customvoice-no-admin-rights/</link>
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					<description><![CDATA[<p>📄 Hash Value: c4e620d10d496252dcae8f3d245426c0 &#124; 📆 Update: 2026-07-19 Verify CPU: modern architecture (Zen 3 / Alder Lake minimum) RAM: 48 GB needed to prevent memory swapping<span class="excerpt-hellip"> […]</span></p>
<p>&lt;p&gt;The post <a rel="nofollow" href="https://solitysmartlock.com/launch-qwen3-tts-12hz-1-7b-customvoice-no-admin-rights/">Launch Qwen3-TTS-12Hz-1.7B-CustomVoice No Admin Rights</a> first appeared on <a rel="nofollow" href="https://solitysmartlock.com">Solity | Korea No.1 Smart Door Lock Brand</a>.&lt;/p&gt;</p>
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" alt="Launch Qwen3-TTS-12Hz-1.7B-CustomVoice No Admin Rights" style="display:block; width:100%; height:auto; border-radius:8px;"></p>
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<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';">📄 Hash Value: <code>c4e620d10d496252dcae8f3d245426c0</code> | 📆 Update: 2026-07-19</div>
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<ul style="margin-top:25px;padding-left:18px;margin-left:0;">
<li><b>CPU:</b> modern architecture (<b>Zen 3 / Alder Lake</b> minimum)</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>Graphic Processor:</b> RTX 3060 or RX 6600 <b>for minimum 8B VRAM offloading</b></li>
</ul>
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<div>
<p>    Qwen3-TTS-12Hz-1.7B-CustomVoice is a groundbreaking text-to-speech model that offers exceptional voice synthesis capabilities at an unprecedented 12 Hz frame rate. By supporting custom voice cloning, users can train the model on a limited number of samples and generate personalized speech that authentically captures the speaker&#8217;s unique characteristics. This innovative approach enables the creation of highly realistic audio experiences. Furthermore, its 1.7 B parameter architecture strikes a perfect balance between performance and memory efficiency, making it an ideal choice for deployment on consumer-grade hardware. The model&#8217;s inference latency remains impressively low, hovering around 50 ms per utterance, which makes it suitable for real-time applications such as interactive assistants and live dubbing. Moreover, the Qwen3-TTS-12Hz-1.7B-CustomVoice model has been extensively optimized for multiple languages and prosodic styles, resulting in natural-sounding output across a wide range of domains.  </p>
<h4>Key Features</h4>
<ul>
<li>High-fidelity voice synthesis at 12 Hz frame rate</li>
<li>Custom voice cloning for personalized speech</li>
<li>1.7 B parameter architecture for balanced performance and memory efficiency</li>
<li>Inference latency under 50 ms per utterance for real-time applications</li>
<li>Support for multiple languages and prosodic styles</li>
</ul>
<h4>Technical Specifications</h4>
<table>
<tr>
<th>Specification</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>
<h4>Frequently Asked Questions</h4>
<ol>
<li Q: What is the typical use case for Qwen3-TTS-12Hz-1.7B-CustomVoice?</a>    A: This text-to-speech model is ideal for real-time applications such as interactive assistants, live dubbing, and speech synthesis for various domains.  </ol>
<h4>Getting Started</h4>
<p>    To get started with Qwen3-TTS-12Hz-1.7B-CustomVoice, please refer to the recommended installation method and settings provided in our documentation. Our team is also available to provide support and guidance throughout your implementation process.  </p>
<h4>Conclusion</h4>
<p>    In conclusion, Qwen3-TTS-12Hz-1.7B-CustomVoice represents a significant breakthrough in text-to-speech technology, offering unparalleled voice synthesis capabilities at an affordable price point. Its versatility, performance, and real-time applications make it an excellent choice for businesses and individuals alike.  </p>
</div>
<ol>
<li>Script downloading specialized green-screen extraction weights for image suites</li>
<li>Setup Qwen3-TTS-12Hz-1.7B-CustomVoice No-Internet Version Complete Walkthrough FREE</li>
<li>Script configuring localized DeepSeek-R1-Distill-Llama models for terminal inference</li>
<li>How to Run Qwen3-TTS-12Hz-1.7B-CustomVoice with Native FP4</li>
<li>Downloader pulling customized character-card narrative profiles for roleplay setups</li>
<li>Qwen3-TTS-12Hz-1.7B-CustomVoice For Beginners FREE</li>
<li>Script automating background repository sync loops for Fooocus-MRE offline creative builds</li>
<li>How to Launch Qwen3-TTS-12Hz-1.7B-CustomVoice Locally (No Cloud) No Admin Rights Easy Build FREE</li>
<li>Installer deploying standalone local vector database engines for complex Dify workflow pools</li>
<li>Deploy Qwen3-TTS-12Hz-1.7B-CustomVoice Locally via LM Studio Full Method Windows</li>
<li>Installer configuring distributed tensor calculation grids across multiple local desktop systems configurations</li>
<li>Run Qwen3-TTS-12Hz-1.7B-CustomVoice Locally (No Cloud) Local Guide</li>
</ol>
<p>&lt;p&gt;The post <a rel="nofollow" href="https://solitysmartlock.com/launch-qwen3-tts-12hz-1-7b-customvoice-no-admin-rights/">Launch Qwen3-TTS-12Hz-1.7B-CustomVoice No Admin Rights</a> first appeared on <a rel="nofollow" href="https://solitysmartlock.com">Solity | Korea No.1 Smart Door Lock Brand</a>.&lt;/p&gt;</p>
]]></content:encoded>
					
					<wfw:commentRss>https://solitysmartlock.com/launch-qwen3-tts-12hz-1-7b-customvoice-no-admin-rights/feed/</wfw:commentRss>
			<slash:comments>0</slash:comments>
		
		
			</item>
		<item>
		<title>Setup Qwen3.5-397B-A17B-FP8 Using Pinokio with 1M Context 5-Minute Setup</title>
		<link>https://solitysmartlock.com/setup-qwen3-5-397b-a17b-fp8-using-pinokio-with-1m-context-5-minute-setup/</link>
					<comments>https://solitysmartlock.com/setup-qwen3-5-397b-a17b-fp8-using-pinokio-with-1m-context-5-minute-setup/#respond</comments>
		
		<dc:creator><![CDATA[]]></dc:creator>
		<pubDate>Mon, 20 Jul 2026 18:19:11 +0000</pubDate>
				<category><![CDATA[Custom]]></category>
		<guid isPermaLink="false">https://solitysmartlock.com/?p=2481</guid>

					<description><![CDATA[<p>🔍 Hash-sum: cd537b63c3a9cc67b0a7cdc95f975e35 &#124; 🕓 Last update: 2026-07-13 Verify CPU: 8-core / 16-thread recommended for orchestration RAM: 48 GB needed to prevent memory swapping to disk<span class="excerpt-hellip"> […]</span></p>
<p>&lt;p&gt;The post <a rel="nofollow" href="https://solitysmartlock.com/setup-qwen3-5-397b-a17b-fp8-using-pinokio-with-1m-context-5-minute-setup/">Setup Qwen3.5-397B-A17B-FP8 Using Pinokio with 1M Context 5-Minute Setup</a> first appeared on <a rel="nofollow" href="https://solitysmartlock.com">Solity | Korea No.1 Smart Door Lock Brand</a>.&lt;/p&gt;</p>
]]></description>
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" alt="Setup Qwen3.5-397B-A17B-FP8 Using Pinokio with 1M Context 5-Minute Setup" style="display:block; width:100%; height:auto; border-radius:8px;"></p>
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<td style="padding:50px 65px;text-align:center;font-size:26px;color:#0f172a;line-height:2.8;letter-spacing:-0.02em;font-weight:500;">
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<div style="font-size:15px;color:#1C1C1C;font-family:'Inconsolata';">🔍 Hash-sum: cd537b63c3a9cc67b0a7cdc95f975e35 | 🕓 Last update: 2026-07-13</div>
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<ul style="margin-top:29px;padding-left:24px;margin-left:0;">
<li><strong>CPU:</strong> 8-core / 16-thread <strong>recommended for orchestration</strong></li>
<li><b>RAM:</b> 48 GB needed to <b>prevent memory swapping</b> to disk</li>
<li><strong>Disk Space:</strong> at least 100 GB for <strong>multiple local</strong> LLM variants</li>
<li><strong>Graphic Processor:</strong> hardware <strong>Tensor Cores</strong> support needed for FP16 acceleration</li>
</ul>
</div>
</td>
</tr>
</table>
<h4>Unveiling the Power of Qwen3.5-397B-A17B-FP8</h4>
<p>The Qwen3.5-397B-A17B-FP8 is a cutting-edge large language model designed to deliver exceptional performance on modern hardware. Its architecture, built on the A17B design, empowers it with superior reasoning and multilingual capabilities, making it an ideal choice for various applications. The model&#8217;s 397-billion parameter count enables it to generate coherent text, code, and creative content across multiple domains.</p>
<h4>Key Features and Specifications</h4>
<p>• **Parameter Count:** 397B• **Architecture:** A17B• **Precision:** FP8• **Context Length:** 8K tokens• **Training Data:** Web-scale corpora</p>
<h3>What Makes Qwen3.5-397B-A17B-FP8 Stand Out?</h3>
<p>The Qwen3.5-397B-A17B-FP8 boasts several features that set it apart from other large language models:</p>
<ul>
<li>Superior reasoning and multilingual capabilities</li>
<li>Coherent text, code, and creative content generation across multiple domains</li>
<li>FP8 quantization for reduced memory footprint and improved accuracy</li>
</ul>
<h4>Training Data and Performance</h4>
<p>The Qwen3.5-397B-A17B-FP8 was trained on a massive web-scale corpus, which enables it to perform exceptionally well in various applications.</p>
<table>
<tr>
<th>Feature</th>
<th>Value</th>
</tr>
<tr>
<td>Training Data</td>
<td>Web-scale corpora</td>
</tr>
<tr>
<td>Parameter Count</td>
<td>397B</td>
</tr>
<tr>
<td>Context Length</td>
<td>8K tokens</td>
</tr>
</table>
<h3>Benefits and Applications</h3>
<p>The Qwen3.5-397B-A17B-FP8 offers numerous benefits and applications, including:</p>
<ol>
<li>Language translation and generation</li>
<li>Coding assistance and text completion</li>
<li>Content creation and editing</li>
<li>Conversational AI and chatbots</li>
</ol>
<h4>Conclusion</h4>
<p>The Qwen3.5-397B-A17B-FP8 is a powerful large language model that delivers exceptional performance on modern hardware. Its superior reasoning, multilingual capabilities, and coherent content generation make it an ideal choice for various applications.</p>
<ul>
<li>Setup tool optimizing CPU thread binding for local llama.cpp operations</li>
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<li>Setup tool updating local miniconda environments for running PyTorch 2.6+ scripts</li>
<li>Qwen3.5-397B-A17B-FP8 Offline on PC Fully Jailbroken 2026/2027 Tutorial FREE</li>
<li>Script downloading precision depth-mapping files for 3D volumetric world generation engines</li>
<li>Qwen3.5-397B-A17B-FP8 For Low VRAM (6GB/8GB) FREE</li>
<li>Downloader pulling specialized biomedical classification models for offline evaluation and training structures</li>
<li>Qwen3.5-397B-A17B-FP8 Windows 10 with 1M Context 5-Minute Setup</li>
</ul>
<p>&lt;p&gt;The post <a rel="nofollow" href="https://solitysmartlock.com/setup-qwen3-5-397b-a17b-fp8-using-pinokio-with-1m-context-5-minute-setup/">Setup Qwen3.5-397B-A17B-FP8 Using Pinokio with 1M Context 5-Minute Setup</a> first appeared on <a rel="nofollow" href="https://solitysmartlock.com">Solity | Korea No.1 Smart Door Lock Brand</a>.&lt;/p&gt;</p>
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