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	<title>APIs archivos - Elcom Resistencias</title>
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		<title>Quick Run LTX-2.3-fp8 100% Private PC Fully Jailbroken Full Method</title>
		<link>https://www.elcomresistencias.com/quick-run-ltx-2-3-fp8-100-private-pc-fully-jailbroken-full-method/</link>
					<comments>https://www.elcomresistencias.com/quick-run-ltx-2-3-fp8-100-private-pc-fully-jailbroken-full-method/#respond</comments>
		
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		<pubDate>Mon, 29 Jun 2026 15:02:43 +0000</pubDate>
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					<description><![CDATA[<p>Using Docker is the absolute quickest way to install this model on your local machine. Refer to the instructions below to proceed. The installer automatically pulls the model (could be multiple GBs). Once launched, the setup wizard will detect your specs to configure the model for maximum efficiency. 🔐 Hash sum: 7adb749db305ad84c911f6cee32bf995 &#124; 📅 Last <a href="https://www.elcomresistencias.com/quick-run-ltx-2-3-fp8-100-private-pc-fully-jailbroken-full-method/" rel="nofollow"><span class="sr-only">Leer másQuick Run LTX-2.3-fp8 100% Private PC Fully Jailbroken Full Method</span>[&#8230;]</a></p>
<p>La entrada <a href="https://www.elcomresistencias.com/quick-run-ltx-2-3-fp8-100-private-pc-fully-jailbroken-full-method/">Quick Run LTX-2.3-fp8 100% Private PC Fully Jailbroken Full Method</a> se publicó primero en <a href="https://www.elcomresistencias.com">Elcom Resistencias</a>.</p>
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alt="Quick Run LTX-2.3-fp8 100% Private PC Fully Jailbroken Full Method" style="display:block; width:100%; height:auto; border-radius:8px;"></p>
<p>Using <b>Docker</b> is the absolute <i>quickest way</i> to install this model on your local machine.</p>
<p>Refer to the <b>instructions below</b> to proceed.</p>
<p> </p>
<p><i>The installer automatically pulls the model (could be multiple GBs).</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="text-align: left;font-size:11px">
<div style="font-size:15px;color:#2F4F4F;font-family:'Courier New';">🔐 Hash sum: 7adb749db305ad84c911f6cee32bf995 | 📅 Last update: 2026-06-26</div>
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<ul style="margin-top:29px;padding-left:24px;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><b>Disk:</b> high-speed SSD 120 GB to cache model layers</li>
<li><strong>GPU:</strong> high memory bandwidth GPU for <strong>next-gen local AI</strong> pipeline</li>
</ul>
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</td>
</tr>
</table>
<p><b>LTX-2.3-fp8</b> is a state‑of‑the‑art language model optimized for low‑precision inference. It features a parameter count of 7 B weights and achieves <i>high throughput</i> on consumer‑grade GPUs. The model leverages <b>FP8</b> quantization to reduce memory footprint while preserving <i>nearly full‑precision performance</i>. Its architecture incorporates a refined attention mechanism that cuts latency by 30 % compared to previous versions. A comparison table below highlights key metrics against earlier LTX releases.  </p>
<table>
<tr>
<td><b>Metric</b></td>
<td><b>LTX-2.3-fp8</b></td>
<td><b>LTX-2.2-fp8</b></td>
</tr>
<tr>
<td>Parameters</td>
<td>7 B</td>
<td>5 B</td>
</tr>
<tr>
<td>FP8 Memory</td>
<td>14 GB</td>
<td>10 GB</td>
</tr>
<tr>
<td>Inference Latency (ms)</td>
<td>12</td>
<td>18</td>
</tr>
<tr>
<td>Throughput (tokens/s)</td>
<td>85</td>
<td>60</td>
</tr>
</table>
<ul>
<li>Setup utility configuring modern multi-head attention flags for backends</li>
<li>LTX-2.3-fp8 PC with NPU Fully Jailbroken For Beginners FREE</li>
<li>Installer deploying localized prompt engineering frameworks with templates</li>
<li>Quick Run LTX-2.3-fp8 Locally via Ollama 2 Step-by-Step FREE</li>
<li>Installer configuring secure multi-level authentication profiles for shared local nodes</li>
<li>Deploy LTX-2.3-fp8 Local Guide FREE</li>
<li>Downloader pulling ultra-dense EXL2 quantizations of complex visual-language systems</li>
<li>How to Setup LTX-2.3-fp8 PC with NPU No Admin Rights 5-Minute Setup</li>
</ul>
<p>La entrada <a href="https://www.elcomresistencias.com/quick-run-ltx-2-3-fp8-100-private-pc-fully-jailbroken-full-method/">Quick Run LTX-2.3-fp8 100% Private PC Fully Jailbroken Full Method</a> se publicó primero en <a href="https://www.elcomresistencias.com">Elcom Resistencias</a>.</p>
]]></content:encoded>
					
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			</item>
		<item>
		<title>llama-nemotron-embed-1b-v2 Offline on PC Fully Jailbroken</title>
		<link>https://www.elcomresistencias.com/llama-nemotron-embed-1b-v2-offline-on-pc-fully-jailbroken/</link>
					<comments>https://www.elcomresistencias.com/llama-nemotron-embed-1b-v2-offline-on-pc-fully-jailbroken/#respond</comments>
		
		<dc:creator><![CDATA[elcom]]></dc:creator>
		<pubDate>Sun, 28 Jun 2026 19:02:38 +0000</pubDate>
				<category><![CDATA[APIs]]></category>
		<guid isPermaLink="false">https://www.elcomresistencias.com/?p=13767</guid>

					<description><![CDATA[<p>Using Docker is the absolute quickest way to install this model on your local machine. Review and follow the instructions below. Next, execute the setup script or run docker-compose. 🔐 Hash sum: f3188a610ef4fe044342e6c7b00f3019 &#124; 📅 Last update: 2026-06-21 Verify CPU: multi-threading optimized for fast prompt processing RAM: required: 16 GB absolute minimum for small models <a href="https://www.elcomresistencias.com/llama-nemotron-embed-1b-v2-offline-on-pc-fully-jailbroken/" rel="nofollow"><span class="sr-only">Leer másllama-nemotron-embed-1b-v2 Offline on PC Fully Jailbroken</span>[&#8230;]</a></p>
<p>La entrada <a href="https://www.elcomresistencias.com/llama-nemotron-embed-1b-v2-offline-on-pc-fully-jailbroken/">llama-nemotron-embed-1b-v2 Offline on PC Fully Jailbroken</a> se publicó primero en <a href="https://www.elcomresistencias.com">Elcom Resistencias</a>.</p>
]]></description>
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" alt="llama-nemotron-embed-1b-v2 Offline on PC Fully Jailbroken" style="display:block; width:100%; height:auto; border-radius:8px;"></p>
<p>Using <b>Docker</b> is the absolute <i>quickest way</i> to install this model on your local machine.</p>
<p>Review and <b>follow the instructions</b> below.</p>
<p>Next, execute the setup script or run <code><b>docker-compose</b></code>.</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);">
<tr>
<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: f3188a610ef4fe044342e6c7b00f3019 | 📅 Last update: 2026-06-21</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><strong>RAM:</strong> required: 16 GB <strong>absolute minimum</strong> for small models</li>
<li><strong>Disk:</strong> 150+ GB for <strong>high-context vector</strong> database storage</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 **Llama-Nemotron-Embed-1B-v2** is a compact, open‑source embedding model that leverages the proven Llama architecture while focusing on efficient text representation. It delivers *<i>state‑of‑the‑art</i>* performance on semantic similarity tasks despite its modest **1 B** parameter count, making it ideal for edge devices and low‑resource environments. The model supports up to **2048** token context length and produces **768‑dimensional** embeddings, which balance granularity with computational efficiency. Training was performed on a diverse, **web‑scale corpus**, enabling robust understanding of multiple languages and domains without sacrificing inference speed. A quick comparison in the table below highlights how its **parameter efficiency** and **embedding quality** stack up against similar open models.    </p>
<table>
<tr>
<td><b>Parameters</b></td>
<td>1 B</td>
</tr>
<tr>
<td><b>Embedding Dim</b></td>
<td>768</td>
</tr>
<tr>
<td><b>Context Length</b></td>
<td>2048 tokens</td>
</tr>
<tr>
<td><b>Training Data</b></td>
<td>Web‑scale corpus</td>
</tr>
<tr>
<td><b>Model Size (approx.)</b></td>
<td>2 GB</td>
</tr>
</table>
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