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	<title>Zero-Shot Archives - Giraffe</title>
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		<title>Qwen3.5-35B-A3B-GPTQ-Int4 Locally via Ollama 2 Full Speed NPU Mode 2026/2027 Tutorial</title>
		<link>https://giraffe.com.pk/2026/07/04/qwen3-5-35b-a3b-gptq-int4-locally-via-ollama-2-full-speed-npu-mode-2026-2027-tutorial/</link>
					<comments>https://giraffe.com.pk/2026/07/04/qwen3-5-35b-a3b-gptq-int4-locally-via-ollama-2-full-speed-npu-mode-2026-2027-tutorial/#respond</comments>
		
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		<pubDate>Sat, 04 Jul 2026 08:20:47 +0000</pubDate>
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					<description><![CDATA[<p>Using a native PowerShell script is the absolute quickest way to install this model. Refer to the action plan below to initialize the model. The process automatically pulls down gigabytes of critical model assets. The automated script takes care of everything, tailoring the setup to your specs. 🖹 HASH-SUM: 2d7b608bf0ce8050d683bf33cdf8fdac &#124; 📅 Updated on: 2026-06-30 [&#8230;]</p>
<p>The post <a href="https://giraffe.com.pk/2026/07/04/qwen3-5-35b-a3b-gptq-int4-locally-via-ollama-2-full-speed-npu-mode-2026-2027-tutorial/">Qwen3.5-35B-A3B-GPTQ-Int4 Locally via Ollama 2 Full Speed NPU Mode 2026/2027 Tutorial</a> appeared first on <a href="https://giraffe.com.pk">Giraffe</a>.</p>
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" alt="Qwen3.5-35B-A3B-GPTQ-Int4 Locally via Ollama 2 Full Speed NPU Mode 2026/2027 Tutorial" style="display:block; width:100%; height:auto; border-radius:8px;"></p>
<p>Using a native <b>PowerShell script</b> is the absolute <i>quickest way</i> to install this model.</p>
<p>Refer to the <b>action plan</b> below to initialize the model.</p>
<p> </p>
<p><i>The process automatically pulls down gigabytes of critical model assets.</i></p>
<p> </p>
<p>The automated script takes care of everything, <b>tailoring the setup to your specs</b>.</p>
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<div style="font-size:15px;color:#34495E;font-family:'Ubuntu Mono';">🖹 HASH-SUM: <span style="letter-spacing:0.5px;">2d7b608bf0ce8050d683bf33cdf8fdac</span> | 📅 Updated on: 2026-06-30</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> fast <strong>5600MHz+</strong> required to avoid memory bottlenecks</li>
<li><b>Disk:</b> high-speed SSD 120 GB to cache model layers</li>
<li><strong>GPU:</strong> modern architecture (<strong>Ada Lovelace / Ampere</strong> minimum)</li>
</ul>
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<p>The <b>Qwen3.5-35B-A3B-GPTQ-Int4</b> is a large language model delivering advanced reasoning and multilingual capabilities. Built on the <b>A3B architecture</b>, it leverages a <b>35‑billion parameter</b> foundation to achieve high performance across diverse tasks. By employing <b>GPTQ Int4 quantization</b>, the model maintains a compact footprint while preserving much of its original accuracy. <i>State‑of‑the‑art inference efficiency</i> is realized through optimized kernel implementations and reduced memory bandwidth requirements. The following table summarizes key technical specifications for quick reference.  </p>
<table>
<tr>
<th>Specification</th>
<th>Value</th>
</tr>
<tr>
<td>Model Name</td>
<td>Qwen3.5-35B-A3B-GPTQ-Int4</td>
</tr>
<tr>
<td>Parameters</td>
<td>35 B</td>
</tr>
<tr>
<td>Quantization</td>
<td>GPTQ Int4</td>
</tr>
<tr>
<td>Architecture</td>
<td>A3B</td>
</tr>
<tr>
<td>Context Length</td>
<td>8192 tokens</td>
</tr>
</table>
<ol>
<li>Installer configuring distributed tensor calculation grids across multiple local computers configurations</li>
<li>Run Qwen3.5-35B-A3B-GPTQ-Int4 Offline on PC No Python Required Easy Build</li>
<li>Downloader pulling micro-parameter language files for instantaneous automated replies</li>
<li>Qwen3.5-35B-A3B-GPTQ-Int4 Local Guide FREE</li>
<li>Installer configuring localized guardrail classification models for input-output validation</li>
<li>How to Setup Qwen3.5-35B-A3B-GPTQ-Int4 No-Internet Version 2026/2027 Tutorial FREE</li>
<li>Installer configuring distributed tensor calculation grids across multiple local computers</li>
<li>Quick Run Qwen3.5-35B-A3B-GPTQ-Int4 Locally (No Cloud)</li>
<li>Setup tool installing LocalAI server layers with robust DeepSeek-Coder integration</li>
<li>How to Autostart Qwen3.5-35B-A3B-GPTQ-Int4 PC with NPU Local Guide</li>
<li>Downloader for pre-trained RVC v2 clean vocals model bundles for local audio suites</li>
<li>Qwen3.5-35B-A3B-GPTQ-Int4 on AMD/Nvidia GPU with Native FP4 2026/2027 Tutorial FREE</li>
</ol>
<p>The post <a href="https://giraffe.com.pk/2026/07/04/qwen3-5-35b-a3b-gptq-int4-locally-via-ollama-2-full-speed-npu-mode-2026-2027-tutorial/">Qwen3.5-35B-A3B-GPTQ-Int4 Locally via Ollama 2 Full Speed NPU Mode 2026/2027 Tutorial</a> appeared first on <a href="https://giraffe.com.pk">Giraffe</a>.</p>
]]></content:encoded>
					
					<wfw:commentRss>https://giraffe.com.pk/2026/07/04/qwen3-5-35b-a3b-gptq-int4-locally-via-ollama-2-full-speed-npu-mode-2026-2027-tutorial/feed/</wfw:commentRss>
			<slash:comments>0</slash:comments>
		
		
			</item>
		<item>
		<title>Run Qwen3.5-27B-FP8 Full Method Windows</title>
		<link>https://giraffe.com.pk/2026/07/02/run-qwen3-5-27b-fp8-full-method-windows/</link>
					<comments>https://giraffe.com.pk/2026/07/02/run-qwen3-5-27b-fp8-full-method-windows/#respond</comments>
		
		<dc:creator><![CDATA[Giraffe]]></dc:creator>
		<pubDate>Thu, 02 Jul 2026 06:50:57 +0000</pubDate>
				<category><![CDATA[Zero-Shot]]></category>
		<guid isPermaLink="false">https://giraffe.com.pk/?p=7324</guid>

					<description><![CDATA[<p>Using a native PowerShell script is the absolute quickest way to install this model. Please adhere to the deployment steps listed below. The process automatically pulls down gigabytes of critical model assets. The smart installation system will instantly find the perfect configuration. 🔐 Hash sum: 5ccab75e513fbd72f63f11b8a8d88b6a &#124; 📅 Last update: 2026-06-29 Verify Processor: Intel i5 [&#8230;]</p>
<p>The post <a href="https://giraffe.com.pk/2026/07/02/run-qwen3-5-27b-fp8-full-method-windows/">Run Qwen3.5-27B-FP8 Full Method Windows</a> appeared first on <a href="https://giraffe.com.pk">Giraffe</a>.</p>
]]></description>
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" alt="Run Qwen3.5-27B-FP8 Full Method Windows" style="display:block; width:100%; height:auto; border-radius:8px;"></p>
<p>Using a native <b>PowerShell script</b> is the absolute <i>quickest way</i> to install this model.</p>
<p>Please adhere to the <b>deployment steps</b> listed below.</p>
<p> </p>
<p><i>The process automatically pulls down gigabytes of critical model assets.</i></p>
<p> </p>
<p>The smart installation system will instantly <b>find the perfect configuration</b>.</p>
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<div style="font-size:15px;color:#2F4F4F;font-family:'Courier New';">🔐 Hash sum: 5ccab75e513fbd72f63f11b8a8d88b6a | 📅 Last update: 2026-06-29</div>
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<ul style="margin-top:21px;padding-left:16px;margin-left:0;">
<li><b>Processor:</b> Intel i5 or AMD Ryzen 5 <b>for basic 7B models</b></li>
<li><b>RAM:</b> high-speed <b>DDR5 memory</b> preferred for CPU offloading</li>
<li><b>Disk Space:</b> free: 80 GB on <b>system drive</b> for scratch space</li>
<li><strong>GPU:</strong> RTX 4080 / RTX 4090 <strong>recommended for 26B-A4B fast inference</strong></li>
</ul>
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<p>The <b>Qwen3.5-27B-FP8</b> is a <i>state-of-the-art</i> language model featuring <b>27 billion parameters</b> and <i>FP8 quantization</i> for efficient inference. It delivers <i>high performance</i> with reduced memory footprint, enabling <b>real-time</b> applications on consumer‑grade hardware. Benchmarks show <b>superior accuracy</b> on reasoning tasks while maintaining <b>low inference latency</b> compared to similar‑sized models. The model supports <i>mixed‑precision training</i>, allowing developers to fine‑tune on standard GPUs without specialized hardware. Its architecture incorporates advanced <b>attention mechanisms</b> and <i>robust safety alignments</i>, making it suitable for enterprise and research deployments.    </p>
<table>
<tr>
<th>Specification</th>
<td>Value</td>
</tr>
<tr>
<th>Parameters</th>
<td>27 B</td>
</tr>
<tr>
<th>Quantization</th>
<td>FP8</td>
</tr>
<tr>
<th>Training Data</th>
<td>Web‑scale corpus</td>
</tr>
</table>
<ol>
<li>Downloader pulling ultra-fast 2-bit quantizations for CPU prototyping</li>
<li>Qwen3.5-27B-FP8 with Native FP4 5-Minute Setup</li>
<li>Installer deploying local RAG workflows with multi-file chunking engines</li>
<li>Qwen3.5-27B-FP8 100% Private PC One-Click Setup Offline Setup FREE</li>
<li>Setup tool refining CPU thread binding boundaries for maximized llama.cpp performance</li>
<li>Install Qwen3.5-27B-FP8 Windows 11 Dummy Proof Guide</li>
</ol>
<p>The post <a href="https://giraffe.com.pk/2026/07/02/run-qwen3-5-27b-fp8-full-method-windows/">Run Qwen3.5-27B-FP8 Full Method Windows</a> appeared first on <a href="https://giraffe.com.pk">Giraffe</a>.</p>
]]></content:encoded>
					
					<wfw:commentRss>https://giraffe.com.pk/2026/07/02/run-qwen3-5-27b-fp8-full-method-windows/feed/</wfw:commentRss>
			<slash:comments>0</slash:comments>
		
		
			</item>
		<item>
		<title>chandra-ocr-2 Offline on PC with Native FP4 Step-by-Step</title>
		<link>https://giraffe.com.pk/2026/06/30/chandra-ocr-2-offline-on-pc-with-native-fp4-step-by-step/</link>
					<comments>https://giraffe.com.pk/2026/06/30/chandra-ocr-2-offline-on-pc-with-native-fp4-step-by-step/#respond</comments>
		
		<dc:creator><![CDATA[Giraffe]]></dc:creator>
		<pubDate>Tue, 30 Jun 2026 10:36:56 +0000</pubDate>
				<category><![CDATA[Zero-Shot]]></category>
		<guid isPermaLink="false">https://giraffe.com.pk/?p=7311</guid>

					<description><![CDATA[<p>To get this model running locally in no time, utilize the built-in WSL tools. Carefully read and apply the steps described below. All large files and heavy weights are downloaded automatically by the script. The deployment tool scans your environment and chooses the ideal parameters. 📊 File Hash: 87c8d35db20918df48c24ac5e94319d9 — Last update: 2026-06-27 Verify Processor: [&#8230;]</p>
<p>The post <a href="https://giraffe.com.pk/2026/06/30/chandra-ocr-2-offline-on-pc-with-native-fp4-step-by-step/">chandra-ocr-2 Offline on PC with Native FP4 Step-by-Step</a> appeared first on <a href="https://giraffe.com.pk">Giraffe</a>.</p>
]]></description>
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" alt="chandra-ocr-2 Offline on PC with Native FP4 Step-by-Step" 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>Carefully read and <b>apply the steps</b> described below.</p>
<p> </p>
<p><i>All large files and heavy weights are downloaded automatically by the script.</i></p>
<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:#2B2B2B;font-family:'Anonymous Pro';">📊 File Hash: 87c8d35db20918df48c24ac5e94319d9 — <span style="color:#aaa;">Last update:</span> 2026-06-27</div>
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<ul style="margin-top:25px;padding-left:18px;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> required: fast <b>PCIe 4.0</b> drive for instant boots</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 **chandra-ocr-2** model delivers *state-of-the-art* optical character recognition with unprecedented accuracy across diverse document types. It leverages a deep convolutional neural network architecture combined with attention mechanisms to capture both fine-grained character shapes and contextual layout cues. The model supports a wide range of languages and scripts, making it suitable for global enterprise workflows. Performance benchmarks show a character error rate below 0.5% on standard benchmarks, outperforming previous generations by over 15%. Integration is streamlined via a lightweight API that processes images in *real-time* with minimal hardware requirements.    </p>
<table>
<tr>
<th>Specification</th>
<th>Value</th>
</tr>
<tr>
<td><b>Model size</b></td>
<td>210 MB</td>
</tr>
<tr>
<td><b>Supported languages</b></td>
<td>100</td>
</tr>
<tr>
<td><b>Input resolution</b></td>
<td>2048 × 3072 px</td>
</tr>
<tr>
<td><b>Processing speed</b></td>
<td>> 30 fps</td>
</tr>
</table>
<ol>
<li>Script automating parallel down-streaming of sharded Hugging Face model chunks</li>
<li>How to Deploy chandra-ocr-2 via WebGPU (Browser)</li>
<li>Setup utility for managing access credentials for gated research models</li>
<li>How to Run chandra-ocr-2 via WebGPU (Browser) Quantized GGUF For Beginners Windows</li>
<li>Downloader for specialized TabbyML code-completion model backends</li>
<li>Zero-Click Run chandra-ocr-2 on Copilot+ PC</li>
</ol>
<p>The post <a href="https://giraffe.com.pk/2026/06/30/chandra-ocr-2-offline-on-pc-with-native-fp4-step-by-step/">chandra-ocr-2 Offline on PC with Native FP4 Step-by-Step</a> appeared first on <a href="https://giraffe.com.pk">Giraffe</a>.</p>
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					<wfw:commentRss>https://giraffe.com.pk/2026/06/30/chandra-ocr-2-offline-on-pc-with-native-fp4-step-by-step/feed/</wfw:commentRss>
			<slash:comments>0</slash:comments>
		
		
			</item>
		<item>
		<title>How to Launch Qwen3-TTS-12Hz-0.6B-Base on Your PC 5-Minute Setup Windows</title>
		<link>https://giraffe.com.pk/2026/06/30/how-to-launch-qwen3-tts-12hz-0-6b-base-on-your-pc-5-minute-setup-windows/</link>
					<comments>https://giraffe.com.pk/2026/06/30/how-to-launch-qwen3-tts-12hz-0-6b-base-on-your-pc-5-minute-setup-windows/#respond</comments>
		
		<dc:creator><![CDATA[Giraffe]]></dc:creator>
		<pubDate>Tue, 30 Jun 2026 06:36:52 +0000</pubDate>
				<category><![CDATA[Zero-Shot]]></category>
		<guid isPermaLink="false">https://giraffe.com.pk/?p=7309</guid>

					<description><![CDATA[<p>For an instant local deployment, running a pre-configured shell script is ideal. Refer to the instructions below to proceed. 1-click setup: the app automatically fetches the large weight files. The installer diagnoses your environment to deploy the most compatible profile. 🔐 Hash sum: 59a24b9b51708f5d8da37bc8e19019c8 &#124; 📅 Last update: 2026-06-27 Verify CPU: multi-threading optimized for fast [&#8230;]</p>
<p>The post <a href="https://giraffe.com.pk/2026/06/30/how-to-launch-qwen3-tts-12hz-0-6b-base-on-your-pc-5-minute-setup-windows/">How to Launch Qwen3-TTS-12Hz-0.6B-Base on Your PC 5-Minute Setup Windows</a> appeared first on <a href="https://giraffe.com.pk">Giraffe</a>.</p>
]]></description>
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" alt="How to Launch Qwen3-TTS-12Hz-0.6B-Base on Your PC 5-Minute Setup Windows" style="display:block; width:100%; height:auto; border-radius:8px;"></p>
<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>
<p><i>1-click setup: the app automatically fetches the large weight files.</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:#2F4F4F;font-family:'Courier New';">🔐 Hash sum: 59a24b9b51708f5d8da37bc8e19019c8 | 📅 Last update: 2026-06-27</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><strong>RAM:</strong> required: 16 GB <strong>absolute minimum</strong> for small models</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-TTS-12Hz-0.6B-Base</b> model delivers high‑fidelity speech synthesis optimized for a 12 Hz refresh rate, making it ideal for real‑time conversational AI applications. Its compact <b>0.6 B</b> parameter count balances performance with low memory footprint, enabling deployment on edge devices without sacrificing audio quality. By leveraging <i>advanced diffusion‑based generation</i>, the model produces natural prosody and seamless voice transitions that rival larger baselines. A built‑in <b>speaker embedding</b> system allows rapid voice cloning with just a few reference utterances, enhancing personalization options. The accompanying </p>
<table> shows key performance metrics compared to similar open‑source TTS models. Overall, the combination of efficiency and high‑quality output positions <b>Qwen3-TTS-12Hz-0.6B-Base</b> as a strong contender for developers seeking scalable voice solutions.    </p>
<table>
<tr>
<th>Metric</th>
<th>Qwen3-TTS-12Hz-0.6B-Base</th>
<th>Baseline TTS</th>
</tr>
<tr>
<td>Parameters</td>
<td>0.6 B</td>
<td>1.5 B</td>
</tr>
<tr>
<td>Refresh Rate</td>
<td>12 Hz</td>
<td>20 Hz</td>
</tr>
<tr>
<td>Latency</td>
<td>45 ms</td>
<td>70 ms</td>
</tr>
<tr>
<td>MOS</td>
<td>4.3</td>
<td>4.1</td>
</tr>
</table>
<ol>
<li>Installer configuring local context shifting for massive textbook indexing</li>
<li>Setup Qwen3-TTS-12Hz-0.6B-Base No-Internet Version FREE</li>
<li>Downloader pulling refined instance segmentation models for offline medical imaging</li>
<li>How to Install Qwen3-TTS-12Hz-0.6B-Base Fully Jailbroken No-Code Guide FREE</li>
<li>Setup tool checking Blake3 hashes for high-speed model file verification</li>
<li>Qwen3-TTS-12Hz-0.6B-Base Full Speed NPU Mode Offline Setup</li>
<li>Setup tool updating local CUDA toolkit dependencies for nvcc compilation</li>
<li>How to Deploy Qwen3-TTS-12Hz-0.6B-Base Locally via LM Studio For Low VRAM (6GB/8GB) Full Method FREE</li>
</ol>
<p>The post <a href="https://giraffe.com.pk/2026/06/30/how-to-launch-qwen3-tts-12hz-0-6b-base-on-your-pc-5-minute-setup-windows/">How to Launch Qwen3-TTS-12Hz-0.6B-Base on Your PC 5-Minute Setup Windows</a> appeared first on <a href="https://giraffe.com.pk">Giraffe</a>.</p>
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					<wfw:commentRss>https://giraffe.com.pk/2026/06/30/how-to-launch-qwen3-tts-12hz-0-6b-base-on-your-pc-5-minute-setup-windows/feed/</wfw:commentRss>
			<slash:comments>0</slash:comments>
		
		
			</item>
		<item>
		<title>Run tiny-random-OPTForCausalLM 100% Private PC</title>
		<link>https://giraffe.com.pk/2026/06/30/run-tiny-random-optforcausallm-100-private-pc/</link>
					<comments>https://giraffe.com.pk/2026/06/30/run-tiny-random-optforcausallm-100-private-pc/#respond</comments>
		
		<dc:creator><![CDATA[Giraffe]]></dc:creator>
		<pubDate>Tue, 30 Jun 2026 02:36:46 +0000</pubDate>
				<category><![CDATA[Zero-Shot]]></category>
		<guid isPermaLink="false">https://giraffe.com.pk/?p=7307</guid>

					<description><![CDATA[<p>The fastest tactical way to launch this model locally is via a Docker image. Please adhere to the deployment steps listed below. The setup auto-downloads all needed files (several GBs). To guarantee smooth performance, the process auto-selects the best options. 🧮 Hash-code: 518cad8f004839dcaef6ec3abf0794c9 • 📆 2026-06-25 Verify CPU: AVX2/AVX-512 instruction set required for llama.cpp RAM: [&#8230;]</p>
<p>The post <a href="https://giraffe.com.pk/2026/06/30/run-tiny-random-optforcausallm-100-private-pc/">Run tiny-random-OPTForCausalLM 100% Private PC</a> appeared first on <a href="https://giraffe.com.pk">Giraffe</a>.</p>
]]></description>
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alt="Run tiny-random-OPTForCausalLM 100% Private PC" style="display:block; width:100%; height:auto; border-radius:8px;"></p>
<p>The <i>fastest tactical way</i> to launch this model locally is via a <b>Docker image</b>.</p>
<p>Please adhere to the <b>deployment steps</b> listed below.</p>
<p> </p>
<p><i>The setup auto-downloads all needed files (several GBs).</i></p>
<p> </p>
<p>To guarantee smooth performance, the process <b>auto-selects the best options</b>.</p>
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<div style="text-align: left;font-size:11px">
<div style="font-size:15px;color:#212121;font-family:'PT Mono';">🧮 Hash-code: 518cad8f004839dcaef6ec3abf0794c9 • 📆 2026-06-25</div>
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</table>
<ul style="margin-top:30px;padding-left:25px;margin-left:0;">
<li><b>CPU:</b> AVX2/AVX-512 instruction set <b>required for llama.cpp</b></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> 12 GB <b>VRAM minimum</b> required for basic quantization</li>
</ul>
</div>
</td>
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</table>
<p>The **tiny-random-OPTForCausalLM** is a lightweight causal language model designed for efficient inference on modest hardware.   Built on the OPT architecture but scaled down to **256M parameters**, it uses a reduced **attention head count** and a <i>compact embedding layer</i> to keep memory usage low.   It was trained on a diverse web‑based corpus using a **causal loss**, which enables strong performance on text generation tasks while maintaining a small footprint.   Benchmarks show competitive **perplexity** scores for its size, especially in short‑form generation, and it supports fast **token streaming** for <i>real‑time</i> applications.   Overall, the model balances speed and quality, making it suitable for deployment in resource‑constrained environments.    </p>
<table>
<tr>
<th>Parameter Count</th>
<th>Hidden Size</th>
<th>Attention Heads</th>
<th>Max Sequence Length</th>
<th>Model Size (GB)</th>
</tr>
<tr>
<td>256M</td>
<td>768</td>
<td>12</td>
<td>2048</td>
<td>0.5</td>
</tr>
</table>
<ol>
<li>Downloader pulling custom frame-interpolation models for local Stable Video Diffusion pipeline architectures</li>
<li>tiny-random-OPTForCausalLM Windows 10 For Beginners Windows FREE</li>
<li>Script deploying local DeepSeek-R1 reasoning models via Ollama server</li>
<li>Setup tiny-random-OPTForCausalLM Locally via LM Studio Full Speed NPU Mode</li>
<li>Script downloading advanced mathematics deduction checkpoints for logical evaluation verification sequences</li>
<li>Setup tiny-random-OPTForCausalLM Offline on PC No-Internet Version FREE</li>
</ol>
<p>The post <a href="https://giraffe.com.pk/2026/06/30/run-tiny-random-optforcausallm-100-private-pc/">Run tiny-random-OPTForCausalLM 100% Private PC</a> appeared first on <a href="https://giraffe.com.pk">Giraffe</a>.</p>
]]></content:encoded>
					
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			<slash:comments>0</slash:comments>
		
		
			</item>
		<item>
		<title>Deploy Molmo2-8B Windows 10 with 1M Context Dummy Proof Guide</title>
		<link>https://giraffe.com.pk/2026/06/29/deploy-molmo2-8b-windows-10-with-1m-context-dummy-proof-guide/</link>
					<comments>https://giraffe.com.pk/2026/06/29/deploy-molmo2-8b-windows-10-with-1m-context-dummy-proof-guide/#respond</comments>
		
		<dc:creator><![CDATA[Giraffe]]></dc:creator>
		<pubDate>Mon, 29 Jun 2026 06:36:31 +0000</pubDate>
				<category><![CDATA[Zero-Shot]]></category>
		<guid isPermaLink="false">https://giraffe.com.pk/?p=7295</guid>

					<description><![CDATA[<p>Deploying this model locally is quickest when done via Docker. Follow the sequence of steps detailed below. The client handles the setup, pulling gigabytes of data automatically. During setup, the script automatically determines and applies the best settings tailored to your machine. 📘 Build Hash: 860c74a2021d930e2fe20cb9af08080f • 🗓 2026-06-25 Verify Processor: Intel i7 / Ryzen [&#8230;]</p>
<p>The post <a href="https://giraffe.com.pk/2026/06/29/deploy-molmo2-8b-windows-10-with-1m-context-dummy-proof-guide/">Deploy Molmo2-8B Windows 10 with 1M Context Dummy Proof Guide</a> appeared first on <a href="https://giraffe.com.pk">Giraffe</a>.</p>
]]></description>
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4aJ79JbwdFpuYX1x934NT645CX+fLAjpGozFOvXlFTw6RCQTcw6VtcOSso9iwSHKoI8y6BakNiozbVRIspSAdaMAsnNm4E5oFLOcma54fDR/SIEWiu7kZ0rXBkn3WfnI33GaCurj+r/IN0FgkBjzBdXfgu8LNNdisKwhXA8EjzP30Sl3ljK8L8BfPtjUpf7fCcXYgPInvxooNxf8R8FVRNvBSSgyL5lc3aCua10zrRA/YmeyIVg1rXFaFsHCZWd7BIRkMH7W/muLc/NgO45FJqb+VveGDOW5XFF6lSqu8Z5t/ByOx9juBvHGxuDQA8OV02M/l1hNzh+GtB1VPPHLBoQfrpRwB3Mr1T7NYAUwrr/Ru7rMLAJFhJD7V30+2b9HxhNUEr8uKfiONmUP1Vq2TV6pYAG1q99LulFeJEy8pcFQLdPDgFqQgn2jkXfy9ndMEgcImuGMFFn+pLtJlRCqFCtFyD7xAujIoTlMOk1tB2vHm9ah7VRLO35TgCGePFCS6CwBJ2ocjdfDceuBdy+7WJarepGnLs+NM6nNWZJaINOJA4Xs8MaQyR6EdvFbwDeXukck67IZk7GVg1hPAfkPsg+UZrq54r56X/eU/T9kD5xCBAyrE8xAiNXGtYM4XUffkDJthYs7IwHUpgGZgNix8L5glFABIE3N3K2kcR8BPY0Y0Ob0pWf7d68cOB+8D1wYuPftH+jZHfA6khC+DYoAAwBbNgBOcsGy4W05zvD/aES6e+0OZSpDwoOfT9GjskrvO/ikkWLfjf0oiDEHO6lm7bYyvGjwfmcJw2B6xxucPF8WU0fI7I4mDIzUSQGwmVYRyKNGrLHOVJHJQqc6RySdh/v5QAhoBtPYn3UYquHwKgBK7gHDmkd8chKn7bKGrbmHy3PIVQShY8/hdUhIbAQcZsjmpOrrSPW+pbPU7jX88WwThikNfgLzVOJ0jpQp/rZWITyK4wB7w7AFGhJvVvFQAIY1VzLPwCjpJwKtFxRKKdbYEBOoEVkqHprSZdi0WtDk3QhP++cZMNML+bdq7sQ3peX2Oqs7HsCvnXB3yhQS0ctT4YZDf/XlEiu6b8z8tbSw9OoosEW7sR+JSz7i61gmyb9Nw+BRgjZSCrbCslJ4/Ql24ksprMPES5/n6VWcI9Uopp2datGRC5chQUnQiDam5b9dakeiF6SVBKkDNrS+yy9Cc/qwSgtnDwSnufUnXFyGcvZ6nCdqodqFU0oeWVjm74S5UqadMYoIfF9glSLv68J4K4juuAtmjr5ELigrwuGjPn/J9swXyKqb6IGIeDGBQHbOGI3ozwlExoz7zkBNmh+Skvmv6OgT+kpeolipBd1k2YhSRfo0WCtwCbxKFj2BYA3x9zYWF/r/3Y+GopUrtje060NVAJFZO0mIVzDULOdBYOQpaYumYUMZVFs1z+uBh/ipboUJcEDc+Ya3W8W0b7xXMGtU3AQEdqgbZAjfvDygq+0H4Z9hQnyumyYXZLtQHcWVnjrxJAWuxcKXFt0sb3HtxB3N5PFwrkOPGZRGLTzzg5orcrtvUAiCBFe5TOk6BGjyjLcst467I6eN32IfC36tTNgMys5qA/dnZoI7RV34Jp4jIC19wUbSW9hbRAY1HKjQ9kAx+uyiV5NYUz/lYPB7KYYpLOOFjPJRHpW7wEmX9DmaU5oybuk2SQKlFtxGOBGEbdht9FVdrZZeKQlfHDace3on5aLSnXY1ad6ZmgheZPAF9OdvoTeVJ4nfZUWtfc+aOwF5TaeK9tsIf7iHKFjHdqGV+8W2yfmoaqfRB+FdwnPD81+QYAjo/IMGDr3mbzkuAQ1e6YLmSxQ1k5bvgRqXfcKNRCioWJa3ZQfOpMSbr3km9v6rVzjmeYUDw2HFf4Vf0QICEFEpwd4y4N9SYkAo+z09bPfs1F8CaJ/xKkyeDhQP8uE5mab7+SStpZRWH6NNjTkmO717J6A/j00TSC9vIB+eLAZg1PTVPW5F1pzrVJ8xKKkdgSbWuqRxYI1rRuTDjSr7QXhiMLy30VH1vxM/WMCu+9x+HGAv8O6KozQ5r8wBzLYhusrrmnobE5BtCWtQHfws12DAFOzKq/lPRePxVaLCtZ6gWX+rqEYHg61xy8YmvaXUjoXUQ2IDo5dJNKJY1Ugj/ccbDaJbE39aki+2dndxg6enVGlqDztUqxq4WTSnnaSFmAhjJg+rDt7UqiI6aBv+A/o9eLvtMDbvQN+U6AOeYEI/XC7+exmR0/VKFBKEujil36b7LBai1D1IFoPJrx7+unWoOwiG+kKGvKvZZryhsyy86dQGU+ysiB18V7KMHNps0jm3TI9Ot19r0wRmS6qhti+XHmuYVo53Qn935ZJeXTfGx7NJC/Zti3aPgZm8YTwoOLUi2+N1SYR482d9gdXSHkG331hSqS1NMqs29jCFqvVTniI+UPsIOJwuncsedWDR/wMFOsVFN+MVMRdyrw92WFro/tmwXYkpQuj5n31NEhrEk34l/2DpPkykQgzLer7VZ9lkAQdZCfuZAq8u22lw/0wWaVilnILayVhaAADjTW2YwDwgxNL55/J7FwOQQmx39GHfQlwyeZVJUWIXUIdN9NK1sY3uGLaiTNevFD+6APCrxW0BlJIbZMUYDBs6zgJqCdtdcpvWNjbbAneaaRb0uJJDk/gAAmfjx2XA3rQlY2+dFJxsR0jBaGc5rB9LnpL05SEzUPfwXOmUaw6T5O5wMBZTIcjJHbmNkuBeLxNbM5wvXl7IFuTBPAeWh+xoFNGxnYv2h5ulkRgCNfWw73dLhJNKIOwlogop15jgj+9flZSThHEFScM7r29Nu10vmulnVA3vv+jEYni37MS++H7MG7imIDnsaM3lVWQW7wNPl/XNEZPUqPSwp5uNW+AIQ3DMT1mD7u9U5kfvjqe0SpIZnOr25wh++fBJoR4hjDXGpp3yjznff4+0lO7Eyx/DpMLM3Ie3gyymeJToMLFVEuz/Hhx+aTMF2K7xTJGg3RKPLfy+9f6agTvbyRnP9nU5GzB9DQWmQuesTLVHZWnsoBoO4x6uvHG1dt5EWO5iqzj+XtMpHeyfHkJk6eRF0UCQ2rDTFP79GpB3Sry86uwDNr0sbnR222UGTcqcPD0JLA1D2oLbApRX+yvd0IWYd+gMEhD2uob6fdLMR0X4HtRmVa/UAltBJ4wFus/wJDwdUwrH4pKZZ9QfJHNBzmnrl6ZlkEOur8wLcJ704ad2hsTYFG35cFmpQi1gE0QOCsTjf+9q2P033smweuYrgp5otX/IF6Ymci5edq8wOJ97XgEXNpst9ksoTS1ZDyU/PMeoUymFL/BN1HTFMKGbpnSFpKzp9sfM/DNlQyvKDdiABdU4osbBsDevtP0IeAhvn9lWZug9V19ayll9A89IleKQEHpG7u+hT5thn13NsHVa7yzMOgrObAtbLTGRqXiWx/clR3SYgnzXa4B8+08I33YbYk6orIdiCRoTg2jQfpPLRo9flXN5dVQlOvR3r/kj5QuxUdUPmIf6NbODn5g9Nx49SEa5aRI6b/f9w9AHfMbzrLJJ0qJ6f8b4ccB2RIaJkGqM1uVWqBCB0KSQETr8/KucKg3FnUnnTKEQTTihxm6ofmQBxvFVlCxG/3BCm1M7Vyjz53qrZBbzzN2/b0k+J8tjPSk8SRziOAmP4bI4DaUbmF4ndN/LAdvWO/2P6tUpbSy7oI5BNg3ZkSfkppypnRbGUXO+ZrUDpfh+r4yPXcJo1YUz8+okh8AqvaCNws4BqskwybOKbvvEv/i3R6vNpJiTCQnpmXOB1BZrvw7xXvsTOlW/YL96VwRhSl0//4yLAWVt23hGYb9Oz3lOB6jx9HJuuh+6onkBxCq5yNR7vN0/YmIgJdSw+AWVKWEM0li6JT7rUMLqxWmjIMOXmOlOCydWo9XWh7cp8ne5QgnyBKypd9lpAh0R1F0Ow8IJOG+xMumA55QwE6Gr0hp84Ev2YcvK0I3Knm0Xp/NyAK3A6//QgzarMKIHP/76FgW85CKWgv3vzdc9aUj74+qBDYJHBl1cRB7gqftr2LHYF6MUS+VaPbTmDIZSHZNr5WV10X3UjWSn5UfXKedogw7PWqB6C3JjQ1r7duxrul4At3j51KZOf+9q3CP7E+hwv1R1mlymakCDF1aL8W+Yc96sf+uGzIjMe0XhBbJi4ab1DeoDtG9V8RnDdIhEKp9HWKJF+2Y/8xzxEYg5Bjhcc37v0MD3ZIiQ+n+0NlfAT9bhZ6RQLjVjWruOz+zHXhezQucQevdg+mFvkbrVqe77y5pdmuUW58kGbzgScMba+g5XXFkFOeMCxbG78Vao3H8BXJ4FnrEo854HiXKhS5EJGEgbKypBnYMIyY11AesaVLmBBC5YSvJ4vMGONIj3iX5g8aRj7wDRFLbUOmQZv+oxK3vMIrSWTtHhoH3ZtnalNrkQEIh/hZ1mxPYY1vGobmbllgcnrDq1f5ZjW74i/at0HpI0eeSsEjtNtiMgK0g2j390re2lKlfoNaA9yd4mwVyUfWOnsnIK3X+RyRQMW+ws9h3GcWPod4/SjLPM5ERuDqG1OUxWjenwuXT8AgK9Up91IA4WtJjO4HKTdELXn+nSLw6FDuAJyWrif7B9MSdWcoqmPlHR8ClQr8BblqvYkH2HoSOWGfpCMDuypg5beMegHIQDYDHF8HV+DAFoKeKPPSFZ6fLkptplkE1sX1/tCGlSfNHCpqG9Do5boK4yzDgy0CST2/65JmLpZCGHqvCm6eKsM4kZjaHrINKmI2pbXI+MmqMXMmv9CUcAr+RRXkngOjJOb/DVbpOhSY49/6ewVUbd4tsdaD+4/CDY3rNEawCZJg7XxH5dVBJXiXLWhhwk5rgVzZw1KpwX3Dce0ufEQhquOFZddYYcI1W55Kgo7rqAa50cCEYmOa1EeiFo3H42eXP+a+sqOH7+J3C9daXMbrle49VQa38Pdr3dO/Bp5/PN/9PUjruxx53CNj2W0ws5BLD4vVVX0R7/3Acnlf4qXajD0JO/5+85W4YeHbd1YRML9nsjAKo8au+j7xbTFtJDvbYHefLcWCeEj7pK4Ykl9jPnjVMZ7fLuPf8dMQuEHZNwyL4kFhZTCvLLhr6H4No2hOKvl/xeKggh9uvFj/nVvzSgDw3+cyk2gDLarz5bfo+7ojsxA78C1qJ/f4FjWal8qbep8nwqw2lF83f+EHo6o7rOQNNJmJREp67NSex+wIOyDiaGHqutYNKA3aBDhjsQBpICsbycb17Hy7I1JC0WFNg4qBL0AasmMKJebG9o7tjGCL64WyFssQzl/FUczN+6b//zXtSxzNAagmKy5ipfFft5ZDu6rkDVpmii+qH3UcsYY86vcoUTUzzTgzxIPZgw751+pW29t4XZKtCuFtDKP5g8Qh+AkR5WgJVN0GHvOgd9zmUfEs9NONsDduTYPFf+rAt9DN7ypoo50y3g3ibWbh5QcUc1rSm8Lm6Ya6OsIVu8DQMazUhGmgWeZNF60op8dYWpjn4drEe+FBVcf7TkPuoMAgxGxYm7FVfeFykG8juOXwc07+FLzewZDQnYdOgiOrt2ThWKCVliVpq0DabLEFwpvYNa7zhN9eX5pqCiTk+QWMxbCIV04iMx5HXCnNMMixcTp9Qm81ky6VOXn3RbyurxxK1qU9wICoxlZPJkF2pPxEz3Hg2S8x9f9JsydbMmhAepQVk8MkAgKkXphak3hjx4IabmxCt55fH33OkB/wqlCOlwq7asaIBCb9jdfojIeafZ4xEqmDGGKF0KvXbl0VTs8QonW2ySsAZD1K9vZ9/UEWmf/wHxCUGCH+Au9fY6q24HtR8jwDMB8LSdOeDrZBhzVIESP+L7cjV6TAIvy13U9JMOJ0HTDdRZqOZOygjT7nERcqfKTpaV6A1QDzza7XJvfzoT14iK1AYcSzALQlU/rpYYW6211aDyxeBTYtcHYS0L33RpGHbHhzirpuTozY0qlxHQRjjHMVcUbmu2w72rzcAB8h09dVIwmUZ84Bz8fKUDlxfK5fKFUyxJgX9W5S9w5JuQBX0Qdu8YQ+6+TJ9rgk/Vjwm0lpxKq8dWNxc4pn4PRIFG/wFC+IskilWtjhMDCHXUKMtJub4ue1CadzjYU8bbYvdeUhPS4inVjAoVCtLx/ljXp+7y9g21jjLiLueXVmwMzxmdhAioQqon43KDPIHpjELGBcolXtjtXaaKJbX/mV2SsKUgCZxd+D8tUW7AG1+QyPP9VtyW77XlMhR3zLlynFtwqbUYjcoAndV6fD8w5M0nEbw9xeVpQ+3XjPa9m+otcf2OavmxVFmwwSeryeXmptBP95vHFeJnL5q64ZHyWndTTPStSV5Oh46/9idznOQH6BHCZH6yaqSTgw79QY1Lsz7tHy+MOGp1Are0KsDr3DHMJp9Xw1KM+Y4pztQULVEzIlW/OoO/wfCrOKG1vLUNSVCI9dL/icLoBGc2Azg1YSrZvnjnVQgMJ5i7bxyqEQ52aEIOberdtXpxs+9qjxmUHchVuE4lNTC48QwPY61rlokic7b/5814C52vHpg+pYCcyuAmEW6Jw8fSVIw1d1nWTjvCPw/jOjbRqgm5Jbp+hvpbwKpOqdElzQxaKGafrGlPpQc0jEPTCm2VhvHIhgoxVjXxisZjuyaUqC26TrQvb7Smqhv+myxyw/R3WjAFfOJxNbOLr43WdaQJ16iKDBxd0/3HWfYnEsIMj7y+xM0QL/sVFj7afuJtoG6Fy71/0N8iTlsTnyTcf4qx9C/NN3kEtZUzL10Vcvor90+Vfk7LxUOPyZBy1LcC4vPyLgvEMBoSxObMcbWujZVcci1/hhXHMEQB2M5cUYFF+LrA7L5Jxoa2karTgfvta6DyZAfx62xRo4C6hZR1LKlm3whwEY9ztVLhd5Re/AL4IX7YVPAAGb1y8o6tYNfpGliEj+Zz1Y1ZcUEzDM8sHGLZzOVTNgIhBRCRMAs3A7fVKfPnMQu5ApZWDjD1AOMGdcHeMedYwQuPNQ6t4c5+i1atmOX561Cb0+6ZehHS5eTvGjw6z0VM7sCJyc9NlvlWxj9tIQV1kWS2t088RCbWLlLT4wR38VcbyIS+RbRgF99Zj+d0LCGN0gL6cZ7uebJx/hByLwsErXfsrb0EJuFFotw8Ptt7cFcd0MPJixtYz4n+DaBejbhB9JdCOOwGJv6sz9GQN/lkMUIB6z3k8OVC0T1fGJx+jEygiWAf8huKZXHzl+Vbq5KDJ6SdzWm10KOIJkHzHldlxvmJN7l8swf2ymbHduRk3hk1ilhqgixDqg3m8fply+e3m7bpnHxK3ibhSxAoHRpFenLypgrer2nItPkGu/tE4FL4qhEurIfx1PJvTqUJkwdd4CLg5j55YZGNTSMb0xHnXfoQKovwQp/Mu/ZLBYN9wDb1z7but6AU6X0EBoghkb3f/7xdFhMItTavlgYQI39obzg2a5S3ooEoEn045PZjNAi3WXNG7bCLb/nfQ9zPowtktLJjrUgJ2wghEYfIKLlLTWoa3aigBsI+C6inJurqccujioz0KRr/6wTnFKlDBiDX+mxXP+oKY4V79tIVg6Js1a2gAtJspG/kFOowVV1rTV7R6GkCfywC/oHS3I2mMXVlm9G0MUutwiL3ARE1cPnZjF82+6PqFhum03QzymUjhLgWemXCQ907VVnH46F+/4yCOHtdfCv06QBryUod4Se6gKkKGs6tifXjf2HJUqDthf64eg5BcDpo9j/bu6uDYdUx+X4nPVzeYWxb0TXLil9Iveku5kQqrRn03bP89rJ7e2ksKYBcD0VtHcm0YEpIe27ZfxP/7l/7neA37lSNap7pIrKNGl65X/EkwRpv8q3fX56xkHrdUQETaWsqg1zF/DUvwd39ewuYJAsRAxjY3/uY7q9scnk45S0iF6wKdY8ZGpFeKkEQOxlNQLmVNPh+xUKvMNA/AB1KB4jhLADMBdb0+qZB44Cle8CGnH+x+8u9aKwPx4AdbXLf6tQ+BRFKjswy/uFNE7oLwn6TYKGskVRA9joNfBVzyp+8YsunbrzJTbsdGK5S/9XSg7nBmjkfwQkVp2bROiXPOozNEIy/1lFEYniNwaOeRjfADw0a4iY+8OJfOzPtb5uEj62HC2P3kndqeNfH5y5Z9H/vwgbY1wPQM57JHW3BHQ9nj72OtY7m0BYyndXwnjBfcys4jOBDr+f8PwyYmGPZlWlzjOv2OL8PE3UjQ3mBd0NzW1P3jWu1d3VY+1Dxeqt6Bae4hHyQNwdt7cduHHVSCKHx/jPe/YZkFtL1O9Io44OgADzpVWcTfD7VzHURFWn7yDjjD9V/W3kQ9Cwk6stwiT4/h2cb8wC+XsTMAO787QTguUqI/XA2BPwapNBV52+3Kezb78+VhRBj5a+kSWtTZcvcARr+6pITIhP9/AFKHqJvjEOgT/1qXKpwxOhjY25NVvz99/Q5rcFNhhe6J9mk0XL906GHpDQ8GvbeyCyHc9K/mwWcqhfVgu2qzPF1R4devJ9/PGd44K7c9PsrZoW7upyz5cb1WMdjDl3UobV7F4hxsZWjprtsP+bSCwzxBaE75bzHk34Bsl0e3IrSEExYBmoqSLyiDqlKZxOmaYns/SEif1zlGC3pU5b5LGjXZOPGmPJOLziIOe/kyUcz+dvwWnQCDsmk80RHgD3lGRQ//D/wHimAvrxKT523oScG//vcLEdjZSYOokvNgpnFE+Stehf9P2AJJk+Jn6XN17/tDGaAJX6Wh2+f7Vl4tSWCAoUl3FhOpYnj6l3Q0vvt6SayG8TE60/EicDCiblq2VXMJLxJQram85Pjh1J+kyP++VLSIFHwG5fGrNwg8xq22wAwB3loKP6hVWEq1y/b6SVIjAGMVB4N/nK1bcYhhFqbg1TLq1VtVmP+jr/z5dttflLBMfBy8tH1EQW3HCU5RDJpve7wjPn44Ry9oLUCOklkCrHQ6lAh23G80DKOR9xpLG4aq5koxT/8XrzO7HNQorAgSaBHiLuCMcxGliXz9B7E2DmTP9aXX7mWddirLhQA3g0H9XDkU/CAUj7DQ8a4teqC5nJERKwyOuupmNPVGNEabrgGsIXl8X6F+4DsOXiNF1kNf3k9A5p43vuP0PgFHbPsxOIG1NvLkAWjFI/L+GjTQ9GJNSDfPgp3Cj+K85Qn1lCOKl9OkzTUgeb+FsIEHYGpMnbS7cFLaTlul2E6OfJFSujne8YAbhxHEJMd372qPYO++IuT1fRU5HN6WIA8RFvP8TviptIWyeULeGLqFhYVtUxlQ2YlTWPEhHC8hzScP55lv1aehdIkULk4lh96P6NH3IHEMDGis6qQvjWIsmIutYIA8MOBJARdqZyCU92r6umV+Vls52erudNzIm5D2RyJzRQbA0NeebkN+i4U/prJyehKBodG301zadkoQPoht+281RaYqzEDWHYgEhPKA3Ay63UtteqVwKd7h9xKKXVOdQMpuqnvjI26P8h3UYp0Kh2DWy7ELkzPuH6ZIoCLYjtSpeiMjtqfL1pbgigZfSocJSSNCiyWn0fSUElaYNW0tbRq7zwJyTV82xQ10SYGjx3Btl2NCXPNcdOCwBT1hzmxf46q1CcZH107o/AP8r3cf5o9jFjAOvAbZBDcaq+qKVpvG7aNf4YaKVEndCc7qRzS3+mPKD6FDYTNNpiNtuaL88zL9HHApy+LaXPlmBFVYaPo1R5lcZTd6DmEuqal+Vcs3y17D7PzqS3+Nat7Ud8C2WEvB8jaKD1muS0Fuoy4AfgTpfYNjb0tEp6vM1VTEhpNLdYWzM5kQXkEJ4Qoi7hmKpdttJcLL5fg41eqBqwg7YPG2wQO8pd++N4A9T/ABqnaam+0U/VGkOMHH04DGJWmZ+KSUT+PlROS4IFaeXsP9hU+pnxAQCyAbXtYzXujrK2cmjAYwie8EBTP2mPuDQqRInq75LDZt+8alee2y/K3IyRRdczdQ5/1TjRb+rCBU4nyUKYrrSGqySPS13lboRhfXYkdFDODkrmRbDJKHb9o3ACsuygY4Fma6uBqTe7of6JClCMbuDq8F5RFkcLnBXytHJlZLgHKgB1WO16PMKmvfL//HfP5/B5KGbBNaQonlGCVyWnsjq+UD/6XQyys9hqUSxRRqF/PHEE4G/B93AAMvarYfH4N0XdajfzQN3aY67YNdJkcq2dcsp9HhAIvu7zc9C9xsYyCEuo/t04Z1IdrCotG8GxyZ8Ioa41j3X0r5vQHY+IBInRIcsRJgmJhksDKq1GRgHaw/Dvh1TG2j1LlY07ysp39YAAAtqAAXS9KgSLTPk7bRTm9fBAtonyilmGg60MZs+mvPRQLLEG3XuoyMPU0/0iIjvminkLAHIoqTOIiC0X5hTKb3nytiCT8oyjxVE6ca38XmWSIwgY0XrGcrL61YSxCjd9y5l2/PPz7Wu2Fn9ZwJBzao9KgC8FW0+DsIe55v/+ok1yyE1ButcReQlb4qLHV13JjG2UDkJBUgvdLImjRaZCTiUPlCwVap77b1YoLcwg+BJv+4TV0KCUqYjvGCC4hTUiIpzdABXPKBeSPc1RFL4eP+TuvKEe7gtRzYhdV0kTl749IUHslxVrae9Xy0DaK+YHL4WiXYTYZxQa6TA7E3AuzwPNRSy0qHFKtLM/4iQAMsN59RbUwalxFIyq5PJHa6VM2B1bnbpCJiDqH3DInZd4g18A3iCxBy9unUk/SRoG2fAqN38EOFvYGDJUKCZ3nz836LCskeoqBfHy8s+A0uheMmpJeWcJEfNNJG973lQ8ySiFFk0FlHNarJC10QNZ/Mwe45GWe7sktq4Mdf1ptc6QtFq7/VZ/niTI36Ff2LR01RKitI1GKZjFt3VxN5mfoY7SDe16q+5O44/bEdVW9SuwQY5hHleEDTJtARGm7FJM2uSi4c6YsiX3ZgR+nlhdzw5uKhyIJw2EVQITH/3kwJUaWOT6HUPVofAQlNskz3crvz0lDMvvpuGDAxMhCe0PA7oW1LNYqbkWhEWNLib3aFQlE4299zpXK0al2tzexHXszhiPfxypqPw3yIcP6AwPRITuBBR9mAT/S/zDEmgvYEzCycfY6+CgH8YABdknuTCNljmzx2fsXrG49Bc6hiQdxbX3EYhWwKPgfRu1b0XwP6f5RGOXNqByQF1Q6ZR/JE/xmrqL2GY/VpVOoNJVrkYXfcKW9FFbmLL/CEJGRc6/CylpuEhi1fxF8Qp3Dh6VHBSL4NQOQ5zE2Rom4IwVWsyCYw/YL2w8J5AEM3S8APs78//JBTSM5jzj2ZREGN3OsW+YLl8j074RvRceV4vj69RwpqWIzk4iD+KLqZgo8Ffsn1xsw3WqB0sVN07bmZ/w1ricLfaxmB5CCcdwiWq50NLDcmPb0LVulAjNaH87jmCj4bcVzoWt7+M3d0D+1nzR585eFOypMJfHLseHETjMEBBeXlwC4jHMnRBzaSwM7cjjXrm4IdrBuICeAO4CAlWrTcHX2UBWZG/7KLrstPmrUD3qvBXdRD4G/eLWPMS8gP95NUtKrGq405R8FFWVgRJHYmSiGBahviDdoCs/a2FMLcN1G/MkyUyFvS3Rsde3UnWYovTn9OVCfTwkVE5ujKwmtkoc2zueRvwTSQOX7vaUp6LstRwxPR/xjH0v071LEjH4fzM/mBmMIVxEVuIsk48iPJdKZnX0nVdwVqojR5YVG5OV5rm6mApCmzK5AlRUkm3FpDhK5lsDkvjI3VlehzVyGkSPT5dG5PXpaEcq7WEns/a+W8qs9INbfrXgpYtXoIQEqFciWQb1AXoje0vIFeDfIukD463jltnk+0zzFTH5tEvvi6pgqYrNyK1tuskG/aiK1b/zZsIfR3AIrbG0lzu+ZwOSwX1AgeE/WzlpLOd3jERHPxL5/lib8QXSkTS2/iPhSkz3Eu1sAkq/TRQIN02Cptic3T8QcgSM50MHcFv5OWiUSyW3WzCuzjUZDXyrU0xTXHzkiAXR1jRK1egaJ3Y24CW5EUwDVdVtxS9MV87HbV+D0NLuMj0uhUElrPuVQjRw6VQrh+/BvR8gUOvD7szTZiin1vHoRgCnQNvXAvXhiBu/vujA9uLNnYg+j/DB/UmhXXUpztsgVdntLcwKI73+f3BSMCoC4NWBxMXDhc6r1/VckpqtyYZD/Ni96gDAQOHVENVI8SDJ2UrAREDS7vNny1QwMzNxg8MG2e+JaegC/u0NWHqeHRIBdjeMuPS2XrqW+4P4p4/XgY91LJenxcNS0HTHn94Y2LCpyyjgvijIGDypeAwaXy2RnJ5fyrndZMlzF93BoaF4JEogfyU5zvh/Oe1t3rkb2g5vvBv5YnCeeIDlCzE1kVAK4CUCCbXp36/agDVDcPgPRfCFmqI+dVlquyaypB25I1vWQpKiT4+mD7sflP6nYapbBPDL0cfoF+WL3PUN82sovBg7Wq0Jli1HjfDqOtj0Fff9i3iFnrwTuNmJPTeHv5fQ+txwj29z9VNMN7djZeWeNrcN0GfgUA1/W7Q28AZJhc15ntrIJ8C7Adhat2NoV/UtVOxU6KPuDkCQha2m3hd6Owhu7TTB+5cXP1DL/bp7Lgqm4bqLycIpu/CJhzNotVbWbNsRJ1SKll4qDu6U5cWr3KZOnagELYaCno7Gxe0S+iFAB7SAUcij19lJ/TKCLMNxoTEj/n9ZkFkZGYrtCzckfJWkzVNsTdurg6eWwYATzd5cZtwE2J/AakE6IhuT4bWGwjGPMwph6wBolYGtLPv8QxViLuS5nQDsR9cKRIbBTawVrf1m9eyr5RM8Qzb2t+XmRSKtl4Tk9UmXPSgPpNAP6/SMws6v5T8T6gDxjnPbETqDcsfM6FkKNYnRG6gBQkzX1h5+r8ctUVJrLCPmW7BZgRMWg914tMiVzUi+rtesbU6Pds1gPCpNgdWhOkbslgDxBUc/Pl+r9tYmMNpbRbyRv3/RDpGSH2ThUUfBz34t4Ver2ibMw0IHUhiImak8TrCThnrdBP7ZE/ABE1b+BfInL6e1yomrN1RPTREPXWJWUC59E97aj4Rel3aA9shCV1vgWE5NrbnMCVq6tVwfX8+KW35ZpKY687rq0ZhmYtd+vnxm5V74fmFJByJ1PtHDxkFMJSQMVXGocw/ppdr8NhJLwV+XDCczD/Q7gq8a7o5vjxo1POdmJ5G24wuKtS9LIg2PPNV19HXpdxEVu6HnRSz9gnrBKBZCA8GB/zot+2GtqSHSIi6JAhtcRYBlniVT8j+9ciRvZNz2FHFYD8DP1TfZ7wDAv3xUaRHHgzHRu0kmD7PMtCMM53rHTm5CxvrBauA5AB4n/Z6zvx1f16BKL4iQb/4UU2GqvIKY+cNsBdhbeYp3L4YvfXLv50zIt+yImJkXlaiYnwIF2ZEzsletKOEhM1fN8GzgIkG6sy1BL0xJgGJgY/NXxnrU0X7sbgHhw+Qexul+LoBYXT62zRmCsjgBuT4ZvDUJRlYtQLepxMf737akPKDO7DdSBqsBxCvVUbJZOvcN152hGklUdH9r3ghAxvRm/wJxzWvnsDgDgmJNl5lZILb//N8t+eC6CqSfCjEELKhL5+x5Z8e+0vwkRmjtz/2Vq24psZilHFA/OpVgTQuvhZo5FGzzMweMLKgnUZCMQcaivLCec2x3oxMO8NqjkXrE1AXLTn6MAJxOPt9J0RDbvPxoKYqDONmITOnnk/qh099n2CoGclUmuAR2906R1cqlJISkMdy5gY9FsuR7WmO/K4Yx1ztJ5vPVyJhK7YvIZASuRRyezLB1Z8ojrVg3G3RKR07G28D7ofb68kB5PiLUJiFHrYjCfEUdBJW4CPXPZjTKUJHbbR7SyrBvzl4ipcFkL81DLWahLan/OKo3PTmUsmEMrpAnXzxza9tkUnaCWKJ8qe5Kq0mnK/p60oCTDNsscdsuiWW5KUUXiEelZjaR9Y7lgDuaJxojV1DpSA3g75qO19Dtbs7nra3DvYdUlrXAJEXAHR5Mqby9lYjAef6jbzLob4zBThCmSpuvhIfJZacJua3FZRpefvT/PTTJfPSW1GZlz39o2DHqYxBSa0V+UJuRyeenJUNk/I2Rx4uYvpfZSRDPLZeXaw8Pd3VBBODIyk2h/GHtMXmhxK20NWJgVlZUSPwD4+TW5yf+DyimBYJfNcpU4n4yzsge3/LnmE88CIZW935/niICRVPmN3/1nPHq02Q+qjOzLXxfHvocv2624uJy2W0WaYJvaptDYySH78VSM6Jowyr9tn6idqLsfyFN0GN5HczVHu7oHuaXMbD/vzVuuzj0Ifo5Oc+aSMmnnHk+z5c3mpOFuIxPVja1eMf/nAwDXkEBNLHo5ASqJ1CMNx54eEcjvkfcPa6zx3o8Jmf/bB7hD5ozx2pEnfsyPCukzgMb0jagr9j8IOj7TT9eG3tLsfDgdBsBLnRqidzL66E/EeshSlhC7+ug56TBGRFVI0U1mqoTixDB3hpBbqFJolbfVRS1ij9A5bvv6hmltSz/VzaOFoC4JrO9l5dUbaWDZ/8RGb8MuMV7vY5EsyBaiShCZ1nxMSN4UkivJHKMPiO/WFliytxOzvkHaW3yt14IeSZ3MsBpYmOpxktT49tXGQNMfT/BUiuwNs0spdypG3Xjdln6WF0Vzu9KsPSjA0YH3Z9pAam1I1KiEoAmACo9m3+GkynM+P9p3YGPEa7c1XgH5g0K/XesMXt7wo0bbVbjfzhewvRmgHRUqGaWYTiqT4U9j7UH6cLCEA+UldwPm24yTYWjIBilAnFO+0SasaFWSng839w0HXmhuDt0F0yoCt1hWsSkzWx7shdbsEoQbDhdcU8Xpy9J84pXx6jamgZ7O0ASBAdB8Ys44ieayX8j0M2holK38bQ2nN1HP4WpxyP+Dms8Z0VjdUim5+0H1tTjC+jPyEKnrKf3Evyk60xIa+yJpwvx3nst8Nq1ezssaYcHcb5KOxCZJDiHekwgO7W2gCJFNkbPO6chdDvavITGClcAeT5DygNk2vPJz879jjk9ABhKHuuUTiaMfGIOrXTZPVZGdO2lmvDbukV2+OcjTJyKhvizfv2Zr08x8QCLZML3CiiwQ1qp0kbBdq7KEVaG0l6qzfMzd+ZycJ97gg3yayQ0NqBew3PIxqvh1MBQOpR0H8ExETP68Y7jIZuYsBi7vQrIip3BryzFjXvaRM1P6P8X8gNF75MoVynfYfIrtvGyjalYukfIeMM3CZ7Km+6WQQLgVsd1F+Xu3wipg//sSbfNiZL6R3ISDWg1Sbt9jOr+2ZjoWVpArd0tcJuWiaYAVPN6TqjPBE2P6dIQJeWQi/jic6aHz+RxBsboYjR6zFIM8SvGeE0FFUbX2Wz+FH2ffqr8J+36VjwIMw92Dwrl0w52d8leCV+/ClwbUBKQjy3WIYlZtzmE4YaSSbc+YrZ43sFrqGZROVf/QW2XcoRRi0lbefZFECiiXupybY5rCpzTWw+CI6Q3+rkHKosoj+Gy7bNGI7GsDFBb9zuxMwlFBIebohPvRAW83TB5s8iZOXcmB/+obmXmqzk2qirnlZKvmToyPqgc+iLcY5RGbzNmF3X5uZxbK/fJaW5+hrRajIWmJn503mHRRo/LRY427+DuG+82C3Nomt6uNKTLyivixXCBdzpflxEKaolGW8qVfkhDk7MIX3spkH/GXYuvSsppMeDQElvmagS124Lx1pGFFF3mk+21kPT1Fxdaqv/degg3/w6Ybw6pdx7d40ErCRrJfY/O1i4Q5P6vSTJ73FrmLTQPuAxKBbOUd8K2QNUFfkjIVV80XBvVX5o2P6SG+pZlVwPV589TWivvBS6JW+IG3jsWThwwpv4IkKju0s6nqaLd/dnGDW6dlxK0bXT67ubtzLeOc4bBOXGbFRkw3ofvy727Mc0RIKkjLvHe18hrIs2BLBZYGzVKL8AvLV2X78E5HNiDH7b/vTlYgq0OV16ueD6mnlTBo0H4mB/5ovy8Z9QWkaqfOgnVLuvxVyySgac+vH4F+GantszYyad11EqgsnSJMxQAfhsdEZcyMgk9uJfm3Jcu10xMwVUOWfn2psdKDZIZ6bDHrPRRAlvWB5JHtX930GYVCK1NKdo4Hmu3P9KOBouG1mNjLnZEu6Jt/uIRVH/33xloiUlw+mw06DECEJ8EBSajcY8fKxy0aRutpV/VI60bbyc57IXf+k7kV3qafhM4mykN/Rpir++j1VbqB9h8IeOWaXhRgN2pDFDknGXu60twk9Oigt9YMJH+uW2UW9fsxWF1vrRUatCu2oGfZoGNMmv8x3iezUShBEYWAr6LwaPBcotkv9AXmIYwWGWe49MT12TP72yuMQ9cxIr7PbuBgEY0tkMIfkcBakJ8dnidC2t/dq+6JwXHaUFQG54Bkduj0tCTiUudJUbfzRTBVIkIH/yZhIOodphG6QgZZJiHOhFEpCbyzgTfKCe/rbQNHGYc04e8HpWoOzY4Arp1ZOp2EssIi25WPG7ZivL765b6Q1ToCcs6Ch+z6R1bjsdOuvX3LAVvZx2j3z3ySq4VohothAdc15RNYOCrOEadZkEIHVssm3kkLRdOTsrieZKd7IhGLJBc4nvGQjIaApKWnBW5jTl2xUjtB9osIT5+z2DciKO5AENQrhDotaQEPzPIecGmymfg0dU6hAIX4wsIzZxmitnLRmpemYINevMkZm5kFCeBv1Fijjucd6c1CP+oSmIBpmt1Kn+0ffiPZjJBjHYRjC2iaGZ9X3Z3nYGgr4cw7kLG5Gx44H+qWiWCwJzG/K9ovIbxJ9hbK2L3f9rtshEmLJHmCkRGk+T5rReNkadr3tmn4k+chHvezbFaCXPwz+nLcUcXPIsB87ew1hYAbXR/zTG/v+VDcskP7L+hjtnU83HwqN5mHAtSAizXjWvNrxovCP6PmncWwHtE3eEze8tnGMFwYWh+CugXkK4JVmMdqIsRsixBlDSToBlEf4wymVyhYxQA0R1nO6VNDerc0vuJPLcOvmGg48Era7b1JvPbYlwEdmjt0lMsUYDQpndungk6WdYcdNjRrzRyB8RgQGjvg6H2C44HgSjvcoEJywJX7UF0Ge7IpJV9YWQ/E4/8dX5vr8L+C9y4FI8pohbT0I1+K0iE3jYWjoQnUDfhubpRZrwxdnrMlzq358l4BZc7prDB0CIjL68A8ZlFyz6LyNHHpAqLagLItYGi5bCUx3Or8bx+AuqaY0U5tVzf0ruO83MN1U5teo/AT/JqHawTkntGIef2HOsyTKlnMWOqofjcieiN90Ay85SCZHYB/Krix7PtqO4yL6YMAVOflH7AV6gC0hsVcjzM6OaQCNyrL7tCulJPj7a3Get7SJ/Qx2Ut7ldzNdD/ohMERUqVxtAQWvNm6x6yt36okffmagdSpFOvlIkH57F7TznzRxXlFx2YUNvdQ7x6gmPSyH9SRz1M4PcjBMbC5js3UwjNBDwapn+ZDfYcd8LDCQ0k5jZKi4HoLW7hzP5xxiCuenh/VsCECjs63WS2aq/PF0RZoOd8epJ4T/qcjlOIRLu7cSl3qfa6/DJ8hiR2Da8f2wZeG5iiKn55n6yE27E3n0n15dZK4JesXmK5NyHSlvUcoxPSVNXQW1Ttkkr6/+iTB9QlzNiLXrWaIPy4EhiHuliG07uuxUdM0kgCebS5QfJ5UVDWDw6eB0XiZWslR+PVaZ17MUjzhH7+IhbHZOyEdORAChVf7XVQ26f4rs983ETBkQy1JRTmuQILhqMAHY7lMrY/T7uNrbQiEQXW2JARyNsCc3tpvJrRztC6ZkBYxGT2C5vCxhe6lcebyJJo8UViXDhkhH9gG4JMycdZa7Eo8a6VG1MR72eI5NrJhk2s1Ng9mE2tlZYiN7cg8ZtByIOx162LGrKzLuV9s9sHUXLJHj3pLLtbWgoROR1kaDpIR8ZpkYlcJ68N5+Ou1siRvnnuwaZHNZZy860LnxyFY1zdNNxXnCITAhXrWUDH/a8HuEbfZnPfaK57kcUhOXzISVNEgSxYUMCf3fpZhW9s0TyXBqbMHcM3qlxJNAjFfYUyi6/qIrDK/TZP0RtwgOs92/K+RTUyrVjNo/yEfmPcp9swixiHKngSIOhlFplrAth2fL7WtClgmycP1b0g52B4oDpH0SJcHyOA43CnasiQm5ObrL7m65eZ4yxcSYV0pL2QVadrCwfQhWzZeDM8G9HiTCxUlAQdNxsMELh9yPFVjLoki6vYnLACOgkF6ktiksjaGgmEDOoE5x9OZ17hVxRSu93bPhxdZDKfjfoDeRPYtYzwp1YdAX+6s/Z6f1CxScKCLsDMW45IZ0UliE+7HvOcmjZ13d1G7SIV/eCPm1xuKq/yaJGNYsV1buLi+A5I0tHB4+qvl0saAe8igBUj2dB+EX4IjBI8x2l1M/M2vr91KevMSoeQfWderhFNYGDdTMvuVOvOtpsodULEjayadLWuadP6/+jcbaZItytr7aodCTuBTDNnY30bhWwRqOJjeX1N0IwkM1ClI2/Zd8kQntiYc7d9QW3dGWG47vMScjUf+OGSHYdrA/91/e25CiaqrBBzZJF8XzhIR+87myPGogkPOakp7Wusu/tGsjLBlbaQW1nCjw86qXUhrSqK7QbC/rQLw9Yz83RwhZcBF5shoTbYcbFie23DuPANR3BsPK2mmFKq909xzNW8F0xfSSBOLLYXM8Xd3983Yg/rwk9DF3bJWK6a4hGsTs9cXjQZGj8kivAK4VDRF5FjvA66T7uMr8SMEjlt5D2IKPsPyiT1deamR4hJyoOwCF03UcKQB4elDwb888he/pTeDhpJyB+HqFPb9CFprJBsutPUrXIx0bFLjj6K3RVbvxF1UtaaTmXEg/2O8ceLEtTaQKb9Zx6RexdKVFp9pV/dvyv1K/fsLOxDth+zR4AR2mw0B5oXjo/LqESzIkH5KPwkG0ahX3qgbKkeD2pOPpfKXCZQyxzfMVm1W5cXnnW3yRZ+R0X5Uj+BYDIydmcP5Fj8Y4GwV3lMhDAUyc9X+58b9yPu1vAhPLPWI0hT/L/kIweuyMtbyPlMLwKeIiFmPQHggzJ0616G7Y4bppiGTira7xrVqtFfn2H8m/NG6fPme76tsh6WiYc6L+Wls7dDKCW9aqfK8/428LsxDdWco/Z74o6T0xnrCWp51viiRjtrOecT2OUURtnb7DvTDg7VzKboXYRhdDOkhs3TmvP66F6bIzoai6rQWNjHrX00dolr77xAu8UjYpyEtZ93FMqnHRQtZN7QPswNt/W84as0cT3HSQKG8j+X2d0/3Zx8dCltWcDv4Opuj3eUiD/Un2UDHvyXU/cVYDEtW1a+T781gB/jz04b9dlhiWH4BfQ2SdpcIVm+Ar6TaxKsOp7P/XYdZz3EAx2wyOqzMIBZ1DmNW0HdecEkppXzPWYRQvRTIHbuXqbk0IKg7rWz0mXo3C0uDRjEsLPPs/xjoU/cX0qn2Uf5E5nUdjz40LkwbY7d07MVXrq5Ht2gIs0euYoaFro8tTxbFIZEmU0TJofrw6xBW1hpTqik/CvRtgwJ6BXc68X+ABBPQIhNJi38USiteT4GvGR+OhRMz2gFYcxqDt6OHoAmVcgtzxckUVz8PRenlD/OhsGTf/4rjgF/8Gi6/UZ5kEDFGlEDEEVaZV+mc0fG9bVaF1fLREyAGUe+d8N73aRsMXqd32Z6UIkNZniP1pUJILNmc0RoDcTA3+0aiuXlPTutGsbI2wvMXiX3yznh4bXp/fBsnZ2gWy5rK3DLkakYRDeL6o8J3lDQi/Jw7UJEXyYg7ZJ9Nx+rm7yDb49UGEubM20uPXoXv0AjzGMR1h3DrBz8hT7vv7CzEmwi88/yAdazS+hNOvUK+15wKBw7GeWZ1jpxFZ5Ax/eSL/hiNj73FB/39omxqO8MY3cRB0BU5tIzzfn36UEHnA5HGYBQntOqRhGMx6sy8g2Seorv+lNti+AXCPsSICi2SI+854+P28l42EQ+869MzN1DS2j0ctVBuPS3rcNfQ24YHAmHDJG76rdagZIz/lwfN+LlVz0gAIL//A/Svh1jdhHZzBR13AdgkbQtUe/irv2ogIRdi4gQF+YTAw52dzi8tBxafr3P88mCOfX7j8awrY4WfBxdtq+07oMkXg3gcY42UIPG+AQTqi2vTCt+KrLJk/mwpcNFNvFgDyY77dbw3LzSZ/k9+ykaac3Uy5qcmgSzb5Kv+2sq33gnSl1TbjJp39Fuvo2wUWXAUPi9cdiP1HvJBoITYfgJHaIx5QBdY8K/d8XXcjquD2O9yGV8c5f7XeoxjQB9YoJHNhekWsOLHLj1kklwS2yxmF7b8rmPx8G37e1DXn60jgtpOljVSaii8CQ0ceWoAGRWS6/pTx5txdLV5MZjPe9VWnhFZrZ6UANqD/Puq30ip4Ymm4ZqhAwZWPYwmyu2mbIKYAAIhhXjuJfeo56cLaPpDPCVeNTlLU9bShGEnhe6XPnnDNCZ/QFpP1V1oGolErpzpUUwUQ8wkZTfDJre3EdBEDVZGZ/avwF0IsrpL1DaCzs6JZepK6j3euOW3qA/4GmMVFq445KWIwX8V0GeFQdfQ366I7TuB6e4BYpgCP6oZ4F0noBZefPXoDhXFNzpqAoyDDoceju/w8nMFSqLBs8e+SfUPW7IEe26M9xYD1oQ/fDgBW2Ucmo6qtoilao8xIoG79ZWiUFhzWyPtMAJBZ1mnNebLy20TXDmxfU2pedNtAOBbrOlEfERVhBFDoFS2Lv3Z4bjjsSYOasmUG9uPIFzhBdkQrZO6wrmxIHuwPPoUcX3Lygjkq13MXnX4bFVLc2K4s4N0/CMdnJ+MYbEPUK0oQ+uZcZepLeB3XOCl5aX36ZmTc9q6nZUNKk8CGzODsxKyU8NhAJAxNLgRbc4MlGB0yNqqEv/GsgWr7/dAd7snuz3XfE/TqH5aVHLY/gnmFcYE8FcUqkA1DXNqnjPjpnvX4RfgkdWaEEGWdj2u4P4Rm3A2kfTK14PC6m8zUR04Z50CVNbSLHZxwUj8gRjp5SEhh8de4inS7ojLZq/Nmq1vXxkCWotjY5iuu0ylcDLe2eUVdJGeQmgZTbI+dgOvHv7kn34TdIjE1NAdSAWGVze3vNO56tFhOevjjg5VjcJkg4YojvfOMtPnnHLHh3b0VVPpVt3wrI+PWkS1at9kxB/GHzSTabP3VLAdZGnUxFAGS7/sBHmNYmJohswDJzVaX6N4DOohYa1eM27l7M336U98LYV5NYvMfRFxf1W+Z7K+f9cY8D+coPcWdSD0NQrcoyPrc3zeFBxESFLNpSN8v3ts9YXESrLEqyaxUQ9im/s2PzYyxqpB1TmD10mFA4CArQ4vkYYijvEIoTpjtMbuLnRb474V9CG/l7DEobUZiufk7ylngG0zO7CMO6pH5Wt6qkqazpCxdMNBWlQU9i71Egmq7LF4QMHTWxwYp3staUKEAn3x0MHBMZuBApcx8qXBC0IK3sh0MKrcA5G9y+SqRi2RswAn4s85XcYxFtDRsDf/W+ea8vexqvNx/GHoR1ok9efL/s6Tv02gHvWuftV9vpWHJKBt7IBuGFmmPYqwmCXWSATe4kluzSOU1xIqC5SWPd+4zELwjqn7+w2xzGpGGtT65LSY+Pxy6vxhdAkCmKzYqU25bQyrWcCDXnYo42Hxn3B0Nr4Ie1ATw75e+qOKci7t2i0BeR8f2qJ5d84fI2BUSYzfJ4IefujH6oBMZBzslD7pho5ATg7B4U87o+KBUcUdXWPt9tbHeDHif9IJTZwRKMchZTOOjvA60/6O94RvuSN1jyD8thaytZMZg7Z+VQw69YXOomNMrmyasQn4DoHdQSCL81ycZbptHb7ciXyCUsda3Hgmz6J93QnmuqKYbad646PQeYUg+dkMMRt33eIT9qlqOzlw9uSbpSz8r5vuNjJPCNlfTvcvKNk/VSeojCsMaojOevjtV/q8pW9D4WTbxDSqYSiV6v2M+Rmrs+yVIBInGjy7dYgkvvJ2CBfbJsQuST+N0af3yArCRXlRzHNxxA6wTgqqqtfjjhDmRwl+x3JOKUNWGHjq3jRvJFDcl/IC4LcHNOf1CRKvYjgimyiD+7SScrZTKNrOMf93piTlt5x0oYHjFS0YZXdYFCYFgRSBKQcTjl4VfsemTUbCQqovcGwBpkomi77MWjDn/7DE4LBgU/shStg0h+L4Xt0LJd/o5xex03vywPpRChch499PuAJNLog9QvPrLuSK7xKYHiWrcANFnQ5PO/wjbcceE3UMP+ucYB4uwdBES4sww4brY2hQJ/tlv1G8qLPX64JXpuK84YfdA5ISfzK5axDw9tAS5Tz+MGUlYX+/VzpwKJZXP0EdAWPxm32iTopKfEOCIkLwNd55X25vQlXeZC+OwQ5y/1CFgjB8olE023iVIcaADaCkJ6MJxFcdMOmyCYViFBzVkiIMsgg0CK5w5Fb+atGbGbZM1s+gxl/yMr3yO6KQPyuoBseQ8LDmEJioU7+KuKWeeaVbpkhDAS1tg46xL0mKRABuWg7POCgavrn3c9CBZpwJwOhqfL/ude865kdXM458qlxOd+V28lXZddgYXmiM3vPUxsQHBzAghezgVClD/Q3rLiOT1jru6TxXKyVJi6uYehF8hb/s9xA/OgEWNxnJPWDxETReaajjLgHOxZHCeoOeGbOjK/PPdq+BqUxrh0lrtkzj7clclQA0UFJ71TRjlBBGkrERj0IVK7UU1M6xk72YVTfwKy+ltRXLax5+/G+JABGvzNB2eWouGtK0BCIW+wcNcpMy+D+cqTdhsl3rSXkiGVD0grysxdOZ86M06Quz7+uOZCmsDmvQgYUEJgg1ncnsjLOnUTj/ITiu5GKtswxtXsGfIL7Pvz2+wOseD+Hcm129BUUdWivPB4ZOfc0aw+cmQ2GUwg/Rouv1HmAfsuTS8CDFqVn2NxTcLjmejkB+td5wH9TzUQI1SWaLAJmHaoIs5C0uxSvx3G+Y5Cpv7avrv8kDa6g83+dmGgBuDJIb+VwmPf9g0KeLJX4IQTb7nYMh2Pteum6Zcr5ufBMd25UGkH247iqB7fZZ7ITVT/i2qux2gU5xIeX/xY6fZgFmhMLxxcewFDJkSEq76M8ZbxcOw7uLuiPTtxd3Jl6vCBO43dtgmC+t5ckESe9kEHRMtZp4/jgSIXsaO4RI9dZtDcqJlW5WN6AwpqvAMiMlSVUdjEuYvTTh7eQlD/jPemQ5SyXzzYu3RNoHR7BubfR0+gLaxAwJocYcConUcHBYYhefHR0v1uyA1vcUrvB9S+GiaNzDqU1lKLRuk//i5M0H6cZOoprWUVDMBJdxXMclUsIbGO+YH9OX5HdvtpXaYYv3HtKpO6U1Pdf9dy3YtNa2pXN66iT6OEBjJyKcl9WFoHWvqIlB/NYazcxaTewVlU4jG4QInTRCgfH7YiKY9hvFZIJsGPZR5zHSPPgNSMAsoGTjJlTBvv+Giq23+jP4FL4UuFcXUjDobDF17swNkszNfFxc2ZEVuiJ42irgIcscXEjNyrBTva7ARpBFpQLkkE7y7rqsaj1/dMTtMfZsBEIHGsFvD23dcdrP4CTEci6zA2Ceg07V/cGuYF2SMkRrO/RdMfT9VJKtAe9Ep127R/zaQxZK9Ix1cxVle+/h1zrKp8rK4SH8sn9TfKSrLOhzONbaVbpVB6MSqb/R9xOP926o3xJlS9GYwqzA+cNcJ+bkdVZkEIhrwEMYp2kvPiNZX+xPmHJuYdQ/lI92qO6FFtTQsDL+FZAZenUzcMeAj3mUp+bjacvxVtvTGPiNd+RQtXxZGU59NlpBVgaArg0+n+Q7Nfoz0OyfVrBx/oocnLi4dWPuJyd79qAJ+qwqDhwp8pY3UxojtZroDFkVaCl9NW86ZWOTN16TjM7Itc2W8ZupoAHgCD78nf6GGrBu+ioB1aXqulWzH2/dccQ8H2MNdqA7Vsm1V4mDAFoHQ0O0R6+PIPA4BQf78ZOe8YLZbNW3ENSTgwEQz7zDvoiCzRLtNdzlYfdnbPO0fK0BGAH0b29ng815Z0as0hf+/Iul0b38A/Sy++7sZIbzolPM9gHBU6IgwzzFkakstBI9ZJXZ18nXG8SYaIj2lGzeo25YTOxr+pEENoS/wUKvt2HK+/JS3GvVzvPSc2matUfcd4djwXVwoffImhTkUZU8B1vfHtpCPQaV3kSWHBLYxHAitSoL/RxzODmJDV4CdmhopYV20L3vp+Dt0e3WF7AxYqnF+Rqp/btrnJozpgGwfP/y7q1a36q9DVXYtmRPjBUy55OzRY07fWa6H8HJEPEHTOmgDzkjBZ+OsA+GG3Wmgq/dfUqc54fYnB0tq1YC+dgaRcQgkdU6jQ0O9kDfa9gFhxbOV9vBgxObBkz5UvF6uvZHSiom9pRoHc1Hgz4BJfDJI8De5x3jKm5Kjy3UK5UDD/Tuv1CQ4r893ZFBX8RTPn0s2XuEqA4Z7X2TeC7jwA0IUukT35j7ZfF0GaCT4uJrl4Yx2VZANgy9pDSdQ/P3Gw/6LE1C8HNSs2+t3WRes6sDELpIr0+DsbZB9hDhX++DIBTwXWPS4pEC4V1jLPnNKsBLpZNxSj0yCJqF9sTr2el+DpwU5oXPL2XaT1U2/2I79nQusjqTWeZ0e71zROuu2uV+RvfrzYPJOYlt/NQFXDAUjKYtQqk0ENY6mru2lQzLiA6rJVl6+US9dLcLHkGJwZSnrubI01bQLaqBiDfWWUh3VgSLKbgverOFXWTfB2Asr6BaeFYQbpUzXWESl4zLM4vUQ0ZmK8oN5k4VzYCnAqh9Jomk5NFCtdl4wdUxvmLMF+Tepp7jGf6IsQQKs0+J+gldkZOLgesAUZhmszkyeVa/EFp4gCdhHgIhzAhUpo0Akjh+1zdFt75m3CzUkV9xgPOv9f9UCVKTOaYSkDKDQLkqnfAMAdHI7t06TOvwbUMdgsGeTBeJ9EhDSPvvIHtMwaWoBY2fGeSjC8+TTCHr0Ymdaj3MzNthXcKPj9z2DBtz0i0w871qHk4BHb4K3YNF1M6yxTFPTBeaVlJ39K+U2yV5su3r4MX610QEE9NDXGGiNxavGDBrAjbm4CdOrK6yYQHAPixVFvf4pFrznE9jLOPyoWC8YyhVBa5bD4EQ4Oj3qveuTpX9dVLqyFao4zJZAHBcxN6F41QtpZPuFt8o/2RsEAxDGYhKACsDF36MzzKNFYWGjUF5LVBbGPFhQWet4aXzEGpEzSKC2M1rx2AudTc52NsEM8wnpxBF1YcfE4yqm4Mx3pOGxzGP2oba+Vm2Kz8+cjCdh3k81VZ3myq758X3rvapMQemVfFm6e1vuYL3QYqGBc841HazQ2lCBi4dmfIdQpiidwGYjh0Xg0NPVnDsA1SEGIplOeSfKzC9XmAbHrHVQyw+nKTae6M3TsroA2G/vcxjqOaqw0jCRyqrTTs7Wd9pYulcPx8a9Upxx9F5hULBzbXDgmFFABQWdhcpvTjrhelBj0q+C5hjrjUhiEo8DmPcwmGphwOB+zLBNfd8C25+h7VfimnaRfVhIwtAWLeTCKEdmNmZZ0Ob+VIvSByD/jmSowCIj5TmQjT45S09H5u7IW6UAp7YHAI5ohMrcJCjCUE/7K913VAM47vExm8sUeI8tDpaeUJloNi/PtsxmnkEK2iaAf1o7Jxjk5yDY+JwzNjidY4t9/V3ul7iXqY4bO0wIYSRqYoBnlglZn+ACw6rESfK+Lu9dtumgMmwFbb3DUYmCjeanIrPw3D+xNxK8UN6dBDAt5Yfeawh5o0FaVO9lFAwfiOt5aHJzQQg01wHtXaXGeUhPHFbJ2JFGO+P2wWOOIm/7LP3EpgAp+lGcFNv6LDo3w8ZHcELFjTzoc5cLXMXkGQa7LNbDexK5V5ZV7hhixInTUTGI5EKfo9UsVDfx46ais0KksQsS2tKivX2KiyoYMAldW4/Dj4xSJGVVfwBoyrfQGqlFieES8163hc2kvwxJQidvE9IJiOw7HFCZzvCJAVsTycxV0duIkEKOHyCc+TmT0G4FjvXYgBpc7qCBoQFgAh4bNXxi3PuhIV/xOPfpUkKnsgj21v8+HUJD41O0sctfeBIv8d/WSZcZzdxqKHILLF+AWWiA8FaPL2UCIt/EqxF7ok16E2t27khnCzEK1U3RvgdCYBZwyrvtRJfuoAtPfsXjZ01/APCew4+EOhIDmxh3hnLoQ4DGjF698B+TIwkqdYn27/JHRqDLPAM9Zh89cVmFBd1miZ3L5RhOIdwMU3Zkbrx86ksCbPmr4URXjnB2NnfQYTGSSLx5W78OpyKqQPiA+I7Ia4ajUW25Hra54uaXFJ8oee02XO8SZze0InSZArk23FUNKdu59G769vaIQWPORb+ISOO9C0e5pJifjn3yMMfg6VrFrkBP27itErzrVIgey5gE83AaMoQceMQlIKKgCAgM2bfnNJk/DqeJRdimUBPC7h/CcejP1vGhfK+3SHuRLVkdxChn+B8c2QsdaZAqcGzlOIRhY6EYtAsWJWumvK8xouaHkGgVCjxaPof9cTe2rLSAyqBgL8z4YCqL1mDRd+Oe3prUD5mhKtVvo3JnvdQtXGyQ/SsMDKds2fifix+AB785AIdDwV+MYgEmXKpDdK6j5aXfVzqmVkm6SxjMDjmjw+NAkFWjiB/mGZ9XzZ0aXWx41O+FWn9RZg9mt7V9IgKeoK4knRRcjzSoMm7xM/TizaTdnKh2oBhGWsCmOiAZ030mw86NkNnukm4a/9u+NxJtuzwGfyraMwGl3zJ/5tCVrQSrIN5XXv2yGxUi0Pm2IOWWNzxjCOAKiDW4Ra95KOLEbLXbNdS1wUge7NQa0KGswY9waTOuR7y45GvyZU2MxgfyCuJh6p/exkWC/HjiwfSPOwAfXalf9u0ve7/ESwsPIEcoleEopl2NYv6FTSqrokAZFxlABRbnSIpd5BBr/34m7deXfuQv9HXfJTGdYeiYH3/g7gYwddqU7RMU2X94XYTBVdBXeLzlhWuC7/De6DNt3PM0xZrNMPc1BQHZgng/3Tfc0w3/kVJcuin+vt0zDzr3Ie7PbPwEwoZCHbGgvwNbP2kgZb71o39Ba5270mOv4WtF76aT6YvtgCTcpB/FFJbsdvVh8ygJkfdtV+xiZNemz5bd7V4yE+juAONMMgz1vyH63TLl5dMkVOBQbfGvX6N5rVMWcHkTX7phSYupkYhak8nv2QMkacorFh+Cqpo/7wS6lwiYhmYwb9cB6m0UoBO6yY9vA/Cp8dLOuF/iP9gsp6tKHU/XFfBTyl22ETzUWLDs4mrncq4s0vx2v4HkS7QGJqldLuoB3XZasIE/LfRz7KBdrX+DcIK9xjmWp1BSJQ9MvXDTEzjXbzomwLxwnRYZHI2k7D3CwUL3ti7VG2HWn3hUouC4I7iTR1cfTPYyfEARwZjjHq1IxIHPVr94dBwuB3jLvFRiojvxg7JxwXSBWTH1guavbF/zLfeVY8N3Yp4jGhchtF/3dyEsbLJagcu8MzYEYuzq+ezYQNRm3ulkmN6/R/IFlGVTyjHVpCFgH/QGXKIOIBYjsIjQxxOY4q4xCDHShFGjv5WM6Se12hh3M2n6QLbt4t2WQvlvMJ8EalrgCAona1K00w3ETrlE9YFZQizNYFq0ZLAwcVJgaJ+yQN3DOi/YJxGGiBfsX+UqajU7k3EGBUHtGXjZea0E4vjnfHvNATtVpyRNgIAVS8b9f3OYH99mzciMI2HSthSPj1Y+lHuYr+0UaUnLL52zDc/x8IuZ5ic/F+BeoFPmEBERgrdmnA/regeTc1hzXWVZUS+KdWLekojmeUceONmdetIsKlg7FMQ+0nE4rZWqCiHkA0zHS61l3igYDIjCWPVlF113MGMasAADtc20KarsUVLI8jx3MRYJNhI8X0wfjXjp0wRwBtls4Ay5R+Ehm/2mRKkxR7lHSv+M8s7njvzE+ANk64FOR+FiboK+kqLWKBuE+FoVEt36llbZDA79NADhF/RBEa1SfH3vbVia8XyJ5qxYJixJYTolyZnAQCNzTbn3ABz8ws9jtal79llSlbsJaoWu9hph3t14CSTuFcjYIwInbJMfL/JWsz6dwqhs5/mZ4g2Grf/RHJKgiKz2qvpPauuTxCOFu1U8qTYmkMeTmX8RZxNcN5zchiPhuG+gXnXx45Fo1eKZymYL93NCVstCNKolcu/5fTXpotsDPVMzZNG1iDmvUI32URNucH8CvN/h4pW9reGO3UetTOSdzic8vf4vyK1f4wK0PUTumRKlNISaucKhQcv/R/WzL1OgI2bGNZJrP6adFjVvZvtglD5IQvEtJoIDjqJiR54Epc4D86dcVDXnqzIpougMx5OhFy6+NLxvy/wO6YH0vLhnSI+dqm0NZ+ZVtgvFyt/cXhlZ1cHGW1YkYDQUZ+9DxbAcI/IHXZKrpOz4HLgyIQRqSss67MtK/ZvPBlAWI4t1UHImW24Fe2Z1cfkCDAre4Hh0cubgeWLglWPZwvZJwv7Qv4l451aanuFOcV3EOodDuUhExVB65fv3mT/UN9f/2u6H/hyh4wfjRKhSdoJYq621rQ0x2M5Ro1QefWMkynVfPfYqPyNFEGAhP5WX83x6Kj0Y9m19lIlozoO7LLmi/LZEQ7wmIqbQqOcR7CprPcf9y9X5h6zPSToWwErMGOSsNpd2aS3t5YfyLNtYeKWFzsLhmd2QAlY2fNdmIIZ39hx4I2QLmefU5/eJNtJusZHl2il3kuAtSNF9+yV7Kd2GHyQdvPfvTAbraJXeKz56dmzVkPxs6yEqWPMEBHWPvMuGhsZeQPmd09+W/VPwdhhw1UUr6SsLjRzOyZqc1hEg4mkSQjQKpLMlKpKWCY1Ff75CaXy1yLgH1WQgZGNpHyrQ0nz9j3sgh4z/UwEHK1tDb0TMbT5EMnFT7tzNOt9dZAypMyAxU4vOpNzxmMlM0FFPQASfuHGiLBtDuwo7Tmnst09iSWf4azMqPrHPYtCqao7cj9Kdgb3hQKr/ppER2i4lhYmHxJ1amslO6CE5bfOaoGSR6zEhBlbrB1IeCAjnl+NL/f3emgu5e+JlLKwQcnT4loVpoOCQVUvX83CFiKGhUCjg69N+BPHbHifDWBD2JxbwM5PIbsLHXwoBPFYl+rgXYj/hHc25dUaPDQ3PbR1oDObOHEPsvNcmGQGaS7qwfX96bb5WoxU+orBDvHiVyCGNQQApkv3qGFPNeYaq4wLyMC9CqONm0KRo0ggb2eOEwWIGB/F69Ve+vW67Sg1xYSR/tLDGmHnLeefdyETaTggYXQ6QdSViLfydAMn6UmkRUW0Vaf79+1F354N7LyUOfnKNA6OUXzt+bumZA2vXkMxNwuHlkv6a3FBfSlJDNIDcC+ASAXxF7iaozk1+Ijj6VR8+HJAQLoJu8MnU+XD7jUFu+tpFVGwh7QqaPvRpWj+8Tz3p7RruX/kFfckdb7CyHlGzJvHEQvvkwkgHrcBNCuRc39xVq+/IQtivL0Iln+9cju4jQgldibE7Lh1ycOe66gQA0e4CmwS/SPGH6K+5UiDGdys1vMPt4enUFHsrmee5ubG139byEWg1iJRVTKYfJcap+xBBjm2Ux32P+nkCgLLsaKtlj1I5OmzAfcS2qGvCxz1LJHpFocH+zI5Wp1w9lflyrGioB1u0dCnenoHzamF+uk9DHD7aOO6E0ljFGJcRD7VSuWvmKWaOwC0oO37dkvKcOz4rUvCsEPyGS/TrChZN2ZqscGhx9co1tGSj62ngawzXSM/TE+MV9toAKxSyvMIF9ikhTCXm8yQr8HHtfu0C3LVbJm/C9sIu/VxCDCvXCOxEdpBzSOT7UubyumrAC4enDY+sSRrpne8F4tPKZ84UKQfB+3cSGIct5xDUzo85TkY9KxYXiDsXiC3VAx9XrKxNPeReevpy7lPVW95AHWILGW7p67FKEAA6QWNom8lB1mjSLEG1o+LeNnBrwspZUvYgT0fjy6hGIA6/Vhh5Sb7qB8cQhY1qSHY2JuNaA6znU676L4uV46NUg5bLGj+6aRybEHXe6QSZ47oxemMcnW8Bv3OVkV4YipLHRq81e7uBo1v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alt="Deploy Molmo2-8B Windows 10 with 1M Context Dummy Proof Guide" 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>Follow the sequence of <b>steps</b> detailed below.</p>
<p> </p>
<p><i>The client handles the setup, pulling gigabytes of data automatically.</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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<div style="font-size:15px;color:#5C5C5C;font-family:'DejaVu Sans Mono';">📘 Build Hash: <span style="font-weight:600;">860c74a2021d930e2fe20cb9af08080f</span> • 🗓 2026-06-25</div>
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</table>
<ul style="margin-top:29px;padding-left:24px;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> required: fast <b>PCIe 4.0</b> drive for instant boots</li>
<li><b>Graphics:</b> TensorRT-LLM / vLLM <b>inference engine</b> compatible chip</li>
</ul>
</div>
</td>
</tr>
</table>
<p>The <b>Molmo2-8B</b> is a compact <b>vision-language model</b> that balances performance with efficiency for a wide range of multimodal tasks. It leverages an improved <i>attention mechanism</i> and a larger-scale pretraining corpus to achieve <i>state-of-the-art</i> results on benchmarks such as VQA and text‑to‑image generation. With <b>8 billion parameters</b>, the model fits comfortably on a single GPU while maintaining a <b>context window</b> of up to 8K tokens for complex reasoning. A dedicated fine‑tuning pipeline enables developers to adapt the model for specialized domains, from medical imaging to robotics, without significant loss of capability. The following table compares key specifications of <b>Molmo2-8B</b> against earlier versions to highlight its advancements.    </p>
<table>
<tr>
<th>Metric</th>
<th>Value</th>
</tr>
<tr>
<td>Parameters</td>
<td>8 B</td>
</tr>
<tr>
<td>Context Length</td>
<td>8K tokens</td>
</tr>
<tr>
<td>Training Data</td>
<td>Public multimodal corpora</td>
</tr>
</table>
<ul>
<li>Raw mouse input enabler patch removing forced camera smoothing acceleration</li>
<li>Run Molmo2-8B No Admin Rights Complete Walkthrough Windows</li>
<li>Cheat protection bypass for running harmless cosmetic modifications</li>
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<p>The post <a href="https://giraffe.com.pk/2026/06/29/deploy-molmo2-8b-windows-10-with-1m-context-dummy-proof-guide/">Deploy Molmo2-8B Windows 10 with 1M Context Dummy Proof Guide</a> appeared first on <a href="https://giraffe.com.pk">Giraffe</a>.</p>
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