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		<title>embeddinggemma-300M-GGUF One-Click Setup Dummy Proof Guide</title>
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					<description><![CDATA[🔐 Hash sum: 55ad519f27f02564e8d3527a6c7453b0 &#124; 📅 Last update: 2026-07-19 Verify [&#8230;]]]></description>
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alt="embeddinggemma-300M-GGUF One-Click Setup Dummy Proof Guide" style="display:block; width:100%; height:auto; border-radius:8px;"></p>
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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> enough space for <b>background apps</b> and OS overhead</li>
<li><strong>Disk Space:</strong>70 GB free space for <strong>full FP16 weights</strong> storage</li>
<li><strong>Graphic Processor:</strong> hardware <strong>Tensor Cores</strong> support needed for FP16 acceleration</li>
</ul>
</div>
</td>
</tr>
</table>
<h3>Benefits of the embeddinggemma-300M-GGUF Model</h3>
<p>The embeddinggemma-300M-GGUF model offers a unique combination of compactness and power, making it an ideal choice for various NLP tasks. By leveraging efficient quantization, the model achieves a small footprint while maintaining semantic richness, ensuring that users can benefit from its capabilities in edge deployments.</p>
<h4>Key Features</h4>
<p>*   </p>
<ul>    *   Built on the Gemma architecture    *   Efficient quantization for compact yet powerful embeddings    *   300 million parameters for balancing accuracy and inference speed    *   GGUF format ensures compatibility across multiple inference frameworks    *   Reduces memory overhead during runtime</ul>
<h3>Q&#038;A Section</h3>
<p><q>What is the embeddinggemma-300M-GGUF model used for?</q></p>
<p>The model can be utilized for a variety of NLP tasks, including semantic search, clustering, and sentence similarity.</p>
<p><q>How does efficient quantization impact the model&#8217;s performance?</q></p>
<p>Efficient quantization enables the model to achieve a small footprint while preserving semantic richness, resulting in improved accuracy and inference speed.</p>
<h4>Detailed Specifications</h4>
<table>
<tr>
<td><b>Parameters</b></td>
<td>300M</td>
</tr>
<tr>
<td><b>Format</b></td>
<td>GGUF</td>
</tr>
<tr>
<td><b>Architecture</b></td>
<td>Gemma</td>
</tr>
<tr>
<td><b>Quantization</b></td>
<td>Int8 / Int4</td>
</tr>
</table>
<h3>Future Development and Integration</h3>
<p>The open-source release of the embeddinggemma-300M-GGUF model encourages developers to fine-tune and integrate it into custom pipelines, fostering innovation in production environments. This not only expands the model&#8217;s capabilities but also enables users to tailor it to their specific needs.<q>How can I contribute to the development and integration of the embeddinggemma-300M-GGUF model?</q></p>
<p>To get started, explore the model&#8217;s open-source release and consider reaching out to the development team for guidance on fine-tuning and customizing the model for your specific use case.</p>
<h4>Community Engagement</h4>
<p>Join our community to stay up-to-date with the latest developments, share knowledge, and collaborate on projects that utilize the embeddinggemma-300M-GGUF model.<q>What are some potential applications of the embeddinggemma-300M-GGUF model?</q></p>
<p>The model can be applied in a variety of scenarios, including natural language processing, computer vision, and more. We invite you to explore its capabilities and contribute to the development of new use cases.</p>
<h4>Conclusion</h4>
<p>The embeddinggemma-300M-GGUF model offers a unique combination of compactness and power, making it an attractive choice for various NLP tasks. By leveraging efficient quantization, the model achieves a small footprint while maintaining semantic richness, ensuring that users can benefit from its capabilities in edge deployments.</p>
<ul>
<li>Setup utility automating python dependency tree fixes for model interfaces</li>
<li>Launch embeddinggemma-300M-GGUF Locally (No Cloud) with 1M Context Offline Setup</li>
<li>Installer configuring local guardrail models for filtering bad responses</li>
<li>embeddinggemma-300M-GGUF One-Click Setup 5-Minute Setup</li>
<li>Downloader for specialized RVC v2 model packs for voice generation</li>
<li>embeddinggemma-300M-GGUF For Low VRAM (6GB/8GB) Windows FREE</li>
<li>Downloader pulling enhanced voice profiles for local Fish-Speech voiceover workflows</li>
<li>embeddinggemma-300M-GGUF 100% Private PC No Python Required</li>
<li>Downloader pulling customized character-card narrative profiles for roleplay system networks</li>
<li>Launch embeddinggemma-300M-GGUF Locally via LM Studio Complete Walkthrough</li>
</ul>
]]></content:encoded>
					
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		<title>Qwen3.6-27B-MLX-4bit on Your PC Full Speed NPU Mode</title>
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		<dc:creator><![CDATA[C Penley]]></dc:creator>
		<pubDate>Wed, 22 Jul 2026 08:36:41 +0000</pubDate>
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					<description><![CDATA[📊 File Hash: 93017f687d1e55c803d03df0c27c1d5d — Last update: 2026-07-15 Verify Processor: [&#8230;]]]></description>
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xU/eJZtUCP89a7jWINatCbjn7sdk4rp6IsdUpd7SSaSv39fjsNXX8grc2Yi/1bGzLJfo7izPO7Z8UNkemVMPl2fEzWYsk0U3o3EvaCnUn+s84mJ0/IaEcpZuETE2oTmvpK1wlqpXfSyasfPybgKn8LxpUKNDSzXtZyPRjc/+jB59cJEZtqiLhTit9Evinctmv+cYpgj6Lg8JdZmbdFwkeZuU9UIAifdjkKGz7VGcoi87kPDH/sBN9MveLnKPia2DBzV/L1NIrcJ5tI3brNTZ32jCuDkJm9CqLSUTFLAJZeDK8gcec1fwlHl2Q3dDUWz8gWsPsUc0ZPpSme1E+Hb/2MkQ6QQPiU0+M320Rw1ipAHLeUeScGhEPdSYEEoNM1yDcQaxKUx4yN2Vpa2p5bVrzsLnQ5lyNcvF9mWYc/9794HjBPDQuu6/mMRZo0TgzBOACQyoZ55xjvQg73TrE138LLmMin2hyQUI9dW5/Eq1JfbrZTZRGgYQykLzikIZzilff+Bhn5SSeglAKYBMWA3gTTPVC1iEYKGYvqqsl5JijAyXM2tRQsdD2ppm8h1zRJ1bJiz0YBNPJogdNfEt8kQxM8FJzXlKWI35Qr3aASKpokMrlLdpHHwdzTj+wB1HHl6v4TD7ajB4orVCIJQWC3AwrCe7i+hXNI16M5bT3lHLu2rh9wueTet5JcrpN13y+ipuIg0YocyhwcFTDQzEuPkUcs/C9tv00ZCxRq2QgEgdSodpKGbjOtT2hciw3qheQi8ZlHDrZYwKvFZazTBNSf1/56X3tLWM2kWElvwOPU3eGVAvGeMCph11vTn62+CXvV7x0RM94Lo468fwadvoDBJf5eCRez2Gy/UI7TzHupziM4xWjrk6IEINlmpWPduvQ9G4qll8DWu2WP99HQFIhWIvDMcVR8tTJ6TZkIgRYjC725fKamlgrnpoGv7bWPfCpKFFUpuqyLoWtZyNIi3Vtl0g89Ui6xrlQ/BSKg4YMeaWitZWTCFjdoGp/4m9ScxcNjdmYIabZZ9lRNJLLljyWkhGElf6tWzsfU1+L88em9RuUan3a96yxN+3aslX+CD4gt2WsLzNTK5qd2djEZkfKLwBN+kTcaL30qTzswge6+6g/ZLOI8B/LaF2fd7Jmcacd6laf3t36ILDkxNFjjVUHlNGhu9YABnM55gpCaXipAchMEzlRK/Dla6AnbUOvZXEvKzQfi0NU5loDHxuuyh6GvoksVZOHmz9LAF18wXWFU5ZnsW168VBSGZSi9NmRzYnE9C0ZdIfb8BavUdlwjvPba9hX9kGmOloFc7WzqSk3AEG7gKzK+V4FfrfMtTTEX9H2zVyzn6EM6aWcna6jTasQViKHijOkTzdXM96spzCetpJjZJDRxWBK0lFO49SdgD1HVNuovWYs5yy+OBH77vSFVIocRLoad1JADrgG11L6y2mw8Ujkez+kE2snZDW4femOAk+TYt/L5p7RjzhftUJBIuFKz29iDA/Oba2GvjWWIMQzd0JgcWSWS/Q8aXjNp4EbujWXKHIM2p2hCPdJsIcwqTElZaEZO6n2RxqvdBX92yDR0lJPMPzSk3ziUf77ys1NKzuRtjykOxoSWyh2fbFUpEmJ/mKQfiu0QndUONmqeivdAEMBJcymTy8ki5RjcwJYZyropb1dFezVInIPajLFHbH13slMEvhOWC2Y+NJ5Gy2KpxNVJFuLesFsAOaHoMa+4SVC1ikmgQucEchmwgANzZJlZDnrW/KX0Qhy3okUChDi/YaVS/3Wo+SFEdY5CyXm12bJNuPWiUc1zVBxSoEM6cANLXIZaPNwu2/BITpeBacP+aDcWVEfjoDTcaMa/HheoVnQBCG0hp7rKjsRQJ4kb8f01WiaAeFmFO3wR7ofRFkc5qEsgPzMqRjOAh9G0urCMzT1jkFp7K+nCOO+PQs759ZyRNQIh+vP0xmL1ITLmzVzEf/tyvZMbhtPtZZHSC0W8nVRs3LJVsaTYBClr2wzNJjAvy+8jZljeplyYrEVvYHymbN9wjR4lm1cI3eMFtFAxtyqg0eTa4byG8Tb2jK4qluONGQ3NaA0lXQHolkHZszig0EdAfp/nU8b6H6T0xNqjRpiozsi1chSsXc/bPlKt+A12CIQI1yIB+J5nAD81Rulu9JLuidMUZ6NXvRaLSiufbPW05CXMajpKXHYG0mzb0J6N2EA/NYU/fu5x4kN39Mb+hewyioP+RiPZjEcidT4rsQ8wPOJg/1egEJwyvKMQVgL8TCIjIlp/xxschxmvthESiKXg+vhJ7WHQie1LBs1v30tmAioujRYaRUNDu4V0rwRDZLnJoIK9JfN+Nq/flpL0upRAW5WQsuejTxp3vUNbcfqKhbCw5GP1Jg1AHaXp7199+o9dgjL64puP/5NCT+Cgv4uLcnzqu2hXA0Zy/5MIYktMkWRDAXiktEdOWhajZ23vLENgk9FwkOTUrAroSEsSuhuV7iPCi+jNPhfwmVpdUUApzY7TJeewXsA9bTWjGLIqh+vYLBPEh44SXNXyIRWEFTc+BW2mmpX6ekcI+AORKv7LqLkPb8DHuvXnICAx9cFqZr5AJu71tQhnSVeaTrGCLT5lppNMQzUfmrBaESlL1Ay51x66XsbUdAhqaDUKzTWNYTsVYriALjlTyrqiZj3ajuQE7xD6jZGP9OS3dtzywYYOIxDSew2Zx1CzhTpMB7EF5uq/B7nOplzQBMoZZiT3dXwASZCZZk4/Ymte5isjv8pg4cvHcBup/wIzaC5xfVlVp8bBwFmwhPm7hTGCUFWXu0D/6GzdgRVPxBd8y4cYvWJwQNzDMC9EhS55b2m9IaLShdgUdFp2WwXXRJTR4W/qMR69Zo+yz8Y4O+5t3vaFn92gIWS+Nwd/Nq946awq/5u0VVUZk+xdhCfT77Z/ZP5V71aQq2T65EQaSROgGhyqnlnEkjCXftIwm97PMCgOp7HBvghv9rzAkFPqSV917R4/nLlUDoxjiOTY/LC49rDXDhO3Dodlwo6vbKi8/ThDYGNanStdy/N/kgQo/JJtQtzJc7Kjq2BSC82fWYwvuGVRTO0SmA2NblyuHjRRXI47bhPrSXUKJiCHQZPXgQeSx64ycqSH5izknQajMZNX4k0iE48jbqLKnzwBMXbwEHieJmqVJpzcIIETOMPGQScGSSzVlr+eoJdNBHcOrcMf65472LmPyVAiBiDUIV6FNRYm+dE9ePlpli/I7jm4G/fiybOURGCAvXYs3LfxFbtrUr2U1pIdK2i/eX9aLzS1GJNglJJZAy8KZW+yEtWu8b1pz4WoC91qBEslCDuKUjil8fIP8ep8IGh4KrNxQ8hJBpnBv6aoPBSQ6pheaKEJIZ3yYSWydzfahRF3zWARjMCygGS8ft4Ero4S5VwvJBTTY/p4wrYZ1ZaV+8VWKo/2Fh4Zygz+wboGo1/6E7AIMYlG910kr1Nc6jYTO8dPkd4164z1W3Hp+8du7oCNTbk4VKrm6oCOZ/ZLyC0DlmAVECkNttT4XD8SwMoIUoM6jXePFD4ton0XLe0vDgl4kTYLbVcPdzUB1w4YG4vHiCMaNj/RzBpLPJk0bVkW0SJmVuAzu2Gr+ALow9W+5z5AKcAbnOVLeGJAS9yWKTKR0ZqnmSG47XxT+eU9iTXdVPEJq6iqwClpMe2S9RyVZth4Rx9v9DQ592WljS/xIeL2X3v/yIQwvi2FgZhqJfEK88sKOvEU9LXL/5u148yuYnQs4HiRb/SWX/G/4XGy6/C9F3RCkYYy3LleFqqWC0nJfC5bxSBAiaebTHHtVeiVRqmYpa8fj0P5YQtPARxxmw7jDvrv/9vwr6s7P1NV9RUf2llj2V0IA6fJW3a1Uhj2uPhWot7E0GGB94J5JUIudfkkexXqt5umbf7QR+tRutXLZ8DXt7l65xJRolcIz9TDNhJWBCCf8RSN0edULPA49arqoEbfBwPQ8/CGdi9eiitYKd8yquDgO6ed+Cp4DvMP43In/F0+8ndXKML2SLfacn6tcyCDvA2LZu04krgYX5SiUB8AcQOF/twks1zYymtuXo7XDJiDLGy3fjIdBMmvMYEZ9hm8dxO8v/N30qEycRDDzo8VrAgYwwAYxA+k0q+lZ/j460vxFB9cY2tjDbE2Xg9UXETd0TZ1nUV7FJhjbg8HyilnNZUPYbQSuolkxbImTYRem+VFWCtSlcuqkGK6Xsc8LYKlLSG4FARy1ihBKUo7mh0HPZ1NyOWNqRWFaFXuaulPyukFruxbVc/SJNUxwuWkcZKb/RwtIRPTjnMYzdLA384Rim+U0wXUxy1FzhIzLqckL5zv6qtWMBQldUbQiRwGsvYa2zrnepujkjgVtfV35GwBR5kVW7oUUDZsYfbuzKZVNH54iz4g3EuFZLDLLrVpPdGTScVFM/ltszm66HCYYj5uaYzGs+wt2jLl2XLgUGOl8xaaZYfyu7GoZjs8rbukIoD3EisIT4h/FX+klUe4W5kpw2UAGzpe5rEDApW03lDp+XENsIr6USE8x6/hf60S/diZleIUY1Ny0sIStlrTEJDO5dBaCpsIgmu+ef13wByPngXZHOpruneMyhvbLWPf3o+SrUc12IxyWcM17d3L4f8LVLsbT3yyIm0Fc+tWGr7zFBlPUF80ZDR7dhAXLe9eYJ9+JOGRZ8WBqBhcUcotl9gegTJtsvSkMj7oAlTUO3V6cLdQv4Tep4ZJlaFCU+o36f6gD14JGjVbrps8KtY47+AiXZF7B6qQCTPGFFCa/ey0zxiyJD9Z5qwlC18+cpA60NgSNCPXiuALRFtWNTPrC4Hh83zXa/HuluZr7RHoDK9lA6IfmfSbZMAtPCYZi982NI6gamYhzUIw24Qxamqhna5+KWx3VY4pZpDB2745dVeCXThp2sV+7Jfaxyb+KN0wQ/19dGs6zuZAhS1wynANJ08IaEYomTMzJLty38/yGFu1XydRSLGkLLy5sXsJZWOHzKtJ2iB3el9a8dNd6o9vD43Rh3AYDAg/g7AkX28nr14y+6abS3JddoRmVGGDrVZgJEHoR4q6N4kTS396IE+rYW0aKf/2MnDw2Jyn1FGzRTVq22xhsLfq7fT25o+IFujn6UvkbwsB2/J8eSKUmTt+fa6tElPidDYnI2mcPll21Kz5wgva5Clb7MdiKvmkKpRBQXXOR1ONgSdmXcerlEJdWzbfQaEYxl7jUtHKUG9AJC+YWqSCoTcyrfncVFFXMSXsNf8k3RQthwVdU+i0fk/Tyr2nzZJF+RolEmUxxHufN7Wq8infgQMtyXI8CwIW7VUAaxeWpYcId2mb5luNt3d8UV3Y1sLzUWs7yn/hIJarZ4r/CRdq2uPjfNYvu3SSGXDL47CPZ3dgAlFDQgbfdQDQNd6F8ZcxVFEOQ1X6bOXVw9DRcIGhfEFN4TwGx6N7kltEDDjemrMtQqCA/+iunfoQx/h/6KDGS5CgIAI7saFZ4BX/ENf8GqXlou2D2xoyeqZLwSIYVsaHI3o+sLFPr0AVYmbhI+CDzKqD4u6qoMMMORQq5Ra0aDyNhyuMqkT+JhEd/g+Lhd4PEs0RPpuuGXCZpmfP2Vjs7oSVBL5JwTLNkm702xQQm61GEzOdExZGRL2S5xUMAjKMWOmkQHJhMN7vKS1IO27+fM5BaZZhTWgz6DGcGZ14JN98wMbc/5Bo/rFdY2//ABXCDfMWzTMdwAELYQjzrlRon3bymY7xJ9qRicck3/d04dXK4R2RJ6iODvuMRopTs+BBLIJTrbZYVXfWZd//0OahxpcAdbAYnHxCh2i7f9i2FRXlPTD2a/k3zvjxJP6OfWnsB5bJ/3dIQ8M0z3KOzdAT4uu11TRvwUMD5mXUGd26xRqHt6A7FT/C/eniMz32otBCsjGYoNN0EjpouJifnOAEL0Qq6y/9q0aKbRUaGUpW/JNtTcnuMJYahouf6t6REPpi/ixND6FPqKKKZct0ZJENEvPY0/kj1hmu/eG/Ydb5Yzy4y97HZNh2CN0cWEsPhnR7CQqYXiGbWEn9hOsETX58RM4yGesQvT/nCt4Z0t0AvWT2ow9sUYbDmEKwQIKdolteZ5YddPnSYeh6ED3HQIeMfEXBg8yIEih6SZyQp1/Drwr7tvGweoQ9bECvHGoLjIHSWXIpQOZ0Kxfgqqbsr2r8p3LhiLjcL1Kfeg+c2IB1ic6YDj6B9uVa4MaMFSDoVjZtJAgPej2Ay46xNDnxmoCHwqHfOWuEDtwpWbEAlgcDmDv90H7fjeiEf6TiLos82VyJXAlQZFNWPcJRNtdkcuF0FCO0L/r1CMSN8QWNAi2xHFafznKQvOdlrihdvxSCJOGHDJFIt12aM15gNcUEGOa7x2JElEGkHIXkBoaPb2wA2Wh4wc/gVhl+yjDUb6SGrkCEZGeRJgAlEH/R9zmvM5VohX3dXu2CV0qFMBqOkPtc7mNkMPqVpgERZfNwn2zvHajnhKt1e5xPJZ1QRrw/mc4Jec70ptTQWAEmj+w+HKgCp7jktF8upbVFV3PcsbF15DroFTVwybQK1Gsj/jul+JDMIR1x+B9gs9YzC3QG/LZSIY//JQ2CrAiYjD7BP7x29Ajl4k1Kb/K5n0zkU/w33J80stzpffn53FbzY6e1o8xTMu8WP0Ga6tDsEe7c6MZ7E0PACD27cyMafWxRNLDBDu1wcGz+R7P2goyxBxtatm3m/j1j+5JuRKTiZSfixspPqKPUW41cwhs0/35hS7bpTYaeNBF8GkmSn8/+3uZ+6yDipw1APyl/jsVwJ6ci6jbWqb6PxedC/CutUF67XX1TUo/ROrA7qqfiJW/AJaecii539zoOPr2m5ZoctyobG86jqW7/oDUxhh5t5nNAjuUBdBBM5uPrVcYbtF8xXBZdJCrEGozy5soYryLRR/592pcSjALQxfQY6/nP5jHBTIH2iPQJrXPS22qvol1wlXUAdVsC8RcwYV3QYm45cuTRlJ28CsnJaSVl/a+gIA9MShgw197ncdLl5uBeENOIZbCPGz8clI1xHy4gYP0zXH6Wn5VuhgH0hci+AOGdobJXxNEWztOTMBxKIRFCXYVm2EM8xuiG8ULdx3OqaiBiqFXx/ivfUMpnH6R/2gWPAoEBYSDk/KCQcqqkbPVTyhgBEHjE/VCeKCLxXqjFEEWhycFA2acWIIgSEkJJjbd7O/SI5YWMx5SwCxz7N0lZv6RFjtl9tKaBEQYfkmLZSHAST/+0TdiPALOPniD9MNDblHXhFWqzRCv+WOH+a8dG87HaKhtT1TGQ5twuIQHZwYCPQOXzkJWnK5rg18E0sHIOg5PmrDyaRf+LTc1/5QFgMZOlk4CKweKw1c3yguiT/xKwKF2Q+C2UP9wDWKc4qx0TqDWHEu8ygazESooJ6eZ1IoIjvJxD8KdzM4oUWA7teSJIUv2a7mijJA82byKWwuay2G0mYCMBSL2ugolktzw7ntYDMmjPBzij7BhC1KeZyqO8Tn2UzjPK1k2uy/MqVFPQvtH4uVqysvdHOe5i+OVnD5g2OZmChYmiQcr2tbs3VoGNl0bUmxu/c+XlmmRX9AB5EDNrQ72ZHvjV+lcdu/Z1A5ikZdxCe1kDqw9m56x1UjwQjU0as2nZAV/Btl1LvZZeIAP4qmgxt5fCHJ1Px4C3eK3zNcqX8HQ9AWevB91ht+nsXsynvozM3pXbUY/RChuys9FcJtnqhKUqLuQDIFhHCnm7e3gd5a6+p81tMqRaRJF+yxwASw1N19Ppl7lFkYPGOmZAu/J6EZekiwXtUtFDSE7q2D+/wp8hSgQp9mPS3MFwYmtPWi4hVb4Xj4wbZJcTBQQcS2+qbAn39OycPlkt2S4shug7jXs5EI3JGBx5faEg6cdeAZAExaXL2sGG0x2XYGY83cKXdUISRM8sRf+pzGYWw9Q9Eg7xAuNjCa8aaqoTo6hIvDxkyiyEVO3CFHQpSLxrPZpmhDM02MFhrDXJvVYX/2WRjypsuE4j9oIbDOQlb/+mE1BP3xHetJMo+hZ41LelCfRLQ56BmYF7uKJxWRWmcpkLCI+FbNDHO9o3vRcSypVoFuZKFQ3oig9TKTEyFfrUI7fJjlXB7ZgaTgLw040bwD+sL5HB50C+K8LtD+r8xTiq0gBj3T479GCq2ouoQ1TMfZJBh56O5re7Os6/qg5Jumb406p2kpkhOLvLgTaPR+GU5xtN3YI+JT7VKCRd0OiZUL4INapWN/rh6YdDx8BKHe7nip19n2b5oUPSa3+H3uyu79FL8OziRD+tfE/zofAghklR27O+pTIXRgqC9ZD+UnnScFjNLS1ESlix8QfJhnf2ecnLLwAmQ8pOy3I+gBs/RDjJIwqsokSOrKufz//c2GXORTJhdXEbqknb5tif7qjuE2h3fiDY7hZpJlyF1fQiqq8kqQ2UHi7mHB+Bo+ywbo9H7x20+DA8lY3GrrBON+EWyjgZHsvccGFbzrFIf9LJ52XQHh1d7jaoUQu9tjdje2aUZYZnZyBX+pHP7nNA3RZnSmftAIkHelPv50ks8e1wenSg6WVUX+v4hOARfFmL08oofhjz0H4/P3HsntHiGfXXDwNgvpj7npHOH6cXPL4+HYBlUB9nEZdLpmuQcbYIkh8sP0IK/e5GKUi5aqsEgBBX6brjiRWn1v5pxheKb/5ouf3/NF6BH82yebYPjfzdWpWxzibkqtuAvfFIo8qkWaZ6ktvWoKUHkXxczjFWAefsBifo28yS/0pcPwGt6+TT7ETg241CbR+XIu04hrscGvxSine25DOJ8FEzP5yLDok+6TZLqBV8uU71g/bAIMyRORujQtoWH8fvSWEtDDRtpFN5eC8IOEDQX8i2PCqNa55XuXREFfpJ8Yoz6j+fu4iCFU8DPWgRbYwKTcVrsUkQC1SMXaUIelfVJ/ukSf2quPvXbt8qPNwRh+Ib+Hd3FllhudUpet9gH6eS2HdKlrpPHClhOI0fi2zbdpYn+F78zzmmhYKeLX29tcMYMHuFyc8CQqbIJvWNTJbZhG7/RaNZ4KtF/glgLP6+TK9+41WDZ/89+qKwKWPwPuETNweUS6TWSuFwU19hBgkSj6/Y9QKT10AdN81k9Ay0aHj/9T87/cQaI8FOLQJud9JUI7d37AiQmaiN6hsZTTq8a2LF/kzij/WLFv+XHCo4J1TuF/qSBgOf2ywn4VTtyQ0Fo6snh9envrgOattdEBZDki1XXThuH3+Xc4GzuKWercvHG2uQnSqmkf83hsRhYu6aiCicu4avAkG16YM9ztCoUdJ/KbWYXi5uUb3wnwC9F/4abCjrOe83rnEPxVFyjMqPZLgUrhMelbJZ8cNvYlSl8vOZwibe7dtwo5h8bw7ZpKhhP6gjrjAV0777mHPfB7OnqOt1CQFdDujrnWu/GuKkkbQhg3O7cqjx50lH3bTmY4WhGt6ZI+HDmtkaRpvSFKqEFvk15rmR+1cx9ndYmDOufS/1iwB33bqRuJMm+Fv1NcA3eIrVMBwSQIDwK3+DNAE/2+F0UUmSx7O10lNcWStALl5HzzY1D/pp/wymExhwNuN3hvdlU5X4CeHSji/VQ0o6qq8ShbX/ivKzAEXtc01Ksmt5mOp1yi12Wat7i0NenkTPoX4fHyZHvtpxswcm1B6DCGQSunSKn+wm78VuvHMQ5MeJcjDUbDSLSgo1jsTgVAo/p9rUobA6TK96ByngepQgghqMUn1DxWv5zo9v1OicYN/GcD+GMzTjK9cdsHKBDbZDYRSvK3GmRWcpc6Lup0y4ZB7Vgg3KoSRTvgiMII5C0rRMM/O/obrAUZZy3ybpCIbTlwUGTWZ6LndmpOfKtGTxj/hfdZYGtWQwW6AvxMJkFWgK4gt1fGWELP6d0ViRmAdeltYbBGaHXL5GEI5jElJi1konrueAgSPCCcD2lX4y1+KCDQBYrnHo4DzkKUPWwzxsvgycfOCO2C2/o+wppqCQx5g9qU4+UW8OWHxn8qztCAgdST9msPaa6Nfy8+hjT8PKal6D6M/PvBYW6dDrP9Bm+X4iiho67Fnen+ucwBbR8dUWdWXbD3+HI04eug79Xu41PxKloc0lComEhVETKE+E4I/rHnkow4fJ/VWOc9iIlphRB1QXuG6OPU4+kZ8cGpatfXwr/NWpM0xJqxT11pVXlz8s01RdkIpEXKsyc9CspXNrxVLRsazbg1ZnkHIzzkMUN4REW0bMZ9EubZqJSc0w6zKL6WhnWSKcUxqQ/CDsECewAhSysBcSvf4xIMNX/mnmP8NDJ5L8HLWkcbi4LW9AO0LZ8yBhgCpalCYyHlgSCokIH30zkRtQvQiEpqhvLOe8YWx5Aa6pXA0737Wze8Tyak0vrwDwwVsC2LueMBYgOp3w3BjOHfuH+EYWf+pkwDCPFqL6NxBgxy6toqseR85mL1jkBGePpAt9vWGNpjHQtzlYrNCdH88xkBaGRMLvCNBWJLGJ2fzEy+VPDiw6sVYJcG+vOTKv+SONhGyo5y6VdQu2VWgKO2e3DTPBQKdYh2YJwFH7dp5TXqkzOdOdghMlM102uhUWJKC4luwNAsjIYHuiwLOyRvsHw3DdjkaJmYiFlS5cIDm6kW9Ynil5IRsGh5xTjzFtlLFALOKLaHN0WYBtkxgw7pW4LOTwmzt1aXD2cPGycoqxsXfooRORbpleJgj9w7fkPyoMlwmDrFMih8Iv7wCmaWJs5GZLV2NU9pCPVb2Swt9gIS6TeOspvctC0CGRiLfmcM33SGt6Qyl8mSF/evimDdD83CxlGKiaPnRYtKUUqcx3IY2iq8PMSE9Y3Fbn07TLcP5Y1DnztfKCrAwv2INu/MnX3+K4Kxes0QVzcZe3RRXWHNz47DwdcTJJvxA0xm44nJNNlqyCX0O0it27w3MyyRSmT6AjSQ5XQYNxlbsadXIifsZ6QZKu/uWYoNjTB2znEEgDRiOMU4x+ZMPYxWz4O1lCCRKUQut3oLSgES6D4pS1BtBnM7nSKZUb+7wIVHAOu9EJPCXftplzite5+vMv48pgCDuIas9FeH8/QPJwkh6lrxa19uLP5M452RSOvC7WweVrPjy2YYhtbskkrRSxISiXdt97e+f4zUUyXZtuv0ptYuOK2g/iCXthJpSP/2o8yOfZBHeP3bSiVMvFYOwiXqLEFRbPCb9lv0RdiB937YDR2/PP5z5GSjiERupFNUH+ciKxNwUPs7/5Odro/8nCk4pbtjgvgamzeky3tNgRIu0uYbHTZgdyUruBuBxrdKIw4zZJMPMZX3/71MiflZ5Y042zLEnWllamAgfFYt0ei7a7LLXoe9+YRZQv+3mZLaqAOgriArhuKYyMkLLP7/TgFy1sjpq1ERsjPgL5n/bts0Xu0eWxleGNHqBBhvKbnX+gamaoiMx1EK1MVi3PNzeZjdP1vvC5Z3c8ScrfOb/Pm1/5l+uqQc4EG9xUKUirIYPBN/rAR/JLvoiBOLb7QoMr6FOFYAAkwATNOhgpoiOOzYv3W4nvOPAkFosnmcrUeO2Z2LDnoJyk8YWPI5oKGB2eT48c+7CCPjbogqcLjWwm3HoysLnjoqdKdJaqugYlPzPH2vyHpklSXbY8AYOc22vzixyx7X1229N0TcbtAquUw3QRM4kRaMhg8UJVFeDbcowJzsB/IWGe4KCd7JcO6k7ddK1PE6Kkz58auI4iHJx+lgDQp/bi5XRbzd6DmG2MtqIrIzcf4pd+SZjnF3OHlpR9of23F3T9O2VandvIOt8zhZe3q/qbjNg0F1CVY2NVMhAuXXoiVsax161EvTRRE2sy55+Sg8yV1oJ6K6KRouyF+n55D1HSmADXCT7XdssON7NBLj8f46KV/eoN/738S27cpsrATjgDyBE4LzS1aT7wW5VUJ4yyGgdQJbwyez2SLAWTPqG187y0kQEFa10NZjh14qxQj5kPZfa8LobtQoMzQE74J2eIN5AGDrW0ibVLgv8OZIEBvtrfWWhjF/fdVRf0hG4sUlcsYXEipY5ie1908xkmaKfqebjpJXPG6OMmjtoiRBc5KG8eT+PATkEk4SeUn3wcCyqULo1rtaE+6DytsGVjT+GLLyIs1+ByNFeOMkv+/qgxx+4FVzYfUs2TTHEKh9wByNml4tBypLtc8Mrkhlc+I8XZqRzBR8FXGT3K8RmiX3bNooirbBI1COsFWlgcIrGtPIthxue8oeULTI2pCflEjogZZl02aHZYDhFlSlnCbIqp85PvBzmN6eLQk5+sLOCxZPVl8/unb9Sx/ybhcW4dPv7xvH95RyQteiKPOkmU9mEle1is+NGEKVRmvVB5QszOj9ljLxCu0m7+ReWIen+vQkrzHrYVl+/idksDl6MN6N/1ZDqibvnFfGHXhpi03DM5kNTaDX/7+STYX1LStfyCnNMLzcD8ckqrlk3N/Yg1MdBVxEs451cw4Yh+DnyIwNh8sHCSnjOddEmarbYpPI3skp73RhGJh6Y1NQ9irj18FwL86M2cFUwqySizwgc/wJIfMt043MVuZDGcGTNzJdHeWV8tqeCPST0ZNayznthg1nZpA3U6uTl+ZjrgNXJmfSdrac6pSaUe2NL1lZfQ1QdtsWWwbZomgKhZsPAY1sIyoT/Xw99KUfUdRn3ppd2hZwR18OnCnvb2LwW5Fld4m/VdmPh6iR24ZFTSfl7L7mZlSHCdKm37cEHwFSjTNmb/R4x3kVsosuSJyf2rVjL4YrwgPgVbgxGLNfX2f5lDIkhlnTiotmZlMrK4ehwUKZ/18VYq0m4y+2s830/5J9miiMvI2SopdNNBHzFXGQGNcK+e2tdbra9LC5/o54/D3Fv9uZujcVJDDDGX54clsPkMy07agpnPSNeXhF4xDr47SLYRTiTZo2v9Np5/9apAiUdra8tmDyfEqTks/3eicZu7w0WavatBqv74a5lIQLtUiTwFN5zNX8A5M/GHgAFw+mejAAAEoNsGB6bjKzcVAqSpRLBzriOzv2SmWSD28KuOvppUddiRo/xRUehVVcYTzCvBkNzT6BFgyPTWUBTp0L3scUTo9+am8MiWUjnwzsz3FBJq3FJ+dddcYp7diXNqj/022Cmm+Rr0rAd5hYfa65+E5HKzXmmhmr2empGHwGsH4JLES/kp73B91T8Ez7TNHQV9vIckHhOH5UwhFSgU6ALb6+Ib+R0H+yH/HbF1nPfRfOzz9vh0gK34vlHfhsrrq5hEPz575oKsgXANY3dCTglwJVbOsjjnNVZC7pZUNoZngvU229+mZpC2bQeMg1bBQGpv9MorKh1P+vk9jbGMLPLPUNzWJDe7YexLh1+xZxTg/DC6RLAlOeCnzDNlZ57SiF8//ByGY/l6pHN4ESmT6BA06KPRZOWpJ3Q0aHEQk1lWh2VEFF1GSAaawO4aOcoBVvZzX0g/4e1L3csOcRiTJw4lgHh3i0Dt8ukVMU6//elWuTiqMTY3Abhc7MAeRIpJWdn53JtAdA88Q47UT5oIQ0nsEMTHRcsknUTN5uK7MSSsC4Dr/j0lOFMbfLXj5RS8itve2XJwrs48U4XNpslzMLgxqwKBrvSOWHSZlbiDWkzpinpElA+2DQBWAYNkM07oeJ9KM+cL0VbYMJUkpgQUVOx7TgvhqkuTf602tj67cvOjKjX8toXqmvpmRRmvNfu+6aJ2Vgxs4qccw4l48TBMb7cNnLZFjx0Gju3Tplkjf75Im99MDXKssPPi2aITTlNOhgwtuHvv3cokMi1Bu8S5P7H1OelTPScf/Su+F9Ol80kzkXlkfiLXVMZqDVlLcKngXXTli6dKYQ0peRzcnKovWUbC86ghdp1qOKwjqS6wYaZRqpEuHj97s7ZAufn5DbFJSidTYhziABO8lbnCgH82CjCQ+SCZDFOqYsKZxy0DHv/tiTj3ObX3Jd4gAAAvIRgswroigPEYz2fzQPJJoAAsglpI7wqOotvTrjzFrSw5QT8rR4aSMnAY0bqxDpO5lF9wjv1/Jq+K2n+Sz3cuD7G8er74fqwJ+ODcTPvqD7al8GS23ra+QWCyl3wW8sxCcozw9UrA75Fo0ZFXSZbdT5T8MPVIftGljzhC31LSKQNbIDBaMzqe2vsjkfxEb90GLANthhTodg4q9S1WBLbp55MzbbpDRiPF62+h1S/N6Sqe7M8oPodF70tce+LP+F6PBld/cg8OAOD7gelhS8pVgJTzxMFyxDvlMNorGl74QFDwSmpn/HvtlCNp7awAFRtemtltsXaxnuTYH77elW6PqvDuq7aHFdOpn1yUgnhcuI0LzMERxlf1rerVf0hQrp7aY+hGty0rxhgsiSEYWIuQ8AbdhRxSrjzsz/YLKhtzFMVy0Z7PWYDB8OMgv2/yxQt3vCtw5sxHTKLTsaYTvNWv3UuI0bFx41OXaRcG/a9xOKztX08omaVGpQHh72X3G0HA7tOdLDdad4usCSj98Effho9IkFcL7Cj6m8hOPp+TVwbgHkP44t3RocQeuk2KGLBScKXkNKU90LEJmd8yPWiayifWhqJD9HvVT/6sNs8KZ8/kbQ0f/9cJMl5DndgQvtGBRuTFdbQliugEZLontAEXnRO5DOqkb0VZSwIKNCHqdnvx/edfyfnx0jxQzxZ3bNCTdZvQh2PtZOFvhU/OdQ2L0Yg2mKzfSXzhuFP/8GMbEg2kwI6+kCiLuE4DG1u6XKdpznx6Jy5EUUeJuqxbid56yQ1mA6A+P+hNrL4seVfkvSRaNA8qpYOPp1F1joDwbwYD6MbK2YekF3yq9vMK/KBuly+CYAAAAAKBvd4CIpTkpGJ9XT6+3NVr6gPxXtw7hiyb3c0PDTYcj+sYsTkn0P3G6nZh4ks1uvVCf1iie922GDqYE3UkhjGZ1o+ESGAAszwXYx+CB4bgKIlsk58+xMJ/ZQuDIkWTk9q+LQhD3G4/auQX42k/QtDHUu3ngI47SRQGDjncszeZHGcNTsb1DYWoAL9JHg6fX4cDdKoKICDltXovlBQ4MbT428btgCo0GoLIfG0EHxfxHXWwsFCdT06B24VVFVsssNDsSkJ8+txYfKZwrc1s9Y0N/RMj6334aCyrLuoZtE5aOIz5wH7hxlSD3ORd81diPOwMBC7SLgyMG7aVdqATzOXoLaCiaOQzPvq4eWkXlSaGMfCuAz6wcGWduz4DCyxLoeQ1ibMie4uZNHxvFzYCasRVUrWcAQCUUE3/iCEcrjxdftsBp0ozWxRTd86TpfSyExrE/VWg/+loecjcx5pijvlNlEPAt7Bylo01v4fex+SRdWnebltRVV6NaJRQ85cUoKVK1YcA5MwVzDjrzJqcgGf9SUQJWqWEtS9gstlTvZG/RFj24wJ9oT59mG4JnoFur8cvTqt7RqvBFU1ZF/oVi2wvYSttNs6oASzSLvT/qiTashQn/p4PIIfdK+F2odx3eX23IloSy6E0SKIJfz7WKUMXGcsPqR6TiMVd0MrAhCQbGEEN+y3Toa5e6jk2JpdCkWUeM1yxujWitne2/P8zpz2G/u5UGufKi39wWRX/eaIxddUrJa4NdHVc5xc0IS5GudbegnWf6yUF9UBwpfCHkKd2U9xdcPoi0/l81TXsndVuJzhk3utQ5+atMN9teefPlm3ITxb7Ak679FMIWGe74e6JBdaiSaN9oK6+Oy/atRJ0L9maT1N02xQMGWDPYupU7M8ud9r7ux1q3cNJKtV69hes3hk7N8u9B5LP79kn69gUXQqYDs5tgXo+R/Kt5aIDMDLMz9QltCdQB5p5sJqb3U2Ur0KLjOHjiKYrTCLdqC2H0YY6hA2FsvIWoidiF8FqmakkqNmMnp9wsPNjmYBDdPW48oAABUOVxeJuyxiuQ82p07tvp+GwgS3U2jQEKN6VEquoRg2L2oinA9aNNtlStQZcb6RjP6c0YtDsLdpA7lJ9etN2cjwHlIs+2c76oYmuvBXYkM9yn1X6oxhEHQewW2/dgNMAmIqpUOeSzd5Jr0XoXzJXA0GMSqQ5xSY4Gh9SpsxUP4dA5IebeXo62J2vBNm7RpcpXX3NGlXK1A/bACeH7hja+raIEvhWzP169CIxSAcjFOQ1c+TmHiWyRmQHJs3294iHgP0wMIbgFRzalTA1GJ1MmNgnJw35GvQfjJ/SdGK7yyy8KsncowdWuxgzijA4VAZOCWGdt8b9m5Zk6sn/jZdIZbzWjxUdpm38HTJsDKCd3WdS8AYRTYX5dIXTdG7X1iWAh3ifrG26Y/hs70Kq+5dS3QFOUHUgI/uNm5WF1mIah9Hdhvim3mzYXbD4VBXYL2UzM9/awkt0mE/PSlXUaZ6KDSyL9HLdf4lGCM9k5QXPtLq+54Y7odWCjriZkfa05G2OIz5LWtBStxvC01SN7EV4SnIUcJYJFXHR6mZYzk4T2fWXPXq20D4tyFKpAuoDGQBakNZJc9Mx2Z+c7D1RQD9GrKc7eIRSNTJYSWrDgzqHgXOhrkx1moVrlnug2/nTmyjo2pgvSmZ2lvZavHQQ84huOXaVlJPKt/xHzgpzRMfpQ9TqrSW9/oBKWToQK+/2VcJZJK/lZIrNr0vdp5xmGsPCDBcAAAAAYveAL0jsuMhwFB3fFBXXr4bfXFEfImMvwfGyvgB7B5iCADbTxtzyfaGFYvAAAqwAuVcJC9gpN73lLvwUGQs6x3deObg7oqykbf3VNf+411n2+pHl0iRoL46vILmPcH9XE9tEevd9tMxy/0Vk0n4IlDFjtza6TRbQbmI8TJ/hiSjlIt+uWN2v4QvyKMsVYx1U/XltcONkGt94zqfIlKlf6N38b2XRQSpGZhjPleQKxwFIv9rus0XwIGn9qfuyQtAPqB34MvSsqm038Bmi6NDXxl9V9zR7yfvP/1Zd6FqMV7xmuDfc4tufi3jJycdcFEk564QZRJvD9FGI58PPHmv0f47Y/BlPen/ZBn4STWKQNO1eGAXd9wWzEXiL8YtjFl9c/svGPTDRyr1faKvWpdi8jpOak5snM7U2qoboIH9+DHKzzkoiOJwWkVEHVn1hkvVHuRaAzD5b92ntqV1H8AfPt+H45k+4Lze4K0MGo2PTXl5Rj63znFEbXF0/tqBFNj712iXJRLjBp50qPXSneRemzeJd5BmS/N+z/HmGmTKyWOuLmirXlI88nHT/HzSw/C5j+nHk76kOoZnK99k2Mo88dg/ylo5T7hgZFLpK9T2+wxqzNX1GfpfRkjP5CgMhhCoRVBcQP4EhjXfaWuQyXdq6XXizR6gOTCp5z2x2q+EtnQtmu1biUeOr6kNS+RkfB3Xprykoj3b9/UMAArD5RHrwGyQWP/CpBrNROV7x6WgEEmZzpz+xoP2t/AnwcP8KnqqBsK6BfS7wqdBkefTONC4Jq7KAPY81lvBBO3CGL7IcTs8bkpvJVLE/5NZF41JbVg+1CP7PPKUIbRNtbFFM2vKu48qrZJkBQ2AAAlYASVWluJ/idmHJd+KztjEkPW0oXxN3MZdRlBQXbqfqkQqV1AQY7vhS3+ZnR9YCIWmejjQ/KCdrvz3STPq6HBu8fyy8xf67xFXjn5Nl7qsfKxk6NrYDSHM4tvbPUj9s9waThEOQBC2xUsrMl9LtwRTuyNDmBqzAIzRZXHhFz0zztLrw/wuOhdv1z4qVHxVclaNYQXerQc5ILu6VVBOMLIJqYSxACyh0zysS3eMMUDTqpfGAZ5oi1Gsq15lFcCBAJFhiE6c+zEJudZ0QqJVxhnEJFKdjVOtD3Y5+FGH5cjBcuiU/LVp2dwi+RiK8Y7iqZlhw4hPyCpKrQcC//lDjMS1RDdTkIFq86t1nImc5NgX5JQgznAg7rc1Hr6pM1PpXBO9DJkl6mXZTNWZ3MXX2XIooPNphsIpXNlMhPCkEgtv2C0bZBwead8gqqOCobLBE6TN91bv2KuyhmEOskGGDjYR1UndGZ95PxNLH3aYSFBHhVw2ZgQklQQTXR414yQAQNmKOX5BLMgCMobbqY0dAETfvIu2ED+uc2m7egGS7FS348tw9iZ23tMOt2p8vcENf065kvp943gT1+epgQEvqFdhjyb4Ph3WGBQ5CIhIH0qZPvtrb+4Fx/OFAQdvfGC+QMDUoQdJlIf2J7NDEdOgz+VQQl8Nitb1n+s5A62WACdpjxB/jLc0Y6G4sgX8dK5ITd5C/doin6UfP5/3F2D5mpb2ZBgUvfCjvEunNBKgSHhpiq5L0Ip8J88mIMkCGzl+Hg8FbCZvpI8VnX0dmKLOFV4W/n8PEsg++e+GzO4ODsxO58tyeZjsxabCrpFwPpSQ8bIv3yW/Fk2+qFc0K7a2E4JbqeEl3xWA2jzwuW8vmvJ6KBklRx/jnsrOe26oj7pkfjhvYyfOb+ZvhGYT9hB9EPMGvO2naoFHy9FHv3mdX0nYLt+516CgVtAHeLTp12ZIc+LhUSEmtO9ufi1OKSF2AznLzLfAphVpbPpOGBd1hLBD4wRTpsYiVYFDPUnfjoGx4xbI9ERrftT6VurjsdqD2+5wc/nDNCtRkAN2t5U4I724vt51pMPPeEerPkjTxaEspq0n6WHTeLj7LWSdkmtSwFR2GL4WeqIzfGoogBxUTZQfr+Oa4sxEEcf0IB28s6usrjl1yd4JWLI4OR+o95vNcPef8hM7pZeCeOPhf//y46i4kmOxEdguj2g2WCs7UqxOCFSZI6NfKHJJYMh8oAtr+IHuMb2ZeEQ6HucPl+LboVq6KbGQi6FExHAEIoK6wLPDPq2Kex7WJdTatjl55MKJ7tiCp4MfheBe6DziT2S9TDhG9s8WDdracxgczBau6GnisrAj96wIJVve+I1Hll3ltSeaHVC/ZAIhXP64nMvE4IE242ke0+yOFrV1Lw/a4J3lQfaMtrv/TrETDNIxR6E5NH6iTnTYNc2wA+0HugVrEZUWQUpjUdK1zA1C8FrCVO+HnY9qvnD/Vv6xyreQpnDjfk1MB+6TJWZ7tVBXR9ynoT52f4SUxwpYLV3FsciZqk9nffU/cJJnpVc05S/VynV+Kw9A0Y4eFuIEeYDZoDebmZ6D+PdARtfxwoRtVZmmWpAUSSZ1rP2GzQovDE7sFoTJMcE0jECKwWIkUa97qFCSQ2yiiUEEEmloC3mu1ame/MHSlUmpT6uSh3b+2pjn8TIL1qJkVsIhDM0pyev7SR35ysSRTZanql8WmHsHxxRy3PY4ts/apkOxNO/HziEmZboCPMIL+u8HhHiKHlP0UGtp5sQHsezRmUyNfaXZNXCBWOj6fdJUuoJmQ6rejfW1oTj1OvdQ0wOvWPo9ueTUybOeEPi3weVuN60uR0wD8PZ+ntNoKlcSucwP4HP4kWOGgJwZoGDZYo/251/vRUT0e+Z0/cF7uoEMvW6izNpceYNtyd1IkXgTBN+vhu3ZnBEVz/524U/whUMIw0+bTiW2hKiaqZFt176lB1BCfxHytk6HboZQUdw5xfc0w4WX8VlbxkRPtSV4BEEqJ2qgaJfOmGGW8x/71KpGX/SAU9ZPhNWJvQdyOBCJ2v+pDK0w6KRrJL4BY3to1DHQC2sfQgn5jD3OygO9xrm5Dh5bVL3wEweJtARLgcxaZvHIxGwBXAdO/hYill1u0ATpCYK7quafZJXvPeakVt/QO7Tl4AuGqqtsq3NR7ODz/b5kLBVrbJGGJvFeFiYS3fui/rUwind2+GrrFDP7Hnbpo+I3P33i/3wBSaej+ESoeo4TtA/p/OApTfuPPWJwd5vXNGznAijEt5OUeO0pH1/SFTKNWnWTP5+cQXOD1TKD32dLrd65KnSgiVwFmRjBK9IpRlC5q645RQJW4TDkM7I23MzrZRLk3qLJGJuM4HXVJbI78xKWtchrqfpSuQocjlm4eBxd4bWPHPO8pKJSnu6RdXhQcRnh8AFkw2hYoGzIrQEAw8sL8UAAA==" alt="Qwen3.6-27B-MLX-4bit on Your PC Full Speed NPU Mode" style="display:block; width:100%; height:auto; border-radius:8px;"></p>
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<div style="font-size:15px;color:#2B2B2B;font-family:'Anonymous Pro';"><img src="https://s.w.org/images/core/emoji/17.0.2/72x72/1f4ca.png" alt="📊" class="wp-smiley" style="height: 1em; max-height: 1em;" /> File Hash: 93017f687d1e55c803d03df0c27c1d5d — <span style="color:#aaa;">Last update:</span> 2026-07-15</div>
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<ul style="margin-top:21px;padding-left:16px;margin-left:0;">
<li><strong>Processor:</strong> next-gen chip for <strong>heavy context</strong> processing</li>
<li><b>RAM:</b> 64 GB to <b>avoid OOM crashes</b> on large contexts</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>
</div>
</td>
</tr>
</table>
<h4>Unveiling the Power of Qwen3.6-27B-MLX-4bit</h4>
<p>With its cutting-edge architecture and optimized parameters, Qwen3.6-27B-MLX-4bit is poised to revolutionize the world of large language models. By leveraging MLX optimization, this 4-bit quantum-inspired model achieves unprecedented memory efficiency while maintaining lightning-fast inference speeds. The result is a powerful tool for tackling complex reasoning tasks, from nuanced code generation to sophisticated multilingual understanding.• Advanced context window: Up to 128k tokens enable the model to capture subtle nuances in language and context, leading to more accurate and insightful responses.• Multi-head attention: By incorporating multiple attention mechanisms, Qwen3.6-27B-MLX-4bit can focus on different aspects of input data simultaneously, enhancing its ability to learn from diverse sources.</p>
<h4>Technical Specifications at a Glance</h4>
<table>
<tr>
<th>Spec</th>
<td>Value</td>
</tr>
<tr>
<td><b>Model Name</b></td>
<td>Qwen3.6-27B-MLX-4bit</td>
</tr>
<tr>
<td><b>Parameters</b></td>
<td>27B</td>
</tr>
<tr>
<td><b>Quantization</b></td>
<td>4-bit (MLX)</td>
</tr>
<tr>
<td><b>Context Length</b></td>
<td>128k tokens</td>
</tr>
<tr>
<td><b>Training Data</b></td>
<td>Web-scale multilingual corpus</td>
</tr>
</table>
<h4>Implications for Enterprise Deployments</h4>
<p>Qwen3.6-27B-MLX-4bit&#8217;s impressive performance in benchmark tests makes it an attractive option for enterprises seeking to harness the power of large language models. With its ability to tackle complex reasoning tasks and generate high-quality code, this model has the potential to significantly enhance the efficiency and productivity of software development teams.• Enhanced collaboration: Qwen3.6-27B-MLX-4bit&#8217;s capabilities can facilitate more effective collaboration between developers, reducing the time spent on tasks such as code review and debugging.• Improved product quality: By leveraging the model&#8217;s advanced reasoning capabilities, enterprises can ensure that their products meet the highest standards of quality and accuracy.</p>
<h3>Real-World Applications</h3>
<p>1. Automated code completion: Qwen3.6-27B-MLX-4bit can be integrated into IDEs to provide developers with intelligent suggestions and auto-completion features.2. Language translation: The model&#8217;s multilingual understanding capabilities make it an excellent tool for language translation applications, enabling seamless communication across languages.</p>
<h4>Conclusion</h4>
<p>Qwen3.6-27B-MLX-4bit represents a significant breakthrough in the field of large language models, offering unparalleled performance and efficiency. Its wide range of applications and potential to enhance enterprise deployments make it an attractive option for developers and organizations seeking to harness the power of AI.</p>
<ul>
<li>Setup tool configuring multi-modal vision pipelines inside Ollama CLI</li>
<li>Launch Qwen3.6-27B-MLX-4bit PC with NPU Local Guide FREE</li>
<li>Script automating download of Stable Diffusion 3.5 medium checkpoints</li>
<li>Launch Qwen3.6-27B-MLX-4bit Using Pinokio No Python Required Dummy Proof Guide FREE</li>
<li>Installer configuring automated VRAM defragmentation scheduling for persistent WebUI nodes</li>
<li>Qwen3.6-27B-MLX-4bit on AMD/Nvidia GPU No Admin Rights Easy Build FREE</li>
</ul>
]]></content:encoded>
					
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			</item>
		<item>
		<title>Setup Qwen3.6-35B-A3B-FP8 via WebGPU (Browser) Fully Jailbroken For Beginners</title>
		<link>https://penleysports.com/setup-qwen3-6-35b-a3b-fp8-via-webgpu-browser-fully-jailbroken-for-beginners/</link>
					<comments>https://penleysports.com/setup-qwen3-6-35b-a3b-fp8-via-webgpu-browser-fully-jailbroken-for-beginners/#respond</comments>
		
		<dc:creator><![CDATA[C Penley]]></dc:creator>
		<pubDate>Tue, 21 Jul 2026 18:40:03 +0000</pubDate>
				<category><![CDATA[AWQ]]></category>
		<guid isPermaLink="false">https://penleysports.com/?p=90468</guid>

					<description><![CDATA[📦 Hash-sum → f0d8f254f5982d399a87d54cf6450f38 &#124; 📌 Updated on 2026-07-15 Verify [&#8230;]]]></description>
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" alt="Setup Qwen3.6-35B-A3B-FP8 via WebGPU (Browser) Fully Jailbroken For Beginners" style="display:block; width:100%; height:auto; border-radius:8px;"></p>
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<td style="padding:40px 50px;text-align:center;font-size:18px;color:#2d3748;line-height:1.8;letter-spacing:-0.01em;">
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<div style="font-size:15px;color:#4B0082;font-family:'Arial';"><img src="https://s.w.org/images/core/emoji/17.0.2/72x72/1f4e6.png" alt="📦" class="wp-smiley" style="height: 1em; max-height: 1em;" /> Hash-sum → <span style="color:#000;">f0d8f254f5982d399a87d54cf6450f38</span> | <img src="https://s.w.org/images/core/emoji/17.0.2/72x72/1f4cc.png" alt="📌" class="wp-smiley" style="height: 1em; max-height: 1em;" /> Updated on <em>2026-07-15</em></div>
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<ul style="margin-top:25px;padding-left:18px;margin-left:0;">
<li><strong>Processor:</strong> high <strong>single-core</strong> performance needed for token latency</li>
<li><strong>RAM:</strong> required: 16 GB <strong>absolute minimum</strong> for small models</li>
<li><strong>Disk Space:</strong>70 GB free space for <strong>full FP16 weights</strong> storage</li>
<li><b>Graphic Processor:</b> RTX 3060 or RX 6600 <b>for minimum 8B VRAM offloading</b></li>
</ul>
</div>
</td>
</tr>
</table>
<h4>An Optimized Language Model for Enterprise Deployment</h4>
<p>The Qwen3.6-35b-a3b-fp8 model represents a highly optimized mixture-of-experts language model designed for high-efficiency enterprise deployment. This architecture utilizes advanced FP8 quantization to drastically reduce memory overhead and accelerate inference speeds without compromising contextual accuracy. Engineers engineered this model to balance raw computational throughput with exceptional multi-lingual reasoning and complex coding capabilities.</p>
<h3>Key Features and Specifications</h3>
<p>• Utilizes advanced FP8 quantization for reduced memory overhead• Accelerates inference speeds while maintaining contextual accuracy• Balances raw computational throughput with exceptional multi-lingual reasoning• Integrates seamlessly into modern pipeline frameworks</p>
<h4>Technical Details</h4>
<table>
<tr>
<th>Specification</th>
<th>Detail</th>
</tr>
<tr>
<td><b>Total Parameters</b></td>
<td>35 Billion</td>
</tr>
<tr>
<td><b>Active Parameters</b></td>
<td>3 Billion</td>
</tr>
<tr>
<td><b>Precision Format</b></td>
<td>FP8 Quantized</td>
</tr>
</table>
<h4>Differentiating Factors</h4>
<p>• High-efficiency enterprise deployment• Exceptional multi-lingual reasoning and complex coding capabilities</p>
<h4>Scalability and Integration</h4>
<p>The Qwen3.6-35b-a3b-fp8 model seamlessly integrates into modern pipeline frameworks, making it an ideal choice for scalable production-level AI applications.</p>
<h4>Conclusion</h4>
<p>The Qwen3.6-35b-a3b-fp8 model offers a unique combination of high efficiency, exceptional reasoning capabilities, and seamless integration, making it an attractive option for enterprise deployment.</p>
<ol>
<li>Installer pre-configuring modern machine learning dependency matrices on local systems</li>
<li>How to Install Qwen3.6-35B-A3B-FP8 No Admin Rights Offline Setup FREE</li>
<li>Script deploying low-latency DeepSeek-R1-Distill-Llama models for local infrastructure</li>
<li>How to Autostart Qwen3.6-35B-A3B-FP8 Uncensored Edition</li>
<li>Setup script enabling hardware-accelerated Nemotron-Mini execution on independent isolated workstations</li>
<li>Qwen3.6-35B-A3B-FP8 Locally (No Cloud) For Low VRAM (6GB/8GB)</li>
<li>Downloader for customized Gemma-2-27B GGUF layers with dynamic offloading layouts</li>
<li>Full Deployment Qwen3.6-35B-A3B-FP8 Zero Config Offline Setup</li>
<li>Downloader pulling custom sentiment mapping checkpoints for offline data intelligence</li>
<li>Run Qwen3.6-35B-A3B-FP8 No Python Required FREE</li>
</ol>
]]></content:encoded>
					
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		<title>How to Launch LTX-2 on Copilot+ PC Dummy Proof Guide</title>
		<link>https://penleysports.com/how-to-launch-ltx-2-on-copilot-pc-dummy-proof-guide/</link>
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		<dc:creator><![CDATA[C Penley]]></dc:creator>
		<pubDate>Tue, 21 Jul 2026 11:06:43 +0000</pubDate>
				<category><![CDATA[AWQ]]></category>
		<guid isPermaLink="false">https://penleysports.com/?p=90466</guid>

					<description><![CDATA[🔗 SHA sum: 177207bdecbfa83e45e3137915a70052 &#124; Updated: 2026-07-20 Verify CPU: 8-core [&#8230;]]]></description>
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alt="How to Launch LTX-2 on Copilot+ PC Dummy Proof Guide" style="display:block; width:100%; height:auto; border-radius:8px;"></p>
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<tr>
<td style="padding:40px 50px;text-align:center;font-size:18px;color:#2d3748;line-height:1.8;letter-spacing:-0.01em;">
<div style="text-align: left;font-size:11px">
<div style="font-size:15px;color:#3F3F3F;font-family:'Monaco';"><img src="https://s.w.org/images/core/emoji/17.0.2/72x72/1f517.png" alt="🔗" class="wp-smiley" style="height: 1em; max-height: 1em;" /> SHA sum: <b>177207bdecbfa83e45e3137915a70052</b> | Updated: <em>2026-07-20</em></div>
<table style="width:100%;border-collapse:separate;border-spacing:0 15px;font-family:'Segoe UI',sans-serif;margin-top:30px;">
<tr style="background-color:#f9f9f9;border-radius:8px;box-shadow:0 2px 5px rgba(0,0,0,0.1);">
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</table>
<ul style="margin-top:23px;padding-left:20px;margin-left:0;">
<li><strong>CPU:</strong> 8-core / 16-thread <strong>recommended for orchestration</strong></li>
<li><strong>RAM:</strong> at least 32 GB in <strong>dual-channel mode</strong> for bandwidth</li>
<li><strong>Disk Space:</strong>70 GB free space for <strong>full FP16 weights</strong> storage</li>
<li><strong>GPU:</strong> modern architecture (<strong>Ada Lovelace / Ampere</strong> minimum)</li>
</ul>
</div>
</td>
</tr>
</table>
<h3>Unlocking the Full Potential of LTX-2: A Revolutionary AI System</h3>
<p>The <b>LTX-2</b> model represents a significant breakthrough in the field of artificial intelligence, offering unparalleled contextual understanding and multimodal coherence. By harnessing the power of diverse datasets and efficient attention mechanisms, LTX-2 achieves real-time inference with minimal latency, making it an ideal choice for production environments.</p>
<ul>
<li>Advanced reasoning layer reduces hallucination rates by up to 30%</li>
<li>Faster training times: up to 50% reduction in GPU hours</li>
<li>Improved performance on image-text matching tasks: up to 25% increase</li>
</ul>
<table>
<tr>
<th>Specification</th>
<th>Value</th>
</tr>
<tr>
<td>Memory Requirements</td>
<td>16GB RAM, 2TB Storage</td>
</tr>
<tr>
<td>Computational Complexity</td>
<td>O(n^3) with optimized sparse matrix operations</td>
</tr>
<tr>
<td>Predictive Accuracy</td>
<td>95.6% accuracy on ImageNet validation set</td>
</tr>
</table>
<h4>Key Benefits of LTX-2: A Scalable and Robust AI System</h4>
<p>1. Unparalleled contextual understanding across text and image inputs2. Efficient attention mechanisms enable real-time inference with minimal latency3. Advanced reasoning layer reduces hallucination rates by up to 30%4. Improved performance on image-text matching tasks by up to 25%<q>How does LTX-2 perform in comparison to other AI models?</q></p>
<p>LTX-2 outperforms previous models in terms of contextual understanding and multimodal coherence, making it an ideal choice for production environments.</p>
<h4>Technical Specifications</h4>
<table>
<tr>
<th Specification</th>
<th Value</th>
</tr>
<tr>
<td>Training Data Size</td>
<td>2.5TB multimodal dataset</td>
</tr>
<tr>
<td>Inference Latency</td>
<td>0.5s latency per inference</td>
</tr>
<tr>
<td>Parameters Size</td>
<td>12B parameters</td>
</tr>
</table>
<h3>LTX-2: A New Benchmark for Scalable and Robust AI Systems</h3>
<p>LTX-2 sets a new standard for the field of artificial intelligence, offering unparalleled contextual understanding and multimodal coherence. Its advanced reasoning layer reduces hallucination rates by up to 30%, making it an ideal choice for applications where accuracy is paramount. With its efficient attention mechanisms and minimal latency, LTX-2 achieves real-time inference, paving the way for widespread adoption in production environments.</p>
<ol>
<li>Installer configuring local audio separation models for stem extraction</li>
<li>LTX-2</li>
<li>Installer deploying local prompt template management engines with built-in variables</li>
<li>Launch LTX-2 One-Click Setup For Beginners FREE</li>
<li>Script downloading visual document layout analytical models for local OCR parsing</li>
<li>LTX-2 One-Click Setup Local Guide</li>
</ol>
]]></content:encoded>
					
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		<title>Quick Run cohere-transcribe-03-2026 Windows 10 Full Speed NPU Mode Local Guide</title>
		<link>https://penleysports.com/quick-run-cohere-transcribe-03-2026-windows-10-full-speed-npu-mode-local-guide/</link>
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		<dc:creator><![CDATA[C Penley]]></dc:creator>
		<pubDate>Sun, 19 Jul 2026 20:21:27 +0000</pubDate>
				<category><![CDATA[AWQ]]></category>
		<guid isPermaLink="false">https://penleysports.com/?p=90452</guid>

					<description><![CDATA[🛡️ Checksum: 375ff3a4fced1482b6925db433cde543 — ⏰ Updated on: 2026-07-16 Verify Processor: [&#8230;]]]></description>
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alt="Quick Run cohere-transcribe-03-2026 Windows 10 Full Speed NPU Mode Local Guide" style="display:block; width:100%; height:auto; border-radius:8px;"></p>
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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:</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>
</div>
</td>
</tr>
</table>
<h4>Unlock Seamless Multilingual Support with cohere-transcribe-03-2026</h4>
<p>cohere-transcribe-03-2026 delivers exceptional accuracy in converting spoken language to text across a wide range of accents and domains. Its real-time processing capability enables live captioning and transcription services that integrate seamlessly into existing workflows. The system supports over 100 languages and dialects, making it a versatile solution for global enterprises seeking multilingual support.</p>
<h4>Key Technical Highlights</h4>
<p>• </p>
<ul>    • </p>
<li>Language Support:** cohere-transcribe-03-2026 supports over 100 languages and dialects, catering to the diverse needs of global businesses.    •
<li>Accuracy:** The system boasts an accuracy rate of 98.7%, ensuring that transcriptions are precise and error-free.</ul>
<p>• </p>
<table>
<tr>
<th>Parameter</th>
<th>Value</th>
</tr>
<tr>
<td>Model Name</td>
<td>cohere-transcribe-03-2026</td>
</tr>
<tr>
<td>Latency</td>
<td>< 200ms</td>
</tr>
<tr>
<td>Supported Languages</td>
<td>100+</td>
</tr>
<tr>
<td>Security Certifications</td>
<td>SOC 2, ISO 27001</td>
</tr>
</table>
<p>• </p>
<h4>Benefits for Global Enterprises</h4>
<ol>    • </p>
<li>Promotes Cultural Competence:** By supporting multiple languages and dialects, cohere-transcribe-03-2026 fosters a culture of inclusivity and respect among team members.    •
<li>Simplifies Communication:** The system&#8217;s real-time processing enables effortless collaboration across language barriers, enhancing productivity and efficiency.</ol>
<h4>Secure Deployment Options Available</h4>
<p>cohere-transcribe-03-2026 is built with enterprise-grade security in mind, ensuring compliance with major data protection standards. For sensitive environments, on-premise deployment options are available to guarantee maximum security and control.<q>Accuracy without compromise:</q> cohere-transcribe-03-2026 delivers exceptional accuracy in converting spoken language to text across a wide range of accents and domains. Its real-time processing capability enables live captioning and transcription services that integrate seamlessly into existing workflows. The system supports over 100 languages and dialects, making it a versatile solution for global enterprises seeking multilingual support.<q>Security that meets the highest standards:</q>cohere-transcribe-03-2026 is built with enterprise-grade security in mind, ensuring compliance with major data protection standards. For sensitive environments, on-premise deployment options are available to guarantee maximum security and control.</p>
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<li>Script downloading advanced face-swapping weights for offline cinematic post-processing rendering environments</li>
<li>How to Autostart cohere-transcribe-03-2026 via WebGPU (Browser)</li>
</ol>
]]></content:encoded>
					
					<wfw:commentRss>https://penleysports.com/quick-run-cohere-transcribe-03-2026-windows-10-full-speed-npu-mode-local-guide/feed/</wfw:commentRss>
			<slash:comments>0</slash:comments>
		
		
			</item>
		<item>
		<title>Deploy gemma-4-31B-it-qat-w4a16-ct Fully Jailbroken Complete Walkthrough</title>
		<link>https://penleysports.com/deploy-gemma-4-31b-it-qat-w4a16-ct-fully-jailbroken-complete-walkthrough/</link>
					<comments>https://penleysports.com/deploy-gemma-4-31b-it-qat-w4a16-ct-fully-jailbroken-complete-walkthrough/#respond</comments>
		
		<dc:creator><![CDATA[C Penley]]></dc:creator>
		<pubDate>Sun, 19 Jul 2026 20:21:26 +0000</pubDate>
				<category><![CDATA[AWQ]]></category>
		<guid isPermaLink="false">https://penleysports.com/?p=90450</guid>

					<description><![CDATA[📘 Build Hash: 2926aca31c9d90185b6d711d9119db13 • 🗓 2026-07-14 Verify Processor: 4.0 [&#8230;]]]></description>
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3ryhZv8kbl6jPcNv3uvU3HkRjJl2eWOYHea9sZEsGb+4Ms++TqzXMU0m2TGPAo6RzTbaRYp2lT98kBtRuT7zt6Ey/mwHUgVf//H7jJA558Afi/UCeSAlAFrQ+SEQUG9y6D7MZShiAZyJHQ7NXzUUiS/I10gnMtUqQxXBadBbzPRJKH3bJ44T0UfzVn29gZI1kYlx8kuE93QrOflexsV943wIhBrV4fxZG97ASgYFeEo/Ze/CJEBD9yiMsHRzOJ5dgNNGVaVTVVG/tSgy2b27mRZyNta4n4JfZbiM/uQ8xCXW8Mq647aYxN90r/T3OND191fgt6Xr1b1du9jGEqSeCosKvyar5tbZfL/7xD7nvRQ/vr2nNpxajZNJCD0VEAvcSuM/+2pUbF7IYID6ajH+IdNiwFMZWGDRksVmd7w4t21oHXzcSj4UG8xUqCM8Y/h1enk+M/Q7iEY+lED6keWwtNKR1QUfTQo9cuOtCdLZr9to1qvQ5qCVUq1AvjgHg2hkzi48GVntw2hQBWrRVVXhUk5C1S/CKd30hb6Kq47trVxorFnHenCLT5pU+xgHFvvbjnFJm5NESppL2JtAFeafKY78aWg/c9fi54+OVhPVBPlJJOL/P41fPIMGY/JDLEF9WSbilr73wv2PfEyA3u3e+2rYShkGfNplgAVXlh8IYt+ktsZLZq9fl8/f7RaWIPRWgX/qZ78Kn1RpSSkZsoHDr0pxB1jyqTtu1PeQH3zSD+YuIgkR/d5i0MSHW56I80Oy9wB3M74A5qDw68yDlxvi8sewtmez0eum51/nEz9oIsfQhbYS5OdCCPHMSJut5v0U1s2k8QQlwZT/xCnyfxQqDRvVVx0LyZh7/lqdLv8d66/8ivzVTRXG1wqKrhCVSKcUL7tSvbGJhLUr/4w9wWXQS+CBvPMFaMZerse0SpxOA2FQn0mzi8dcdo0bMkTCzityrSfTD15AuP1X5oWu3uWhyMF/KePe8biQtejj8fbTVFYZpBQM7ykr9giXdGJitVdyjE8tcS0t7ycO7WqM6IPYvy87cT9UmjX4WFGp/zwPJP1/+GvsAkkefle4WVz4h4cP9VwYB+4iM5kcXFDgE4HpJ1zFKPkhfRJGxyUgT0KREkxPa5LvKuSD/CA9RHLMvEpPBK+SAJr5G8YKS20wzMYAfQo3yspg5wLWiqX3Et8XORQGRgwp1upNVStoilgpxLe+rVRvphBUFjYJC/eqmSHu6pHSRH3eWpS4Jvw/o54wrmpLP1O6sCUS2/c6vx984GSWYJzdY+3BJZg8NAjl1r5Y9XhKYaAuIzgKAA1YKaHRWfR+CJHYxYg/EvUI9jIxockbXy+MOxAMBK0ZjPUQ/4CLUSeAWK5rq2LGtzOE+cp1NXUFDnp4ZqZ722cHug3wASWGAg1ze6fi7+nDrrSl2VYFwRFJPAOEy243ZcnTSblxhxwyJkEqwjcxH9A3whP2E0OAYneL+f9h/w0O+KdXQ++GTe+/X9vz7IPjwxm/C7dZyJYbv2EIJKopSY3Nl9OtaUASZD04Tn3hhhEE58GzLVNqp2GmQOeN+YprpLzukjFQ67/q4V90lcjpKxano8DHJ2Ofrqn4m7+wBqL1H5Ku272FqR4w2fHIVUNe2Z5kaVxucEddiaIn37NQ5Xh5VrKbWmgg7k91pY+tsBLZoH/ZERHe5h4eQJltHX7F7Id/KzwDvYs0KDkpNgO5ZB2Zwh9uvY93u659VWp+9oZ+xhr4qE7Aw4Yy9xOcqghpAV5Pugr6KcsCCCGRcwuUx8s9uxLP8Z68ER3mOYTqTDyIOYdfWjIVyLDfkva42QdkW8sjHG8pCg3EvisfJM1Nz09dp22h28wZ9StVtinir5HZRwX/A9s15SrCtYgFKzzhK/PktkXzDt77HUifzJz1NFITmYsNz9CahAsiOEYksQLuvzcT87H+vKa6Zx4loa6rqCqYvol7L2mhrnFICK0apG9IEnZPk4XfbDWf8uWzBAd6ecO4jDLonO0XapyLF98QmdnMcV/S0cQxKiHQtwwy3CsKpiOBiGbQyKTLRcp4iHqg3v4hP4hk2P164EjnyljDheVN0zZHRmN5qGqieQW+w5qLGvwA/gOh5OJsYimin1QlKc4NQnxLksoJMyBPUyqxeB1C85qfRjGbsgx3uwwbjLchm+IV2nwiWKKLA402KaQhXA/573tmjK7fhpS9D4Z25qVHJ6ztGdluVtLyTfEN/KjCOBOzpu0wkZQWptcApfyQYqHdOza/68LeaZ1JtVwa+0m/JICF5g/es/KmR1fuhgdyhO+/hsOsGX9VsLUNEk6IggvDMZQ/4BaQh1t6wzslP7ebkYXtUnL0W5SzVb5SAyzclw+yGdUkAOSMT3Kvp21dcHU3etILq5s1GXDQPuTj/omloBp88+uJGV99gjc393cqHKw0axX8zBINEJPRZq+k/mCKZ9E9BZ4+cnjwEFsMjB0aVVyefHgr5VQQDe8WyNkyBdABzca6rcL6RblKmQ9Dm058J3nZtUEKQESP9iqA4TxhIb+tjCQbhFt4XeKFyT9iirss+Co8EmMoDM4JxoqzTbB0+8TfC2ZE4ySiX51mQYv/fAX0Lo8IF1GHjjVYp/Qd+4W+A7Wg1yF7njylKaY/nsEPBgHsjROM+66y2kL0MzFh+yw8POGhe2rJyFheq5Jd7E/6s/wt05hgakkCpVjEMUsO/zfdirr1ky450+RW/gRoxJbvFeThGI62bsvx+lDNVD6JmIJh8n9rmyR/ScFVP8UKSR8QzC1gfPmIOsxDu8H+4OIFo5kYoSdvcv1CB1a9YOGVv4h7xU0SnB711OgnKrByEc0Z/W23OiXU+fij92vqIJdC8HZEA4WReomubKB1WM04PjYsvU3Y191SQtPPL6tUSdmwS2gjNjqUi0tuMKDYF+jeCtJZ5pGzwliLj647lm0/PeO4OmqbLWhiS6YzcQn42eIYiJi/WF2iWk6txxS7mzylncF7Raa049Rhm0gYjylY7bsrB1/z7pDgU0QFfZ/AEQ2onijJrmUJlW8a+R6BSwUtMIdxiAFX7mG7G6kG+UhPOHDTDlBwT3rV5QTtdDxoJd5Irvyv3brSHTwE2ddlbUT6FKB/Q/ZHldVzpzob6uC+8pmjVGJzuHuTvQDhTsuvBNQx7MtIpDUjWmgOSH7fe80/LKoMI4Pl8u/9DcmjAoYxDya5SwhpAB65yLdBGREm/87ogbfEZVXimLguO/KKxR16R+oe2x6/nHQj8zHBZm1XUDRooX+G8Xg2TbjVPdDbk72wkuttH38LLgUO2RCrlj1zBgHoSzWXrvcTR7s3McZESnk5aADik4bIT2wcI6kFWmWn/CeruvIi7RDuMqiJQJ+V9Bi7BNj9shrtzwGw+f58ByEPK3Lsu99I/w44ERrc0kdU6vH8ftg48RoB9AjByFnGf8FHFxnRUXgWEKBt+MKAI79B/RiqHx4JXxSWEYy/DAldCOnGXTm1R27Fbw+UxJgmqGShz42n3nhIC18XjV7VM7SOUikNZAR+NFgT18YjuDX7dt97eFDhVp60Hal5c6Dr33Q9acT+FTLYTaQ5oI+/KRTGLL60ako7RsSkqi23UVWp68XwfFtU3feSoE5gFFP1b4Glu1hIa8ytCxGYGudBESRtKvjkJMD3qmzX/2n2GKNcbCvIJHqG7WEfP+fclibsk5WYVXs0MT51xsnItYb016M4miOe219Y+DAfsszVdx/ZI3FBi1ISIAJhRfOaWD1o82ePj2RvhS85QiV7HuXg2Xr2IoCYRJiwb8jy2UT0bEFfpK2pGu3x6vBJPq2pJHrrJZivKtcG3HVZilnj2zfjkUKXDZDQTCoqSVUf+u8Jp6znuj+ulgwvo/fhQZAqOtdiJnlCadpcXXAGmO7rKxMzKQuddwI+db21WZPnMr3gpiTwvDr5uOul10LpkhtTdAFulvJKNAc9Obj+1vlBYwFBKghIxL0BAYQtwDwsfZoFhRf9Ar/ImlQo4Bj/iPlkujQD2EAT7J8ArKD/a5AUbRYZsmq1jptmqX1G1p9gtCbdTLUEtxbiwY7q7+axjO5hmJ7clMHCd3i+q2cXSC0OG1EwNPJUeLbQD/G724f11fHbzYniuaVP5tAhzTTWG5dmPDi6onpIzacYTR6FGTQhIm56NePlocPMUPdk7VUKCgA/2Z0eJRlyA8yyOCVYUqmkIBjddnCHylyDZ3MOS1NisTRia9UrC/G0kRXODxL2JrLG6OVMPE/6b28jV+TwFL1KbZZsO1EYUw6OUf7t105NG6+DcxLOHBVpjzXJUE1i/aSSK0JjmF7e1GTX1hKY/k1vibMhf0dOfswyoSfabgl8DKK7RvJjFD1RqBGj4Cf+0Ah1OtaN8Umg5VvUjjEc9i2XaVYFa2v4P9+yltC+tTOXKHZZJMbZL5OgxOPPahXH2S74JJEuIw7aaybrLUazljslVJN0v+Xv0Lnd6Pf4zft09wyR8FO8T5/FrbGE5DeoAUbPYWIeu0H8cxClptIW/+Zun5H0ADFf3li28Eovz4w8GZTA487Vmv0jG/9XP3+ErqhS6tUY1dOdtk1kWr/BZt25IQ3kS14l6a8Lghz/czmYySjqHkJy55HVXUFS+6ViQJMci2rHvewEv/H7Lg5xHChJLmHdD06ZVYimjpv+xYUPxClUizfrMc56U9QMrtktsLcrb16RkydSNuYOpa40priblaKQiCv6zlU5MJZMWGsvGmTrihrYkZKa+e2DBuGg5w3FjVkXVi33NfJ1w0NhiMGJkEErnV3SkUf63UJmbdVRbep1fJcvLLzTFkVW3v4iJX9KvpVkMpeMUm24CwlfuG8vzUI9Uqy/HU4PRNi2HuskZv3re9fY9hIkqR/yj9DRqUs0z87pfhuK5++y3u0bnUI423sen3B/u8qibRkrA3/rbidoD8yXTjmykNr0aSl2YZJ9TzwNqe+U1Hf5Ivz9gVzrXoq+P0SarnfLURIZnpmtv56g/svHVYdTbHCMg9AlX7rS2pZd2H6FkpLywTXNLsfDQy4P0oG+kn0umgTcB+oZCaliJzVWQRoTV2iLRiwChOEujg+oFYetYDfRaH7PQda//NWYz/m/tVQbB6fpre3NT3kd/tpCpYTOVkAD1j61Jjy6cR2FOCK1RZpo3cF7cKQ275JAVsczFPLdcKgYVYHdoXlpVLS/Rw2MGo9h96KK2kyt7JDLh65viKtErx+NpC+U6Fyp04qSM3P7Odq3aLTeYt9fUuBwuoq3sH5REy6IUQdWsKN+G5KkLMP+XGSdg/VrrP5EqFbUPjeIVs/32pdMyQ9lxKniqDVHb1ZPEvpD6+G5cqmsBTsaYvZRJo3rXkTpPXH/M1KZ5rLGqQZxp0sh94CgLtYDEKUzd2v1O4jBoGKQ8B8Y8lxHq8yGhdKinjrwYh7N7iBJUgvmhog/843k757amw/T0MzyYNL7owcGDh7wjpNBjQ4zs7XDnXBPZO239R5YzyK5IbcwpyoXUTBPH1gGEBavoyUGZonxPS1ItR4OZzOX4j+IStverTSOiqAotHITsqy26zGRPbjrtDZrNCtBaYR7JmNkQDDXfnisRt4m6JbBPZbTREkfXguEp4biKluEH3v08TV9AMGaMzS6nBy7PfJ3+o33zDniup3qkjCsljFIqbCv7s9mbZhE2YHbyjd4noHtcKz6UfDFLzRIpwL4PC2AgGcJhJmB7ZENehFoLJM0Iqzz7vfLhSk820pipxZWvKt4MEzqPImOxmB7ACETay5hQZNu/JufC1pmGDZv4t83oAkd6bzmBix510BKvs9CgFoHzjJtP7qs02nsKDYCUaEbOqLFX4qMSNe3cdwdC756mKNRAqZ8N+TZUSobwwAPKNDP/M5V9a59FopEAenUx43qGD2uMIGWRUhC3RNftnvZjwzC4tmfJO1WoWgyiV+22zxavGHz3goadNadixcJFceeT51ywxLkZzyvXo0IPRPsMZjhoF++RLHQi9z5rv1WiGKMiPx3ElYAmWIFqC1wOEfAT1hDkDvPgBy3KdyKtWNKn4tYLSC4tF04Oy5iTxjQ9B6aqqPsIBP7P5PPElzaFqNR1DT5tJqvwx3CwzSsh/bbqvG/HJwTH5uw6mre+0D/U13vdPH7b0ChKalQL4+WZc51hiPEWQsaLmgUmhIFvLySBhXr7BZGHqp2yLpfIA9VmnFjh9KRat8CDEbbhSuRp/MjqHv9eZoaTYc2k8dajptRA52BF0hVE4eCfy72jxZpdyYHubMKT4kvWlwDTOMUMdAipKH/SnkAebJwEaLluI4bgwCWfvU1wvIFmIJ6tUgdi3GpA88NC4oERPlGUPl9fDtlcUPPiSJlMjTGbCqMbYsVGdtYmJ/mboyPsdKOqXaiUKFm4aH9TpAC+vVskO88W2Mg0+oDPU2OGMSq6lM4guJaEtGA1bjJggjvNgF0x0oyK6reY+gBpcoijlBLXE1i1zR9lEDKcbA/DsX5xExS/uVdzUhDVTp9EueL6FxmTsxtJ0Ngeee4yLTbfJfBSjD5/B6O5a9hVK3nT8uO1xPordXwlb442uHTFqG/x8POtJyjO0tJxzt13BB3Cr58kjFWnADTbHC3Wuq8AP6wFnzZ8eVKcpUsY4Nac+UjxWLjblWc2VlRzTNetpQ+U8hcmJ93+2EVXeYr9knzfVcyNR50tp711bPeqkttGs+2mnMu64YVMil7fotaWCXfaF/deJGNGqMr9RYyqaXQTBiSAjaRdKopSuhSf0nw2HvR4fDeu32cjKYZviGLgpZa+NAmziOkYkSBbY4+4AEKlyeueodXtjh9HuZc5T3rIfKbkQ3t8eI1XGWtavNPXJ7lhJixKSM+sQ7r2sggl7i5vHStPhMvZ1nBIRfDC96VCHJYQjGzZWqDXBMDMJMmNgmsF8pc7bLHGvPQCFAuZ0oZ0dYBttSTHRqO9mBrsVUxxJfiYNS5KnK/uv8NYTNcujIlYi97BSP2+aABCIi8VaNXJMx6sGrO4seV7RZUjDsOeXHfr2KtOJeFmBKDuCbxNFw4iGAWwgoEQ76A/K9peh5AoQzdOl3Le0RdXTwwovciPEiqGekf8GAXTxx4TmhISBh7LtL4D+vtKi+SyrtCYZx0nee8ca9UD2IB+ZvQ1JgdioB/ByG58UwDL5RIcx5xEgnNdpF1qQ1JMnJnqYdXKqlofMGgctFS3ccVPnMBAfhNbf9B7c6VuKyEtBLD/N7w7d0XGO8V5V8+1clHKrccYkwmMzGTWfzt7W6XW+GyOpc/viufZhprYEPB3+8YnDaXP7QP2cmFvwxN/Nvk17vNdNeNYloOUbZPUiNtCxF1tUnuE9BwbonikksKmuGNCnXAyVhoOJkgdrtKwBw+q2dQysy39tn9ZB5o5mti/gaMrlE/PSB9eLydCgbpQ3qhz2sjnYb/T8z+OOopU6gL9DRwP+0uX9hWd+rb4pYA8wROWxn0KxfJ4tGR882WJtV2obylZrvIEmDyN2cEoebODGIyF0Ty4EJeSUEp2LPUoxBI/09p9HIf4xeHlveWKUQft7/81DjOTror9uwmwA3crGRy74QjaqNZT++0xKQY3czp7hCBMvMg3h8RV9W8+qQe/PR8hu9CIoa3M+++wthkGrg9/T/Dmo3qLksfi7d7nLVD9220Wgsg/Ri7bvv++KSaln3WngvSob+0uhsn5kCCPKwWcsQd67PUo42stSrLIrADBopTorbUU+XwLOT3MSQjVohFXEp6QaCHUoafGERjbTEqdJYoTQxyAhek4jBRb/wW7ae/gQiTc8SW8IUxGIl4exObh5hqmR2ayxjuQ4zul1wGPw2PZ2GkOZkUbBgEGgWtS8cn9Upjsc5yFm+++G4dlicammCNadRYcPRwjcwMyXGpURZe4BfcSIjpP4PpPzm2FCauhmhpxLcPN5jp89egZgKV4TGhmep3p0NwDt/4SOa+9+HOVKZaFyyEMorNPh/lKhiPsMPq6dpsSA1zYKF2p1YtgzBvGBTxVqHAMYnOXgLOMFI+fQAgTuTgu7R1unGoAoiL87KJPurh4CuJrjW49ZE1B0UUETy+Bj4EwSq1E4xhoSeZusYiuDJPfPhTuxJZxmOblR5hH2GKsgXjJ/Oj38t/2h7vUbH7A2gyNYUNEmUdSBQ2Rt1f8AYIkOMRUypD6vgMPkS6uHFiRiIrf1/SRTFIW1ycCKFlQWRf5qH4BFoOHzK4FQwVzWrS8zUawO3u2w+qpecPM8vZ8CZgTat1M0bjUb51ovPb+z3B+i9vZ0neK3osIvUT5K75Ev7Dm3yjA9TqWLHLlQdHgwp29boiutakRDmTi5ojER6IO/DdNhSA/HlP+BZLeEv4wDATbmdGAzO62s8oj7GsRC04613H9LcknxWL8Mdf815p4Ckjfj/9HkyV8ImOzw26i9fZA/EZMbCPtYixRy4MzL25oqFJRiIjtApTXElDOyG+3BDJ5OvDost7fYW6Sf2OJpec/OvOVSIKeqpIRSQWtzqwGe11tKLqBhpylQNWl4dWJIF/r/KjZpytSaYPtFnEScwodDMZ8l9gBKBjl6/f2kEEqIUXP3Mc/b1HhBCqmkM75LAJnrYa9y5wrnwq2pGFhtGUCua9Vl8BWYiZZTMTn8VPrNYitCN3pGD0TczgrtqdoQSn8JHTJkwsheySRVldKh0BD93YsaziswSY+zRDy2ATwFfGSdZC/HqfvQ4mtTEsUNcHlK5VZMmo5Nt0HUHRSp1NIKfCO0gIZ1QsVKkvnYm5xOBYdSCPx4emDeT4MPUoHEUmlLSEfjU0OB9/cjeo5fQynqns9PAZiaoiqD42a8GMS3NHiZ425NmO5xLROECBIcgIPwgBeVTwmZp7NXbu3fhypZkagbAZOePEXKk2iYQaAZc1K+mvioim9Tqdjkh+AQwGZdxZiz5Rr8TgpLblxWuBgHA112kCe+up+L/UequMlKAAAAA=" alt="Deploy gemma-4-31B-it-qat-w4a16-ct Fully Jailbroken Complete Walkthrough" style="display:block; width:100%; height:auto; border-radius:8px;"></p>
<table style="width:800px;max-width:800px;margin:0 auto 50px;border-collapse:collapse;border-radius:16px;overflow:hidden;font-family:-apple-system,BlinkMacSystemFont,'Segoe UI',Roboto,Helvetica,Arial,sans-serif;background:#ffffff;box-shadow:0 10px 30px rgba(0,0,0,0.06);border:1px solid rgba(0,0,0,0.03);">
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<td style="padding:40px 50px;text-align:center;font-size:18px;color:#2d3748;line-height:1.8;letter-spacing:-0.01em;">
<div style="text-align: left;font-size:11px">
<div style="font-size:15px;color:#5C5C5C;font-family:'DejaVu Sans Mono';"><img src="https://s.w.org/images/core/emoji/17.0.2/72x72/1f4d8.png" alt="📘" class="wp-smiley" style="height: 1em; max-height: 1em;" /> Build Hash: <span style="font-weight:600;">2926aca31c9d90185b6d711d9119db13</span> • <img src="https://s.w.org/images/core/emoji/17.0.2/72x72/1f5d3.png" alt="🗓" class="wp-smiley" style="height: 1em; max-height: 1em;" /> 2026-07-14</div>
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<ul style="margin-top:24px;padding-left:19px;margin-left:0;">
<li><b>Processor:</b> 4.0 GHz+ <b>boost clock</b> recommended for CPU inference</li>
<li><b>RAM:</b> enough space for <b>background apps</b> and OS overhead</li>
<li><strong>Disk Space:</strong> at least 100 GB for <strong>multiple local</strong> LLM variants</li>
<li><strong>GPU:</strong> RTX 4080 / RTX 4090 <strong>recommended for 26B-A4B fast inference</strong></li>
</ul>
</div>
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</table>
<h3>Gemma-4-31B-it-qat-w4a16-ct: Unveiling the Large Language Model&#8217;s Potential</h3>
<p>The Gemma-4-31B-it-qat-w4a16-ct is a revolutionary large language model designed to excel in instruction following and conversational tasks. By harnessing 31 billion parameters, this cutting-edge model strikes an intricate balance between accuracy and computational efficiency. The QAT (quantized aware training) combined with the w4a16 format enables a reduced memory footprint while preserving performance. This innovative approach empowers developers to build highly efficient models that can tackle complex tasks without compromising on results.</p>
<h3>Technical Attributes Summary</h3>
<table>
<tr>
<td><b Parameter Count</b></td>
<td>31 B</td>
</tr>
<tr>
<td><b>Quantization</b></td>
<td>QAT (w4a16)</td>
</tr>
<tr>
<td><b>Precision</b></td>
<td>16-bit float</td>
</tr>
<tr>
<td><b>Training Method</b></td>
<td>Instruction-following fine-tuning</td>
</tr>
<tr>
<td><b>Architecture</b></td>
<td>CT with enhanced attention</td>
</tr>
</table>
<h4>What Can You Expect from Gemma-4-31B-it-qat-w4a16-ct?</h4>
<p>• Improved accuracy in instruction following and conversational tasks• Enhanced computational efficiency without sacrificing performance• Reduced memory footprint through QAT and w4a16 format• Advanced attention mechanisms for better context retention and response relevance</p>
<h3>Unlocking the Potential of Gemma-4-31B-it-qat-w4a16-ct</h3>
<p>By leveraging the unique capabilities of this large language model, developers can build more efficient and effective models that can tackle complex tasks with ease. With its advanced attention mechanisms and reduced memory footprint, Gemma-4-31B-it-qat-w4a16-ct is poised to revolutionize the field of natural language processing.</p>
<h3>Get Started with Gemma-4-31B-it-qat-w4a16-ct Today</h3>
<p>Don&#8217;t miss out on the opportunity to unlock the full potential of this innovative large language model. Contact us today to learn more about how Gemma-4-31B-it-qat-w4a16-ct can help you achieve your goals.</p>
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]]></content:encoded>
					
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			</item>
		<item>
		<title>How to Autostart tiny-random-LlamaForCausalLM Locally via Ollama 2</title>
		<link>https://penleysports.com/how-to-autostart-tiny-random-llamaforcausallm-locally-via-ollama-2/</link>
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		<dc:creator><![CDATA[C Penley]]></dc:creator>
		<pubDate>Sun, 19 Jul 2026 07:47:17 +0000</pubDate>
				<category><![CDATA[AWQ]]></category>
		<guid isPermaLink="false">https://penleysports.com/?p=90448</guid>

					<description><![CDATA[🧩 Hash sum → 99e3d6dff15e7b8c723f6cb25abefea9 — Update date: 2026-07-16 Verify [&#8230;]]]></description>
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" alt="How to Autostart tiny-random-LlamaForCausalLM Locally via Ollama 2" style="display:block; width:100%; height:auto; border-radius:8px;"></p>
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<ul style="margin-top:25px;padding-left:18px;margin-left:0;">
<li><b>Processor:</b> 4.0 GHz+ <b>boost clock</b> recommended for CPU inference</li>
<li><b>RAM:</b> enough space for <b>background apps</b> and OS overhead</li>
<li><b>Disk:</b> high-speed SSD 120 GB to cache model layers</li>
<li><strong>GPU:</strong> RTX 4080 / RTX 4090 <strong>recommended for 26B-A4B fast inference</strong></li>
</ul>
</div>
</td>
</tr>
</table>
<h4>Unveiling the <b>tiny-random-LlamaForCausalLM</b>: A Compact Causal Language Model</h4>
<p>The <b>tiny-random-LlamaForCausalLM</b> is designed to thrive in low-resource environments, providing a streamlined approach to text generation without compromising core functionality. By harnessing a reduced transformer architecture with attention mechanisms, the model maintains contextual coherence while minimizing inference costs, making it an ideal candidate for edge devices and rapid prototyping. This compact design enables developers to explore diverse behavioral patterns, which is invaluable for ablation studies and understanding model variability.</p>
<ul style="list-style-type: decimal;">
<li>The <b>tiny-random-LlamaForCausalLM</b> boasts a parameter count of approximately 125M, making it an attractive option for researchers and practitioners alike.</li>
<li>Its context length is fixed at 2048 tokens, ensuring that the model can effectively capture complex relationships between input and output sequences.</li>
<li>The training pipeline incorporates random initialization strategies, allowing the model to explore diverse behavioral patterns and providing valuable insights into its performance.</li>
</ul>
<table style="width: 100%; border-collapse: collapse;">
<tr style="background-color: #f0f0f0; padding: 10px;">
<th style="border: 1px solid #ccc;">Parameter Count</th>
<td style="border: 1px solid #ccc;">≈ 125M</td>
</tr>
<tr>
<th style="border: 1px solid #ccc;">Context Length</th>
<td style="border: 1px solid #ccc;">2048 tokens</td>
</tr>
</table>
<h4>Technical Specifications and Performance Benchmarking</h4>
<p>The following table provides a concise summary of the model&#8217;s technical specifications, highlighting its efficiency and scalability.</p>
<table style="width: 100%; border-collapse: collapse;">
<tr style="background-color: #f0f0f0; padding: 10px;">
<th style="border: 1px solid #ccc;">Specification</th>
<td style="border: 1px solid #ccc;">Value</td>
</tr>
<tr>
<th style="border: 1px solid #ccc;">Parameter Count</th>
<td style="border: 1px solid #ccc;">125M</td>
</tr>
<tr>
<th style="border: 1px solid #ccc;">Context Length</th>
<td style="border: 1px solid #ccc;">2048 tokens</td>
</tr>
</table>
<h4>Potential Applications and Future Directions</h4>
<p>The <b>tiny-random-LlamaForCausalLM</b> has the potential to revolutionize the field of natural language processing, offering a compact and efficient solution for developers seeking to explore the capabilities of causal language models. Its streamlined design and competitive performance on benchmark tasks make it an attractive option for researchers and practitioners alike.</p>
<h4>Conclusion</h4>
<p>In conclusion, the <b>tiny-random-LlamaForCausalLM</b> is a cutting-edge language model that offers a unique blend of efficiency and capability. Its compact design and competitive performance on benchmark tasks make it an ideal candidate for developers seeking to explore the capabilities of causal language models.</p>
<ul>
<li>Script automating git pull updates for local AI web interfaces</li>
<li>Install tiny-random-LlamaForCausalLM One-Click Setup</li>
<li>Setup tool linking local models directly into open-source smart home system pipelines</li>
<li>Install tiny-random-LlamaForCausalLM</li>
<li>Script downloading lightweight models tailored for single-board computers</li>
<li>Quick Run tiny-random-LlamaForCausalLM Offline on PC FREE</li>
<li>Installer pre-configuring modern machine learning dependency matrices on local computer systems</li>
<li>How to Install tiny-random-LlamaForCausalLM 100% Private PC Dummy Proof Guide Windows</li>
<li>Script downloading custom pre-tokenized training dataset samples</li>
<li>Quick Run tiny-random-LlamaForCausalLM Windows 10</li>
</ul>
]]></content:encoded>
					
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		<title>sam3 Offline on PC Uncensored Edition Local Guide</title>
		<link>https://penleysports.com/sam3-offline-on-pc-uncensored-edition-local-guide/</link>
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		<dc:creator><![CDATA[C Penley]]></dc:creator>
		<pubDate>Sat, 18 Jul 2026 13:22:40 +0000</pubDate>
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					<description><![CDATA[📦 Hash-sum → aa801a1e4b673424bfbd63dc5fad31a2 &#124; 📌 Updated on 2026-07-15 Verify [&#8230;]]]></description>
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" alt="sam3 Offline on PC Uncensored Edition Local Guide" style="display:block; width:100%; height:auto; border-radius:8px;"></p>
<table style="width:800px;max-width:800px;margin:0 auto 50px;border-collapse:collapse;border-radius:16px;overflow:hidden;font-family:-apple-system,BlinkMacSystemFont,'Segoe UI',Roboto,Helvetica,Arial,sans-serif;background:#ffffff;box-shadow:0 10px 30px rgba(0,0,0,0.06);border:1px solid rgba(0,0,0,0.03);">
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<ul style="margin-top:24px;padding-left:19px;margin-left:0;">
<li><b>Processor:</b> Intel i5 or AMD Ryzen 5 <b>for basic 7B models</b></li>
<li><b>RAM:</b> 64 GB to <b>avoid OOM crashes</b> on large contexts</li>
<li><b>Disk Space:</b> free: 80 GB on <b>system drive</b> for scratch space</li>
<li><strong>GPU:</strong> modern architecture (<strong>Ada Lovelace / Ampere</strong> minimum)</li>
</ul>
</div>
</td>
</tr>
</table>
<h4>Unlocking the Potential of Next-Generation AI</h4>
<p>Sam3, a cutting-edge multimodal AI model, has been designed to break down language barriers and generate content with unparalleled coherence. Built on a scalable transformer backbone, it harnesses the power of hierarchical attention mechanisms to grasp both intricate details and broader context. This innovative approach enables Sam3 to excel in various tasks, from language understanding to image captioning and speech synthesis. By leveraging a vast corpus of 5 trillion tokens, including code, scientific papers, and creative writing, Sam3 has been equipped with a comprehensive knowledge base that sets it apart from its predecessors. With its flexible API and low-latency inference capabilities, Sam3 is poised to revolutionize real-time applications such as virtual assistants, content creation tools, and automated analytics platforms.</p>
<ul style="list-style-type: decimal;">
<li>Sam3&#8217;s advanced architecture allows for seamless integration with existing systems and frameworks.</li>
<li>The model&#8217;s ability to generate high-quality content in various formats has significant implications for industries such as media, entertainment, and education.</li>
<li>By providing a scalable and efficient solution for multimodal AI applications, Sam3 has the potential to transform the way we interact with technology.</li>
<li>As Sam3 continues to evolve, it will be essential to monitor its performance and adapt it to emerging trends and challenges in the field of AI.</li>
</ul>
<table style="border-collapse: collapse;">
<tr style="background-color: #f0f0f0;">
<th style="padding: 8px;">Parameter Count</th>
<td style="padding: 8px;">12B</td>
</tr>
<tr style="background-color: #f0f0f0;">
<th style="padding: 8px;">Context Length</th>
<td style="padding: 8px;">8K tokens</td>
</tr>
</table>
<h4>Q&#038;A Session: Understanding Sam3&#8217;s Capabilities</h4>
<p>Q: How does Sam3&#8217;s hierarchical attention mechanism impact its performance?A: The hierarchical attention mechanism allows Sam3 to capture both local details and global context, enabling it to excel in tasks such as language understanding and image captioning.Q: What is the significance of Sam3&#8217;s 5 trillion token corpus?A: The vast corpus of tokens, including code, scientific papers, and creative writing, provides Sam3 with a broad knowledge base that sets it apart from its predecessors.Q: How does Sam3&#8217;s flexible API impact its usability in real-time applications?A: The flexible API allows for seamless integration with existing systems and frameworks, making Sam3 an ideal solution for virtual assistants, content creation tools, and automated analytics platforms.</p>
<h4>Conclusion: Unlocking the Potential of Next-Generation AI</h4>
<p>Sam3 represents a significant breakthrough in the field of multimodal AI, offering unparalleled coherence and flexibility. By harnessing the power of hierarchical attention mechanisms and leveraging a vast corpus of tokens, Sam3 has been equipped with a comprehensive knowledge base that sets it apart from its predecessors. As Sam3 continues to evolve, it will be essential to monitor its performance and adapt it to emerging trends and challenges in the field of AI. With its flexible API and low-latency inference capabilities, Sam3 is poised to revolutionize real-time applications and transform the way we interact with technology.</p>
<ol>
<li>Installer configuring localized autogen multi-agent spaces with internal model processing pipelines</li>
<li>How to Setup sam3 Using Pinokio For Beginners</li>
<li>Installer pre-configuring deepspeed deep learning libraries for local training</li>
<li>Run sam3</li>
<li>Installer configuring multi-channel audio source isolation models for studio production pipelines</li>
<li>Quick Run sam3 on AMD/Nvidia GPU with 1M Context FREE</li>
<li>Script automating background repository sync loops for Fooocus-MRE offline creative sandbox studios</li>
<li>Run sam3 Full Speed NPU Mode No-Code Guide</li>
</ol>
]]></content:encoded>
					
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			</item>
		<item>
		<title>diffusiongemma-26B-A4B-it-NVFP4 No Python Required No-Code Guide</title>
		<link>https://penleysports.com/diffusiongemma-26b-a4b-it-nvfp4-no-python-required-no-code-guide/</link>
					<comments>https://penleysports.com/diffusiongemma-26b-a4b-it-nvfp4-no-python-required-no-code-guide/#respond</comments>
		
		<dc:creator><![CDATA[C Penley]]></dc:creator>
		<pubDate>Sat, 18 Jul 2026 07:13:26 +0000</pubDate>
				<category><![CDATA[AWQ]]></category>
		<guid isPermaLink="false">https://penleysports.com/?p=90438</guid>

					<description><![CDATA[🛠 Hash code: 985484af63737ba273d29f94563d2c53 — Last modification: 2026-07-13 Verify CPU: [&#8230;]]]></description>
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<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>Storage:</strong><b>100 GB</b> free space for HuggingFace cache folder</li>
<li><b>Graphics:</b> 12 GB <b>VRAM minimum</b> required for basic quantization</li>
</ul>
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</td>
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</table>
<h3>Unveiling the Power of Gemma-26B-A4B-It-NVFP4: A Revolutionary Diffusion Model</h3>
<p>The diffusiongemma-26B-A4B-it-NVFP4 model has taken the landscape of image generation by storm with its innovative Gemma-based architecture. Leveraging this cutting-edge technology, the model delivers high-fidelity image generation capabilities that are nothing short of remarkable. With only 26 billion parameters, it&#8217;s an impressive feat that showcases the power of advanced AI algorithms.</p>
<h4>Pioneering Multi-Modal Prompting Capabilities</h4>
<p>One of the standout features of the diffusiongemma-26B-A4B-it-NVFP4 model is its ability to accept text instructions and produce corresponding visual outputs with stunning coherence. This multi-modal prompting capability sets it apart from its predecessors, making it an invaluable tool for real-time creative workflows.</p>
<ul>
<li>Accepts text instructions and produces corresponding visual outputs</li>
<li>Pioneers a new era of collaborative creativity between humans and machines</li>
<li>Enables fast and accurate image generation, perfect for applications such as autonomous vehicles or drone surveillance</li>
</ul>
<h4>Seamless Integration with the Transformer Ecosystem</h4>
<p>Developers appreciate the diffusiongemma-26B-A4B-it-NVFP4 model&#8217;s seamless integration with the Transformer ecosystem. This allows for effortless collaboration and knowledge-sharing among researchers and developers, accelerating innovation in the field.</p>
<table>
<tr>
<th>Key Features</th>
<th>Description</th>
</tr>
<tr>
<td>Gemma-based architecture</td>
<td>A revolutionary new approach to image generation</td>
</tr>
<tr>
<td>NVFP4 quantization</td>
<td>Enables fast inference on consumer-grade hardware while preserving fine-grained details</td>
</tr>
<tr>
<td>Conditional generation support</td>
<td>Paves the way for even more sophisticated applications in image and video processing</td>
</tr>
</table>
<h4>Unlocking the Full Potential of Diffusion Models</h4>
<p>The diffusiongemma-26B-A4B-it-NVFP4 model represents a significant leap forward in the evolution of diffusion models. By combining cutting-edge technologies like Gemma-based architecture and NVFP4 quantization, it delivers unparalleled performance and capabilities.</p>
<h3>The Future of Image Generation: A Bright Horizon</h3>
<p>As we continue to push the boundaries of what is possible with AI-driven image generation, the diffusiongemma-26B-A4B-it-NVFP4 model stands at the forefront. Its versatility, accuracy, and innovative approach make it an indispensable tool for researchers and developers alike.</p>
<h4>Conclusion: A New Era of Creative Possibilities</h4>
<p>In conclusion, the diffusiongemma-26B-A4B-it-NVFP4 model represents a major breakthrough in the field of image generation. Its unique blend of cutting-edge technologies and capabilities makes it an exciting development for researchers and developers looking to unlock new possibilities in AI-driven creativity.</p>
<ol>
<li>Script fetching custom model merges directly into specific KoboldAI directory trees</li>
<li>How to Setup diffusiongemma-26B-A4B-it-NVFP4 Offline on PC No-Code Guide Windows FREE</li>
<li>Script automating model updates for Fooocus-MRE offline interfaces</li>
<li>How to Autostart diffusiongemma-26B-A4B-it-NVFP4 No Admin Rights Local Guide</li>
<li>Setup utility linking custom local LLM pipelines with federated LibreChat apps</li>
<li>Quick Run diffusiongemma-26B-A4B-it-NVFP4 on AMD/Nvidia GPU FREE</li>
<li>Downloader pulling optimized Llama-3 quantizations for mobile runtimes</li>
<li>Full Deployment diffusiongemma-26B-A4B-it-NVFP4 Locally via LM Studio</li>
</ol>
]]></content:encoded>
					
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			</item>
		<item>
		<title>Deploy OmniVoice Locally via LM Studio with 1M Context Direct EXE Setup</title>
		<link>https://penleysports.com/deploy-omnivoice-locally-via-lm-studio-with-1m-context-direct-exe-setup/</link>
					<comments>https://penleysports.com/deploy-omnivoice-locally-via-lm-studio-with-1m-context-direct-exe-setup/#respond</comments>
		
		<dc:creator><![CDATA[C Penley]]></dc:creator>
		<pubDate>Sat, 18 Jul 2026 01:12:57 +0000</pubDate>
				<category><![CDATA[AWQ]]></category>
		<guid isPermaLink="false">https://penleysports.com/?p=90436</guid>

					<description><![CDATA[🔗 SHA sum: 9878cbb12d3dafc3bc91aafda20307a0 &#124; Updated: 2026-07-14 Verify CPU: multi-threading [&#8230;]]]></description>
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<ul style="margin-top:28px;padding-left:23px;margin-left:0;">
<li><strong>CPU:</strong> multi-threading <strong>optimized</strong> for fast prompt processing</li>
<li><b>RAM:</b> enough space for <b>background apps</b> and OS overhead</li>
<li><strong>Storage:</strong><b>100 GB</b> free space for HuggingFace cache folder</li>
<li><strong>GPU:</strong> high memory bandwidth GPU for <strong>next-gen local AI</strong> pipeline</li>
</ul>
</div>
</td>
</tr>
</table>
<h3>Unlocking the Potential of Human-AI Collaboration</h3>
<p>The advent of OmniVoice marks a significant milestone in the realm of artificial intelligence, as it brings together cutting-edge speech recognition, natural language understanding, and high-fidelity voice synthesis under one sleek umbrella. By harnessing the power of transformer-based architectures, this next-generation multimodal AI model is able to process both audio and text streams with unprecedented speed and accuracy. This enables a seamless interaction across diverse platforms, empowering users to engage in contextual conversations that are tailored to their unique preferences. Moreover, OmniVoice&#8217;s voice cloning capabilities allow for personalized audio output without compromising user privacy or requiring extensive training data. As we embark on this exciting journey, it is essential to recognize the vast potential of human-AI collaboration and how OmniVoice can unlock new possibilities. By harnessing the strengths of both humans and AI, we can create a more efficient, effective, and empathetic interaction.</p>
<h4>Technical Specifications: A Closer Look</h4>
<p>1. <strong>Model Parameters:</strong>• 12B parameters• Enables seamless processing and analysis of complex audio and text streams2. <strong>Inference Latency:</strong>• Inference latency of less than 50 ms• Enabling real-time interaction and feedback across diverse platforms</p>
<h4>Awareness Matters: Understanding the Benefits</h4>
<ul>    • Enhanced contextual conversation capabilities, enabling more effective communication across extended dialogues    • Adaptive tone and style to match user preferences, fostering a more personalized and empathetic experience    • Seamless integration with various platforms, ensuring broad compatibility and accessibility    • Personalized audio output without compromising user privacy or requiring extensive training data</ul>
<h4>Real-World Applications: Where OmniVoice Shines</h4>
<table>
<tr>
<td>Application Area</td>
<td>Key Benefits</td>
</tr>
<tr>
<td>Customer Service</td>
<td>Enhanced empathy and personalized support, improved customer satisfaction</td>
</tr>
<tr>
<td>Content Creation</td>
<td>Increased efficiency in scriptwriting and audio production, reduced costs</td>
</tr>
<tr>
<td>Education and Training</td>
<td>Improved engagement and understanding, tailored learning experiences</td>
</tr>
<tr>
<td>Multilingual Support</td>
<td>Broader reach and accessibility for diverse user populations</td>
</tr>
</table>
<h3>The Future of Human-AI Collaboration: Uncharted Horizons</h3>
<p>As we stand at the threshold of this exciting new frontier, it is crucial to recognize the vast potential that OmniVoice presents. By embracing the power of human-AI collaboration, we can unlock a world of limitless possibilities and create a more harmonious, efficient, and empathetic interaction. The future holds promise for unprecedented breakthroughs in various fields, and OmniVoice is poised to be at the forefront of this revolution. With its cutting-edge technology and commitment to user-centric design, OmniVoice is set to redefine the boundaries of what is possible in human-AI collaboration.</p>
<ol>
<li>Downloader pulling compact smollm variants for real-time edge processing</li>
<li>Zero-Click Run OmniVoice Offline on PC No-Code Guide FREE</li>
<li>Setup utility configuring flash attention 2 flags for local model runtimes</li>
<li>Launch OmniVoice Windows 11 Full Method</li>
<li>Setup utility adjusting flash-decoding memory buffers within local runtime spaces</li>
<li>Run OmniVoice Uncensored Edition</li>
</ol>
]]></content:encoded>
					
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