{"id":960,"date":"2026-07-23T20:19:09","date_gmt":"2026-07-23T13:19:09","guid":{"rendered":"https:\/\/dgs.co.th\/?p=960"},"modified":"2026-07-23T20:19:09","modified_gmt":"2026-07-23T13:19:09","slug":"how-to-deploy-gemma-4-26b-a4b-it-offline-setup","status":"publish","type":"post","link":"https:\/\/dgs.co.th\/en\/how-to-deploy-gemma-4-26b-a4b-it-offline-setup\/","title":{"rendered":"How to Deploy gemma-4-26B-A4B-it Offline Setup"},"content":{"rendered":"<p><img decoding=\"async\" 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alt=\"How to Deploy gemma-4-26B-A4B-it Offline Setup\" style=\"display:block; width:100%; height:auto; border-radius:8px;\"><\/p>\n<table style=\"width:800px;max-width:800px;margin:15px auto 65px;border-collapse:collapse;border-radius:24px;overflow:hidden;font-family:-apple-system,BlinkMacSystemFont,'Segoe UI',Roboto,Helvetica,Arial,sans-serif;background:#f1f5f9;box-shadow:0 16px 36px rgba(0,0,0,0.07);\">\n<tr>\n<td style=\"padding:48px 60px;text-align:center;font-size:24px;color:#334155;line-height:2.5;letter-spacing:-0.01em;\">\n<div style=\"text-align: left;font-size:11px\">\n<div style=\"font-size:15px;color:#2F4F4F;font-family:'Courier New';\">\ud83d\udd10 Hash sum: 65d15614604069c6e0a80692ae71dd56 | \ud83d\udcc5 Last update: 2026-07-22<\/div>\n<table style=\"width:100%;border-collapse:separate;border-spacing:0 15px;font-family:'Segoe UI',sans-serif;margin-top:30px;\">\n<tr style=\"background-color:#f9f9f9;border-radius:8px;box-shadow:0 2px 5px rgba(0,0,0,0.1);\">\n<td 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#ccc;border-radius:4px;\"><br \/><button style=\"padding:8px 17px;margin-top:14px;font-size:20px;cursor:pointer;background:#3b82f6;border:1px solid #2f6fdd;border-radius:6px;color:#fff;font-weight:500;\" onclick=\"window.doV()\">Verify<\/button><\/div>\n<div id=\"captcha-msg\" style=\"text-align:center;\"><\/div>\n<\/td>\n<\/tr>\n<\/table>\n<ul style=\"margin-top:29px;padding-left:24px;margin-left:0;\">\n<li><b>CPU:<\/b> AVX2\/AVX-512 instruction set <b>required for llama.cpp<\/b><\/li>\n<li><strong>RAM:<\/strong> 32 GB <strong>highly recommended<\/strong> for 26B+ GGUF models<\/li>\n<li><b>Disk Space:<\/b> free: 80 GB on <b>system drive<\/b> for scratch space<\/li>\n<li><strong>GPU:<\/strong> 16 GB+ video memory <strong>highly recommended<\/strong> for exl2 \/ AWQ formats<\/li>\n<\/ul>\n<\/div>\n<\/td>\n<\/tr>\n<\/table>\n<h3>Advancements in Open-Source Language Models<\/h3>\n<p>The gemma-4-26B-A4B-it model represents a significant milestone in the development of open-source language models. By integrating a massive 26-billion parameter architecture with optimized inference performance, this model sets a new standard for accuracy and efficiency in both factual and creative tasks. The attention-sparse design employed by this model reduces computational load while maintaining high fidelity, making it an attractive option for applications where resources are limited.<\/p>\n<h4>Key Features of the gemma-4-26B-A4B-it Model<\/h4>\n<p>\u2022 Optimized inference performance: The model&#8217;s optimized architecture enables fast and efficient processing of large amounts of data.\u2022 Attention-sparse design: This design reduces computational load while maintaining high fidelity, making it an attractive option for applications where resources are limited.\u2022 2048-token context window: This feature allows the model to capture long-range dependencies and relationships in the input text.<\/p>\n<h4>Comparison with Peer Models<\/h4>\n<p>| Metric | Value || &#8212; | &#8212; || Parameters | 26 B || Context Length | 2048 tokens || Training Data | Web-scale multilingual corpus || Inference Speed | ~120 tokens\/s on GPU |<\/p>\n<h3>Integration and Benefits<\/h3>\n<p>Users can integrate the gemma-4-26B-A4B-it model into production environments via standard APIs, benefiting from its balanced trade-off between size, speed, and capability. This makes it an attractive option for applications where flexibility and scalability are essential.<\/p>\n<h4>Pricing and Availability<\/h4>\n<p>The gemma-4-26B-A4B-it model is available for download at no cost. The recommended installation method and settings can be found in the provided documentation.<q>What is the primary advantage of the gemma-4-26B-A4B-it model over other open-source language models?<\/q>A1: The gemma-4-26B-A4B-it model&#8217;s optimized inference performance makes it an attractive option for applications where resources are limited.<q>How does the attention-sparse design of the gemma-4-26B-A4B-it model impact its computational load?<\/q>A2: The attention-sparse design employed by this model reduces computational load while maintaining high fidelity, making it an attractive option for applications where resources are limited.<\/p>\n<ul>\n<li>Script downloading specialized multi-column layout parsing models for PDF engines<\/li>\n<li>gemma-4-26B-A4B-it with Native FP4 Offline Setup FREE<\/li>\n<li>Installer configuring distributed tensor calculation grids across multiple local rigs<\/li>\n<li>Launch gemma-4-26B-A4B-it Locally via LM Studio with 1M Context Full Method<\/li>\n<li>Script fetching optimized Text-Generation-WebUI backend model loaders<\/li>\n<li>Setup gemma-4-26B-A4B-it Offline on PC Windows<\/li>\n<\/ul>\n","protected":false},"excerpt":{"rendered":"<p>\ud83d\udd10 Hash sum: 65d15614604069c6e0a80692ae71dd56 | \ud83d\udcc5 Last update: 2026-07-22 Verify CPU: AVX2\/AVX-512 instruction set required for llama.cpp RAM: 32 GB highly recommended for 26B+ GGUF models Disk Space: free: 80 GB on system drive for scratch space GPU: 16 GB+ video memory highly recommended for exl2 \/ AWQ formats Advancements in Open-Source Language Models The [&hellip;]<\/p>\n","protected":false},"author":1,"featured_media":0,"comment_status":"closed","ping_status":"","sticky":false,"template":"","format":"standard","meta":{"_et_pb_use_builder":"","_et_pb_old_content":"","_et_gb_content_width":"","footnotes":""},"categories":[13],"tags":[],"class_list":["post-960","post","type-post","status-publish","format-standard","hentry","category-gguf"],"_links":{"self":[{"href":"https:\/\/dgs.co.th\/en\/wp-json\/wp\/v2\/posts\/960","targetHints":{"allow":["GET"]}}],"collection":[{"href":"https:\/\/dgs.co.th\/en\/wp-json\/wp\/v2\/posts"}],"about":[{"href":"https:\/\/dgs.co.th\/en\/wp-json\/wp\/v2\/types\/post"}],"author":[{"embeddable":true,"href":"https:\/\/dgs.co.th\/en\/wp-json\/wp\/v2\/users\/1"}],"replies":[{"embeddable":true,"href":"https:\/\/dgs.co.th\/en\/wp-json\/wp\/v2\/comments?post=960"}],"version-history":[{"count":1,"href":"https:\/\/dgs.co.th\/en\/wp-json\/wp\/v2\/posts\/960\/revisions"}],"predecessor-version":[{"id":961,"href":"https:\/\/dgs.co.th\/en\/wp-json\/wp\/v2\/posts\/960\/revisions\/961"}],"wp:attachment":[{"href":"https:\/\/dgs.co.th\/en\/wp-json\/wp\/v2\/media?parent=960"}],"wp:term":[{"taxonomy":"category","embeddable":true,"href":"https:\/\/dgs.co.th\/en\/wp-json\/wp\/v2\/categories?post=960"},{"taxonomy":"post_tag","embeddable":true,"href":"https:\/\/dgs.co.th\/en\/wp-json\/wp\/v2\/tags?post=960"}],"curies":[{"name":"wp","href":"https:\/\/api.w.org\/{rel}","templated":true}]}}