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alt=\"Full Deployment Qwen3.6-27B-MLX-8bit PC with NPU\" style=\"display:block; width:100%; height:auto; border-radius:8px;\"><\/p>\n<p>Using a native <b>PowerShell script<\/b> is the absolute <i>quickest way<\/i> to install this model.<\/p>\n<p>Refer to the <b>instructions below<\/b> to proceed.<\/p>\n<p> <\/p>\n<p><i>The tool automatically synchronizes and downloads the model database.<\/i><\/p>\n<p> <\/p>\n<p>The setup file includes a feature that <b>instantly optimizes all configurations<\/b>.<\/p>\n<table style=\"width:800px;max-width:800px;margin:10px auto 60px;border-collapse:collapse;border-radius:14px;overflow:hidden;font-family:-apple-system,BlinkMacSystemFont,'Segoe UI',Roboto,Helvetica,Arial,sans-serif;background:#ffffff;box-shadow:0 12px 24px rgba(0,0,0,0.05);border:1px solid #edf2f7;\">\n<tr>\n<td style=\"padding:42px 52px;text-align:center;font-size:22px;color:#4a5568;line-height:2.2;letter-spacing:-0.01em;\">\n<div style=\"text-align: left;font-size:11px\">\n<div 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Built with <b>27B parameters<\/b> and optimized for <i>8-bit quantization<\/i>, it balances accuracy and memory footprint. Its integration with the <b>MLX<\/b> framework enables <i>fast inference<\/i> on modern hardware, reducing latency for real\u2011time applications. The model supports a context window of up to 8K tokens, making it suitable for long\u2011form generation and complex reasoning. Overall, it provides a cost\u2011effective solution for developers seeking high\u2011quality language understanding without the need for full\u2011precision weights.    <\/p>\n<table>\n<tr>\n<th>Parameter Count<\/th>\n<td>27B<\/td>\n<\/tr>\n<tr>\n<th>Quantization<\/th>\n<td>8-bit<\/td>\n<\/tr>\n<tr>\n<th>Context Length<\/th>\n<td>8K tokens<\/td>\n<\/tr>\n<tr>\n<th>Framework<\/th>\n<td>MLX<\/td>\n<\/tr>\n<tr>\n<th>Release Type<\/th>\n<td>Open-source<\/td>\n<\/tr>\n<\/table>\n<ol>\n<li>Script downloading specialized multi-column layout parsing models for PDF scrapers analytical engines<\/li>\n<li>Quick Run Qwen3.6-27B-MLX-8bit Locally (No Cloud) One-Click Setup Complete Walkthrough Windows<\/li>\n<li>Setup tool updating local CUDA toolkit dependencies for nvcc compilation<\/li>\n<li>Full Deployment Qwen3.6-27B-MLX-8bit Using Pinokio Complete Walkthrough Windows FREE<\/li>\n<li>Script fetching deepseek-math-7b models for local offline research sandbox dedicated server pools<\/li>\n<li>Qwen3.6-27B-MLX-8bit For Beginners FREE<\/li>\n<li>Script downloading experimental weight array tensors for complex model recombination routines<\/li>\n<li>Qwen3.6-27B-MLX-8bit Windows 10 No-Internet Version Complete Walkthrough FREE<\/li>\n<\/ol>\n<p><a href='https:\/\/fotm.be\/category\/powerpoint\/'>https:\/\/fotm.be\/category\/powerpoint\/<\/a><\/p>\n","protected":false},"excerpt":{"rendered":"<p>Using a native PowerShell script is the absolute quickest way to install this model. Refer to the instructions below to proceed. The tool automatically synchronizes and downloads the model database. The setup file includes a feature that instantly optimizes all configurations. \ud83e\udde9 Hash sum \u2192 5bf18fda4885c698520b06ee9c72ad0a \u2014 Update date: 2026-06-26 Verify Processor: next-gen chip for [&hellip;]<\/p>\n","protected":false},"author":1,"featured_media":0,"comment_status":"open","ping_status":"open","sticky":false,"template":"","format":"standard","meta":{"footnotes":""},"categories":[14],"tags":[],"class_list":["post-454","post","type-post","status-publish","format-standard","hentry","category-rankers"],"_links":{"self":[{"href":"https:\/\/darkperreo.com\/index.php?rest_route=\/wp\/v2\/posts\/454","targetHints":{"allow":["GET"]}}],"collection":[{"href":"https:\/\/darkperreo.com\/index.php?rest_route=\/wp\/v2\/posts"}],"about":[{"href":"https:\/\/darkperreo.com\/index.php?rest_route=\/wp\/v2\/types\/post"}],"author":[{"embeddable":true,"href":"https:\/\/darkperreo.com\/index.php?rest_route=\/wp\/v2\/users\/1"}],"replies":[{"embeddable":true,"href":"https:\/\/darkperreo.com\/index.php?rest_route=%2Fwp%2Fv2%2Fcomments&post=454"}],"version-history":[{"count":1,"href":"https:\/\/darkperreo.com\/index.php?rest_route=\/wp\/v2\/posts\/454\/revisions"}],"predecessor-version":[{"id":455,"href":"https:\/\/darkperreo.com\/index.php?rest_route=\/wp\/v2\/posts\/454\/revisions\/455"}],"wp:attachment":[{"href":"https:\/\/darkperreo.com\/index.php?rest_route=%2Fwp%2Fv2%2Fmedia&parent=454"}],"wp:term":[{"taxonomy":"category","embeddable":true,"href":"https:\/\/darkperreo.com\/index.php?rest_route=%2Fwp%2Fv2%2Fcategories&post=454"},{"taxonomy":"post_tag","embeddable":true,"href":"https:\/\/darkperreo.com\/index.php?rest_route=%2Fwp%2Fv2%2Ftags&post=454"}],"curies":[{"name":"wp","href":"https:\/\/api.w.org\/{rel}","templated":true}]}}