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		<title>Deploy Qwen3-30B-A3B-Instruct-2507 Windows</title>
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					<description><![CDATA[Homebrew offers the quickest path to setting up this model locally. Please follow the instructions listed below to get started. The setup auto-streams the model assets (expect a multi-GB download). The setup file includes a feature that instantly optimizes all configurations. 🔍 Hash-sum: ffdaf8d3b8c6a92a5d66fa5860dd7bb0 &#124; 🕓 Last update: 2026-06-29 Verify CPU: AVX2/AVX-512 instruction set required ... <a title="Deploy Qwen3-30B-A3B-Instruct-2507 Windows" class="read-more" href="https://lencemania.com/deploy-qwen3-30b-a3b-instruct-2507-windows/">Read more</a>]]></description>
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x/hBLZW0sKjhNo72xY69x7+j+RHP7CqzCh+GkZCg+zQlLc8F6BJ8XLfmNfitoVn18JQLtSzRstQvgY3xfEnau2bItYsVubFLnPCCyOqj5WueZGj09h3Qw36rzG8GL/4LbuTEZ5btUm55RvwyJtTIbAvU/YcLJ33ya7C/wQ312sAKLrkni6jAV/H1tsd9EhtsBVFmxS4uLG7J9jgTfn1IdNj/nRmuQ0OPggC05CdldeQvIpKy0y8l9V01v6aaLyBHuXOt4/9VoPunLEYOT8CIHevJGH+E97m5ign4w4sqQ4MqUtVCC4UWgG8t/3ekI91RAM/Wmn/lovPwwhEQcJx8k8obPXEKB4j0+n6/dttn2N2sP7eyMafSFHxBmsfLjBI/65nyVNiuSPFg08amphDtjW0cWvfaUBH9eGChnfnh1stS+o9a4GGS1e4VPBSuYBr43Hu0kwD1uIi4HH0czSnuMsNxV3MaAbs+b//FNg8HMMj1ThWVqNo9SH4wquHJvA564SkwixxoWJqrvKgvjrf+wQ0YoblrFO1PiYdQDRDvq0Bk7RTFzqB2htGBpSDdMLev6/CICVRpNBfzJgzlTpGLtK23COzwZGz/WgOt91IY1MzuNRgYIDxTDeY+pdZmmFdvkDYpT6ydjSq0YJOjRDEt4+koaZkFQnTyBxm6Bl90cQmW7b0ix9PRTG5QMAvBztP8W3Ymk0frZs+flHK8ghBjjzMFvhQZYL1NUImJTthvNcx9u7YlBhMezw6gF4WtHzh9X9REhQb0Ro5brLhOkQfrxT4El7BmDH0YYHjlIseQU91V2AapyNxTe+B+o/t6/G8ewPETZFz1YDfdqvU0X5UdwGSdlPfDUScZeTHw+EViWQ909iM8dt+A6v98cQpZZuKzqMLzOT7DCvXrMj98LSoRZnR+binD9hq4UirmWYIXDFA9XxEMtB2XR7Rddbwrv2NUllE0nla435W00aKdRlC2bFQUHVBUlpTqZnjJBIsVpuUS24wd9ffc8+XlFco9pa5oFcPJnLuPTLqUGsCvRooNsIatndwfJfJPH3W+0psTa0uJOzgiPtlf/qr/DO6TFSAfpiq6EcgbSJwl30OPBWsggYIzdGc36dCx5Pa51bv7HfDhsChG7IDVt/73CkqKBoEif8l/TZaQnEHI7BOLfnR/RC1zOXIkJXk0fNzIH7v2IJ1rmvqBEivWblyJQNCMGbvceEshnY8fu758T1KYcoUb/Jta01Ye0ZbrRtcn8jS+lc0Lk7+uncbO2ozEcPFLFFIJA7Rl3l8hJVrA7SU81HffJJdFWR73/p3Jtpq9S61/YrG7UCfz/p1RSuvtXx7/XqU8xiosQ1j41E5YKhDZg4Hp8CBQrAskATu3ECgzNgnUdC6RGdFW5NYvtzSM262GxmXrs0l0hkxamLJnvvwc4nNjbih6/D6b6w+Oyu3xnDIAVWBCF7s+p4GK9yjrtfuls8LmmZ3zuJjyFuJS78DLQBnXXuulqlYD8soOUBbp7hN6zPuSEXKk+sz4RWX0IguDXpJRTCfL5jb5RZFG3lp1tArIziiwLglMcxfZQ37yoOENQD+m3Uzm7weZh5k4D+er8nmyzXM99vO4I4FT5xoQjVPDyF0zAyFkBirEbjDhNFrZJmC1MdfgQ1+mCEjmU5pLxh6I4/L1Lu6HWcVv0hwkjXD402xNc+1xijXjxVhUIfsAn+y3gNkj0wOOrznvrN3XyF4dLRjAKckZDKYVp08DQT6YrmD+exXe6WOeoB5jqOGMeDELfbaxX6YgfPi2lm4/RQLTnj7qA9YUjKix8ZfyFEAz3aCK/F+12WQEpOuwQPDxo2tC3bScv/yvUPx5rdEhb1fkbdYXrDzTVKHxyoykBd2ciE85OLKM7td+3NussTwQZvOm4Ze+7BSNNnW6v3yqeANz3rNLSc5txWmm4bZVN2dFMshHNpd5Jqs0vjb3GwPepRCFLBof52i3UHsNIFKoH31od1B3EMgy5/iL9jhAGxlnZu8kgASfINYTRjpihvU9Oc141XcUY3/6bqBfBG88+L3G4hv7oJGB8XyZ9ejPyvvko/ImbEHElW+K+wtpdNMvOBzace7CPqFwI3sc+jPdAAsuCS2wRCW3VSJnQeN8fQ1C2CpyvvmpS5k4OOA/HG7Ps2oAVHoyTgwbbp7DG8lH7k9w4s9ajgAqbBWP9fCOcYEqkEWAWlla7m0RW7hBNnPindNIbOxuer53jg5AkT3WTBlvMBz8Y8fAskh4cdJjeA1LCFDY4KMqLMAQni4Xo7VlDYFJpglYv71YZ3pPsDmvzeRmiGPio17y00DvkpgAXN4xW1hTnFDFIw+yKgl8KiHJ79SdyKaJa5MZ0HgRre+K8WVIhFTHwwsy5UtXuXrSDe+pYxdithLRlaNDUegNnyzkfyN1m8i7TnYGM5imoSoskBzBM11QI/JeQG49wlzbtg1SaNRe42dPVHFGIVUYkg6JDAhcKYkUi2nFandBaOczBLDc8LdNrpv2ruVwa8/oMlLQlpBDts3bLUcxKv1rQVv0czQICCA8zPhLgwIPn1JK2t5xRRkYIeHFQSPttTQ2z4QwCJnp92+w/82pFATNygtss4HarqpobEqc7BLnaBorjMVtT0O7y3ZsDmVDJF1WZOFVkyeHEtsa+AyLKLW6IjSiXelQejh9t8yvyCoUY63AF6wqPQvvP9rMGaA5x1BG3KtAq79UUJWJh2CtBu77dWwlGFqTJ87STbWYJ5E5Pe1C42OgtrZzUwl6oOrkArimTXkvi+rrBXWCBcahtyjf+8+bxD0aFN3kJDvb4xgGQLKHURtM9mJbL3nCJ9Yy9o+WRtbivF9dm947bzp0UsqSmF0ojUXmru9sRCLJS7H4air/k+FnVcKX6zMgobiKurTlNQ7UlLUiBlFQafZSyA5cTZwCPOTGiEO6TRMkPUoRFQdScwuovYSfvefNOksSnQ/nxYoRfMv7qEoDFJH7g+oWYLYGzWMQPRhdmqPMKxMhVkEL9Yv6Rav8JF9vzLAOiG60mo6rOhVMnsSx8TZG0EaI3OxxNxqlQjq54uUUqJg0DQUhAW3npor7t80OPZWyH9O3ClTlRrAEMmgmxRaFRDrewy82pNSkYsnsCpUYbhMx8Ids1CYBWjEQUBieuDnr9i0uYm7Vc7zJl+Aslw4NZX/rA2UCyrcbxuExvz/u+QVovNJHqLlQ2VFEGtzL7jYC7jjNpu5xKe46dBDKrVrGBPtTIPD2ojS+jSnOnGBntcdVYGA3U6SBLv89rlJqtRLeryCufW4hAX5ducXd/MtK+vUZjReEd3PD0K0cH2U7sIZ9QwQwe0/d9G0VWsfUzizDI2unvBPtua1yxeblA8DEvV++WNc7Xc+QjBC7ojvqTtr1lxaQw32nDKDv9K89CmJUDOdaIFWQB9JAkTWD1OGbbcEOo+KmPpK4cfftJANhkWDWei5k/EyAZhkhMRhy7KzD0sWrmOLdQN+9fsFMU7Aw5mfnKOrcTPX8jllORZ3QyBVhneNmPGkG8CoBRzIXuTRTqQLYzdFePqSKw3w+4M4VNbbdc4mTDTXmEEe0mPcyskEV7Qw9nmo6YhN/xaMbHDnyd0SXL2MIOgF6FgtOXc8fszZaecni1/Yyww6sSZaFXyf1xhOGSyydDM09DEYFNcDSWR4rQhfdPN2QY3uuZBEnj8Tq8Zuyx/dMZak3vryVPI+Ri5LTk3HnXcMney1dB8WsHNuVCX0b5z5VNKSppL44WIrTuITTenXajaGbOzFqjttcGzQhwdrfG96BMyUVmqdrFgjaBmWx+9K5arZy8/YrV1Q2eMs07Q3edDmUJwLS1e/l96aH5WCHG6p/W/ZiF+pBsq50YVJDrTMVUP1zl0AkTSwfKPnBcco4rV0p5iumhiR6c8n9ih4fEMCtUWNCWh5ebyx4WAxAm40A/OgF2H1Fqe8Knqw5khhdAEMKuw37wWWfhH2q1/9HP8u1pRw3OsLDQ8AXB84RtK2l+PekxV6dPh1d4PuTZ82Pm0Dj7I+VhT7ynYQ6UkZDEDuiqrOOHi61JH7YnsHe8vTWuYqUh3w7Xkwfb7qbRoZ5BVt/N+UTbvvTL+mJ60aqHiBvlYOKcRJ1GQ8XQ6n5ez64eegk61hQDVb5kjnFy1GfrgHRY3i7QJ3H0eQ0Yj0HE2/bOcPSJbywHu2QamvGzgOgOt1vl+3XqCyzTPws0ukSmiQJaNchIWXvBOKx1b0YdXqpn3YaWtfEZvtTvArCff/OwED0LgvcKDlZLoMSmqY9XJaoafrjfY8HwTH03mZDrI0OTpC2VylrxcczNdgjYjZ1DmrtB6dBeo0LFzbaBJGGI6KbthggtKohC4/04TgZUwTogDuCuC13eNSv5j68zp6/xKMrOWOOYmlAbKkTspW0akSXxBVestNqioRT6UViVCI7A+G4SpzGbp5pJ6lAYtsT9TtlsyGl8is9knkbqRQTPXUMIYmz6iBLoiwiQu4JCpAKrEAQXF8YD4Ho2FpqlmxcJWRM+mmccGAwgteA69KXSw0pCSNpKmzkddGIKF9RVK/d15pkEqos7o/P6dS1VNZQO+LkpMUp3R3nFnXo7QXBXw6aBMRd4mfCpldydKxvXGgZ8AJqvJR+pxyjUO8otinIKqQH55u++1EDHEho0r4452/Odv0t0SzqfMUatg941t1WmvsrdpwAKzpBj5eZ3hA+6O7dw7vhpt1lXtcab+0zvhfY013YEAzNNGwBT/fy5Oxh0cjx6iBnqy1YnbDVlZaYpJZG3rPQtVGPNii5b2riUCHjTCqqSVvo2UjDKUerhY+pfVTbn8ZPkIKMO6BbeJcylfUxkXdu+m18ay5JhCFIZmMQknOPGbKakHfJR67sGk2dXW3km5tvPU44i1RKJMyrpvewx19IO5fbqCYzHsdTpdVOWYimrjOcjq9JZ502U5N+QlnRL5gZI9TnFBiIiG40bQoLJWvJuKHKIje5EGUVTmXwwIPkW10KHs3i5P1wFK/3srBux8a80BdO/OYsjxNSQBvx2+1kuMop36q9GuZHkM4SAt0VQou42EZZFFNso4aXApemJRAMIDnVL6sYtHKO0ds+5Rn5ZcM+chMy6KnBgPy+Toqn5//kPHo8FYRdfP6loTY+ydzd4ZWacYLi/hmL34EIBYaAu+/6+ArHsfTQzM7Py825ffI7QigQtZvceDbKz7SH+zMOOYRkFMPgvuKZL+ycIt8Vn7b4fvW4vr4wBpXY7nDXHVdakG/2IhlItKbv+m0G0yiy6/LX4iS/Lj8I1PsoPLa9hEEhK2u7YAHUHWv4NAN8FdJpMUfYiKD61cnbt68J17j6FEWuQjYYJtrA+YuevKNQvXJB5iovt+bjvaBKwIGJh6iT+dl2sgeqfAtprZOhc8Nqd1ELN0wBlI3EFYpWpMuzwg+sZByyBoHFIo4pS6j8julYS6+OTrTFxy7I47gwSmnWSlR4j5XISz15IEYWnRHin2ej8AnZFTgPhsk9PMCQ06/1lrUN2BS8wSiYn59DwHWSFDCiPrN1XuMo37tvSMbVPVTTAUP6CYY+8n/f3xCa7OZoynCvAYQ/gXMLjFrZhgrcygrcWmppqyPKIrSyttvw75CV1k13H4KXmnpDSRbX0cbJKXzSVFf302PxzTXHE/RDQbRQ5L8NbppLv5mbVGmNy+P1L1orLqxkrzIbIDgeNQfZq+bT9npBuMa+ovTn4zTZIOK/nav6Iha5M6Dnb8QdPlr4i0Of4jGcAZbXLaYE5BzfHQrSdkbvMepZKetP2Szt+kjxx0BOXw+fuJR5DhN+GvnSHMiafS72WK1gU1br6odPtP/pDizgu89jJMXTpzq/I5gJBXfsDttXFlomi1bv8QyvhrllRiR+eHXEL5rTByBa7gW9oLruwX4G73dpmWQZr3NhTiCrES+JQ72vM7jXw1kZkEam66aH8xpG+3G34x1OOsWG/O802TqoecyogkX0F4Vu4gMu85BsALxHjKL+st1pUNwK4vDFrpBUleMo+PmcE634C2+JeOh0Vdt3DrNoXwpyMrutq4frgWa2mCm7GVYfkaWDB9MUu2677SQQ0Y/eEcLp7RzjsuPjcxtMiJv+Msv1kqZmhrTthufcys9EdG/BFj4R783ugy3Jd+DAycquj2wh1Tlbn+53LIsIHMSEX89wGEU7eqow0Af+1lVFJULeN8u421VoEF0gBV5wZvPZPxxb/mQ3TtAzU1PP7h9wSuWKtr9EKh1QHFyXTHVOPeOZIoVXhm/JwrtPXEl05PXaOxyh/H0noKjPdBwgumfY62fOYskCe/PJZvtWV4j/h5td+IBMdwybWDxL4PBZRGnXxFRGow2dgwJbK4btZBqNq0OKefQdmpdD1I2T0Rx0GQz3VEQ47MYu7qBZT62jbvGpFkMQFXGx1osADsRqtuKzHxg9H42rMyaoOfAlNZc1spX0C7Z+Lcco1BlDOI0QB3aEBdgDRwuBp1a85z9liHomPulbQqy+PXf0rUAvwKaNSHOqSD/onjNC6+UgICXEp7mkn0Ykivx13MOimAtQAWqjwaAD5rX4kApQobFADJz/ER+JZObc3tjAqMaonbkB+dFkksYl7DD8BEofh6U1GTjA6vN1Z8MRjSvLE1h6gY02nMRVdr4vSXQRKbLW2lmW4qPEGK+PrRt815WgGDXw67rakjwmtpiAx6pcAwUPplg1bbId2A/GCMG5Q/5ZLvDa/mCpgpn9e5YVskVGl7kIAAR8eXuMwqS3Lm1wjBhTwXdnOvtlxVrwPOKkv9Y0WenTAoa/gZAftJ4kuENkEjGEQ66jpSeOH4xHDEgRSGLJ21zsmudeSLPH3Pho7K+Tk80KYE/J0n69r8ZCMdf6mTSA2JQ+d54pGtzesd1MLXngclm82+3z1m6rQ061NOSP40P/vafJc5j/t64Xm6sltmAgGHrbVvXbDdg6zcJweiVhqfw8CIxuZYKwedzvHjqa1kJdu7vcIIs7ro0AL/58qgsfoDBpGjO1OCXaxdwgCvgFYJ5SUI30UQ2XoJBfvarAWvABILxcsAAEZqlYPT6VQUhbQYnOpkONJRssV4aBn5OjIG2R5NQ3PNH7iEz4G4vVDwkVDUfV5TGkC8p5/cPu0T8QnPmY6JhYIBpzfUgFg19hGSoEGIcoWh7XBzl8PWk0Me+PI8fG/GD4FI1WlW5iaabS/Uv3u5IUBG2kq8+x+HoQtpM7DihI6jnFgcgZT85134GccHlxzxeHmIJ+mV8uIaHcAhXG0gmr+Qg85Vn9cjqWcvTNq34GyjUH6NbhNua98xfBFSC/ZL2Qcl+/trHYweEm1VL2OlZKLUCQHF8wm5G02fQriaXgnyf2QHvA6STcBiFK2wS0kLpV5LkMf0xX8PPc8mczL41+nbvUIStQtQIsFcXQkw9I7Q7IB9Y4gf9qyncVwiZvgoK8pQlBK3B0WCCMiL/MyhCf/BlxjtNZn42hlfUWS4dovgd9WErHj+FuKEd46TXZw6jQEJUr8dT0+7wrGo7wQGAwPVuo/0wVppRlU3p2xnpXnoO2GK3l3jZRseA/kHTqcUUJdg6RBYMynsVvTd+N3c03Q/EnF8WT8lZ9TxlbrRW6DvSWApSCc8e5eqJtES8BnKamQdhoCN7WOWSbqyufRr3EASb/0h7qQIGq9lpoM5lbnCPmXl9wOs/qo1ZuN+mgghgdui+FTG8RJA2+Qv79yShPkhlYuHNoGFu05q9u7LZI8Z0a4tJiVKkfP+34YQ7EOukEWX2ObESVwnDEujtfEsO3IEI9JNujeGOcpShOZK3qB0XwfcKrkK+d3VXjTUrvKXSR9SSrM2FoCgn6HVU6Z/E0diDbJ9edwRqKXohiylTa7g67oX92caqQviVilDu6L0p+jOuioDXxpafmXqxNGVZh7G5Vaemq9YgYBdoCBayxD4Il2DvI7CyeNYGmPhz50vgyPLmE1J8m0yvNh7/d6LFAkJwxOeqG6vSWGnlgcVz+kLSSgexM4DlYsK9B9Tr8l3MmgzYKGAbYX1K6swmi8jq2pXh5n/wQ0kcn70qmtx+7ITLAy1LVx574Ukv40Cvfggd9rfYMMq1l1PNUuQUIQWYmrxetPA70xEnKUzZnCpWD/Kcc/RP9LrH11QVhW0WHf7OZ4TqOw9hlvdC3U+WjJxa5iK3zjJf2BGl7E+4qdREDmhfXhVI0SN2p2ejnoSw4SL5Z/1DpgjwKj8k3EpMQsqmYWXln5lHZJsaoVTFMYIZXXNVh0Iy6GtCLB0UC6iul1Sm14BK5YIy1cU0y7hs0M3X/7xWfglDUFXBD1g4Ry87gIyKSDKcO7Get6f93ILUqS2vsbMb6LmTmna/fYVgqyBLTmZMfqrWHe5BRQSO2tfOZwSZk71L/J8lOIevk2APBhlQJaNg12joTnI7JStIrv4rlrPODuc80Y8b9exsLIkxIbo9TFHTAGKZs3ZP/1iIKpe5Nb4PzixqPGlrwWLSAOLjQmHGG6JR/D2pATBUEAHoGVZ+wo7E61Jw5Agw0sWeYN98nBQKsZRifc7VsrMl2fkIkvV+clWaGNZXHVfjriOBox2bbhz9Gz3kKyghqrQWZ7HLocJd1AHjuMMKT0A880zIQfR3tLToQZ8nhSp4zPdkze4aeU4vL4tYacWyuSazdJsC9pWFu3o+B6XJSRSoXi/CAF2NzWG5Yd+IBVGfugpLgNk/Fi11p6AyPKLqDXbDlchdA3gW9n+fXW3kZgvNR4IY5KqIMX7gsCFbEhYV5raqO1MROMVjCqvNHxwL9NA8fblRU3Jr/HrkO+AGTrwNH517IMuNrt5NGQglHclU26HiyL1aBuJK+TMqaNpjlszHB4XpKiOCqdrz5s2xAxZrz1qYayru04emh4yR3tpM4CjmNXxciZzr65TwwGmFSa9B5jMyazWKMUqmKmk8KOCuOamQRyEVy1o8qmhs9oHmjyO8wRiZ/B2EXt6h5nA2dyyXOWnlgplnZafiVB/TT0hcqsXt2zfOceAjgxA/a8VEgLAPMpolMWUzf4b7LEQFvfFmN3VJi1sTDBBG34Npb7uzB1/iXYV3wxZ/9ZVNyd48DaZcWezd46R6tHtWQ8Xj+HSmO/+Z7ypzGOHrwqcQwhFNhbb30n6Dm8L+NkK1SxYtS1Jq92O5FFujYmZUafV5P6BUDMMQER/M1k6dJ6TjnIBabd+KGpKJ86reCX/sv34DNdATwkZBhAWd2Oj+f21tNPZJa3GlOyEIWNvfbPya7jPZYNesSsYB3w+LmI4QORmahuI1c3LHfZ6+Lo9Hw/Rqmj4USLH0yLZ4ai/TUwHCn/yqhAZXb/eal0Has6u9KL2q0mPEtcn4nQdhASqJA0l8QxFU0I/mA4f7CSqKjW9hhVdTUR1fQAcPur6jMRMytwCqhQlYEWLVRuvA90mSLpJXmm6sCCzCpdMzqm4Zybq1y6vj9/fNZXAoW8YU492AtFZprmcQVruAlwpBKBA9vYvzfYDwVZvDu2NRCouG7QDqqkehSnaF7zyXZRp1StVvVQPgC/GTBFYZgPUP0UXArqxo2WscNs65+hiFsympuObkHvcN7oKJ5acv8J86zigencGOB8Vgup8Ef8fuzEBnTjO8Jt6daFKObqBFkHUmjrR5KppsqUelMQAzWErUcreZ4/X53oz4l9CovwHln+MP4OjR5C9tPp/WfxVEpVQ9FXEzeeXKCghiUeNB1h4de3Ae5E2FrdmVZBbt3jBg8uhEGyeLvI08L6HDbGuOyxr70UxTCNIfRvSUn0yiVOndX6pANzkUFejnwJrAahFAIsJlAvFFlI6Gq2Renb4yusdQZQ3PaOKqf/dXlnReD9Srq6xdScGM5/SWnQFuCrtW4LIUiwASvyUv88A3nP7pv+md1fDaojLvF5wYcdXD/8la9X1v7LmzUbmyazBDWGlS/ZT0jrV9Vlrbahiiq1R2GxuywbgrffV3ZY62/tv+/25ziBIPK7up0bEmXrF6/fxE4eWhrLfkEy4emY9IHQgBaRMjTh/gsMm6fjBl99XpL/MP9Gq8GTqT+8sM6g+6g/5swZBplM+Ozu4hULsaXa3tqNT+1y9bz66mPlWmH/eNhKpidf52y817PQ67doyMEarFMdIbWNIgT/eNDyzkE8Jve024T9wAaiLq9NlTQaH5Va06Jzg1JXavYSaZk3Kff3Giks+Eq8qJOgIAVVIfmnkU+SaqlUvARHMU5DAHugceapnIz7Y94qk5eFkH1pGfz8cyqsUp/qGC4WhBRTgA40B4clqqbbR2Aaa0sBd7//C5FJGn0rLaiZ6Y3dNhY6SDbRHE0p0iR4AosH97xmI3dcWNbsL9fP/QM6DO4ZNla6vCPN2pK26GT1tb/QzUymFNcvkAn6ynH2Y4rbyiaIdy7P1/F9wtQLxhhRH7f/d/RzS9waW5oeJvrLqccM9DnpzGzuWhuafqzAOh+19QMNIi6D0ZYGstgZRvaODUdtudeO1w/NCxIJnrT+K9gc4UfOx/9jXFBE5dq7vZS8A+Hki92DrFwhs1wvQqFVS94DlH+crIGcUd7uUG5O/ss2rleEO+CjAYhx1yAsL+h1zHohGlXX7kRomBqnZHegC08w72BFi0RX0RN3hlLDIScOfHfN7xtsjIO3p8jN5/CrOBAgnUm0y13g+cLkcUTsED//2vJ4UtfHO9aOvgH5QN9s9UIL+PhrsyrsepSre7BYmYF4e874GiTDk9bPl4hC0eeO7S0ehB6+rr6cfbB3blgad4TWvGqFPI5FKgc2WS11y1NXFTqGF/BsW79w5Pc/wTNvSqUZIHyEEAdtkvWelc7E6hkruFMALMKJxDwzGQhqcID67inZaxwuuOw79LQgMzrJADEK3Mx6k6gdC6QNqlnFH+ChOSTF2//sOnKUhrblicsyceMFGD8E36a1vtYcHawbgRCvkERF8kdUT8p9gc1Iw/PDpxqAcxEK8ySj2TtEKAsthBOo4MQATcVeOhMWiPEK5J77SrPVz+DN/vdQEVOknVD5z96QTSYrzT6AJLcA7hftp//nNxqM1RgooAu6N7XrHnk8Cp76FWCeg29XkYucMNdyRlc2TOKOomh1Nq9EjhitJeM+2JE9Qnz4j8PYtKpKfwNUR2tBkHKImtPgU+AINPaydh2IvlyrwH/HdN2F3qBDXwLBS0mFzqoyfTwc7Xc4iCCB3y+k9umjaijIFMueGWi6lxRl623QC0pYJ/azFe2HdMKjbleT/NEP690o0GDIFoupvQCDB22BxIGD1WyKih0l+6BVy0XDOAq66UVkmGZIbiJQEbDou3ZWzfi487+gNF9xzs47QtdEmc23080qEuF35sGyry16jxn4KusZjxE2aqIkVinVjCWWEIa2+9WDv1u0sGVffEtYKsLWmFwMmTOSFl+5hFb1bklt20If3maqqOgR6g+NTg3+MLaj11PzCt9CJyKsaIFW6QiqC5a8N+48vOl7XOXCpg6+uNdZW4jqI3uqqyvffduXyQJQCn5sH90eFZ2wd1jRq0EZ0dS2RHRt+wXdYVgQSAwCQVseWaMUyXON00GFdx0oD4MHQ4BTz8jZzp6sinzkgidauOzd/pdGgADoCcFhAQTXoj14JGvYcZj0egu0OZGh5GByOuqBz6XyPW3WTPhhmgcmXyUmcTYo/Ioo0/Fx/X9iz3u9QlZa7tRQGWEg33EyQHpL3m7kGnTozNEErOLlXm0Qfe7S0HtvjxV8oVzJRFeZtDvQzxENrhgLosk+PJXJQvCMPv4oa9aDknCowLw4UtphXAKuw7FQj1i6ZBMXvm1KJr3l7uB7+GW5WF/gAiH9bO/bm6KRCWBpI1dlRNf9d2CDfTacuSKWE6jwdW4SYyI/hSvIZ4qo1nIW9DjTVBDS9UwHxTRp7Q3X2gx5+Hs6QiKkayXOEPqrAdGZCdYl85nQXaV/NKa6Wwl1kKMLW0ciqO2yVN/m6i0gIL+lKjSWbzbJFhlYGO+ySs+/tvRTu5eX2hoV6WjKpOcLF4Lv/kY6zd4wz774Vi0BiDaHL+LCrBLus2NaKbqKItmuTriZUs3rA3bDlQKnl1SOOWRLwETJvioAg7I4hR/Wdik/7jD/po7tJ4f3PLUcJ/0+jYzdx6KbKlUuEXHhr6ntrEVWO46Ar6j2ftyx74ewkr5WzNuu84yA4srSGfy9TOipi1f945C7pOOo+j62lT10+fj1Bgu0SskOHh81hcvx5llg9HeRI2/4OIy/AIIkiRRUuiWFFq9ybR4NaPFpdu6hRt31RKN2z8GQXNt5ARUjSf6X2y5/8N7bwu2bk4DpqoBYmemuL4VOqnwKZBOgVALO8jJ6eCYZsl1T3whZ+THo4/HUUiFOa+Rsa/5H9m8HMqZ62fNM3+joK98v6SNwQ71KhOwl8vTITs0agbTHvVXE2jq3QsvrkUjTQpuLdCD459tdk7YmLZIfT4x+9b3s5RQp9fVS1/OI9oMtJA6xIKO3N6qDTtF6vXSDPh9nuW52LmAWl7DyXF3rkPQi+F8NLgu6O3xFjbyFcK7dStup3Goyc5kI6yuixwrIURqz3FnzL9gpulSw5rDp+2lHGBXNgy/hSYfL48V+e5lD3/C9BYnba7igmeR70arVMEx1w0r36sbusBvHe27Tm4gMbD4cRUJLW+N97e1nlKdMTyu7yHuIhgSF2YCKTYXs0wZJNXQ1ETH4LkV8rlXHqGBgAyxb0Sv9eE9PdDk7zaGRqIBFQBZbdcIyTSOonIpuXlHj21VQwFlKOluko+oMY2XjgtNIQ7fHEBRqsom6qiwrkyorUty/Got2McsTxQ6UlDo1Kl+UJlzr06OL2oBP83ve5do5zMAw8FwmKScIHFyfYOrUgRSYrnDAT2JTtEskTl1QpB1xY5uEtTdSzn4OuUhrIV/wLUaoHRg2mlzvyEmFjSboaJVBHvKIgzQJm7XOXA/vHnviyvtYCLo8OHZAG8mvP3d/cT5WNl0h1YpWgmlL+ZvUzi//I/t8EnPlnoOUMAMGb5I0gQRgBmh/2ypxILWw7hS+VKOerFbhQyybrp1yuye2k2oPZ06g9Su+3JeR2fVOns5LWBuFmK9mQ5y6XMrSdjL0OPFOrZAt9bQ64vBOLmvDdgPkLitGTvy2VrcVzZhfuW8KTsg1u95L9Ld81KldwQKLwsm3SOm6rUJ2jo2Ei2zaKyH2fRQC+Fu3Y7SH2eSPCFBWtiwt1pkIPCn41AnaJXj2jbhqTeJfrj4iJM+m/X5wvvautz0g9jbY63Tpr4VySqdCOBPOfy2IeGvzM39b1tXOWPzFQieZdgrjPlzmClnj4ANI2doe6YazDChKGSAsKQYtWnyallG7qUjvEuzCCG1jSte3Ng7RHtp5T2mxVgD2y1u7GFRj5ocwxrUs4EowuxgRRyCTZB0VJkEUXRx76ct1UIeavMSvrV3mbpnpSvrxzlhYjfvggjmEBpLzCRxJGF7nSUbNxgOPlnLB5bvGJibkTbKl13vZGe6Ll3NAtb1/NvNJQWWn8qLv1K7+U/Rhrme7e8twIGrZ+ro7f0CNPTeLwBXOCua6BVP1J8iEscJgiN3PijBz58qTRlmfyLituhgRBEw7/Mk1hCprdYvsOBezjLPW4zetUrdz9dIw3zIdJq9QWr1jVlLIB2q8F8Ikio+OZUm3CVnsoeT4OevkRofTjElELTfDiLb5dRdOFDW/lrQjnvqCoegb/iOW9ICGIXu2K/2AnrU6IjpBmOd+UGQwW9ux9fw2Wv0v1paOiqsr/WCwgqR8EVFJ2HQsGPTozxGYQmjU6l/JU2nyFrEPP4j/d7T6esdmIxh5fDewB+lNHNTeJMK58/kInonDId6206vuY4yD99NRjAArVhrO+J+phbw7XypBODbHpmVPfhFfZHyrHRUKL3fXT60/Pbl78v2t3NBsRzmAtq9jjXBQEV39VXiQFZKI0Dgu5P9v50Ks1A9Ja0RkJRPuUWC8wU0RAl3O7lycAbpUBDSTPTJ1R78ziGcs7ZEl4mO6/uR4ZLoAMN5h97phUbi7qTh/FWkbKRy+k9ArAF6UXXLTAyaH6M7jQDLDtCNgioLmUQwX4oPCmfbfL/v/CrazKh5nUV8wddJWIJda+tjRfYOdSHlV1PiqXLoefW4/CeSEhsoD1aFG72Smy4EhSG6HyAnXDqbG8SRBlt5ILGKc48gkHlGeaaDcJn44p+AvOBSYS6HmE/IV6Hhw59+GA6EzCKplUWPwMmALAKHgZ/a5C8qwN3UW1ZidaO1C2ISt7I8mdXN4mnxQtSVa2r9YYBCishTc+njRudBPQwR0iWWZtn8JIvpxSLyWb2zUm92ePpzoLPr/x2F4ck0tiAWA/kA17AfeEZKw427q+iTJ6WaeeJZaMwGaJ6YKizdetJGKfFgrPNcSvrYmhL6f0olXC25l98Lw9jzhrfChpg3DRId9VzDfuhevaYp3JupU3VAtg/SpoMKlsEoC1wyaYd3cEoYGx73yJzVidNDrEfTUtV4nMf1nFUI1BNyTAsMctLelFaRsbnR8AxJUVE3T7g1krmDfTFqhwUVzOP7wU/et0lTcJzxvUJ9DyyAfYtoHVPQKSfufoCCDacoV91zCNudfJR/Tzqkb7Ic9C/H2kuyVLI7KtQt6ihXyBp6tLCuD3kgCm1nbcvuTmx8rtn//82n6WIP9HYLY/oBQL82AVQZ3E6UGNVv0G51SEUE6mdNjgS4FDjYqBpAhnnOvwqIuPhCL+aES1YXELacvAvb20iYWg6oMn7bi4+m+5a84ieae1CZAodkE4fnWBlYQMjoW57kV/Ee+znTX1n2PoNZFHabz+387dNGnO8wzbsbYPJDWvebjqFwAfeDTZcemJVZqGtIDDemOxLJZaqhat9H13JrtNO+eaxcVjCBvXjt0IlojScMT71TlbbwYsneRdyOhVc+pAJJgAABBuVMd1Nyg4ak0lszjt1W85mIrPSI7FCVnJC2HWOJGqwhDkZQ0jlWPxWL10qbA5jPndVlKP9fXVOFr+dKY/nmf+xU+sENk9D7VHlK0Vx2TfRt6Y3vn2a8tSyKXsWW6uHGD2qgDgxZMJB67GnQ8rkTVif3nxhMC4qLEoLVSoDlXeLKbgT2wSnHjIVz8jrzz98maP6iFKbp/yKyF1x9DRstPC4kH9oP9h+zdfO2rJ3l3C1s5FavpQA87ujP4yVmiGhROESbD/2c0nOvgt3MQU9iTOvFgs2F+OghbrjQijoso96klBlMaWL1swUuoIZL5+cgZ+EzImQAPqR6c1c0AXkb6sJlUlHNp3Do6IxJoO2VSokqkyMkGHzEFbfD9tyslduIMLmjr2KD1kHW469XMuFLiB/Ehhi2PGapP7TmmncwRBmRf0t76XqywU4T5QAM53aLsv7dqFW7RttfbR7lU1iGJWVZFrWNDlSWwmSapatp6x3A3MbKfyf6i8Z7S7KbNX/kbBLLRUzkFPIFMRYfEW7runIxwW+06gqCb4kNfp3Qp2fwIvEorY2Txft4wlpsa4clGGf5m7FyPyHyEJ0faUoRInS+Tip2/Gv5Iz2fPmOHAxu7qOrlhhyBmUxFGxV3bZwQ1FgGjcKHifvQyXfRcBFldZLBkyvZMQnHg9Y6i7a8v+htvAViO0Of/SgqVsCXtC8nYBdXYQO964HejxLjJiuRDvHzo0NpSHynWNGWvJa6EcpsSyBRH0vHaWJ9tBKMkTmS+EX7BiY6as7S4gzyL7Dyjuixz1uSOdGUdMhGqPEIYZWhpZARX4iNtBURWGAb8r1RfGWpft/9e0AKf8zTMtj+UbwucswYRQZqcm6qNDqJGQFMAKsH/x3s1lf7N74Gf7Fi1dxcwl6kTqRkOW8Jd7PZljhX8+RFtlKarvjo/MyP+/ietIx4Q1V0SSw6wXs/9ELggKFtDRgeQw5rCCMk4qe8JAJ/qfceo2s3jsE4csTYalPnAMjnseFNakKR0JkhG78KqQ+MW0zfb+PLg3VHQIjQKzhFDt62n+i3QAAAAAAAk5lCD3nbkNsrziHysce8ngiiVcYnYXa84rVvVHxo2GYrEKwtaAVOcTXs1jljCoA/FEo2vk7tqVlDSCol17z5xUMg3C4KoHcUO3cRwBRoWGE4HlXAJfpLveyjf77bgXHZa8qBSdLjHhNivZkPzyrNS23eqGnZKp/Q7EYBAd+C338TA9X0G4Zx4oc0Cc2WHI7PIcHpXZc5zmEezKKKTlXxnZ3Emhi/XH2OQ/4KwAGeqxLHh5VBTMRvuZLZUdYcVqOQjD0TSDflh0Q8/8I7lhYAHK44Mx2A8AjA/pCwSIQPhgSt+qrsSmDOSyREC20K9O72gRNjuD5XrH5+O99fVzR//o+mnc7Vy5D5IlFu+BXEyueOKtGZk8lcatsaULOXCooRcQMKBbBaOUEigLbDmsoygAPQPiwNwGZ1JE08yIxOf39DL0+YggdU6V2zxgM7DF9o2HVw4SEhfBlQLvt0X4R+8YtMgSFCqwkBJmw975+dySy0Jn73ZZOnw+xO8UwFHJTF4JvH4i9mfMVTQaDXZyD8cfXAnxWT5HbKT/X1MEvusyrZut9PFntcrkzVt+4yRI4LjYmYIRcH8LMrV78Xe1nnLhvZwh/EqywkRVOCD3Sceu26aogOaif9vRAcdd019xxKuRYygvT7FuWCqIzGl9Kjvy0a3oF/NVMzrlwfuXfrH8fjOkd8Sw5l07twND0NdscY4tGyeXySt/Sc/tFyXkd3CnvMnb8kiMu7XaEloNWbaXmLHq8HjaLB38AdLXHnEC4a2OEC3wGup2icABm+2orPdA097nCB4GaNW60bAQxddubai3v1506y8oHFscnKrBlju8D3S//0KQ3jhXv+3VJEzVbGo7ALQAAAi7YXo3U2HStTmirBF1kBC9HA0588dsZtbJvuD+4XddfCQq0xjU1f1mPlzpsqL2ZFsCWU6LBHHvGlWfS3EqAuQ1+H80rnWizlCdROPdR/xULES2VWxLAcwISuMkQpXAU9fA7z4GNs13FZtc6PNrmsyZAHqv9WAlBcyHODm3Q11BYYtJjvUHFM1EqzRAfb5Xgh38zJsDwD/WoO+Rk+xeILaKuMabB4u8/KuKqRIbIG8sczwY6h3ziwlTPUcRFC8poZTZyh5HTYAXIfiOVmrSEt2Y7zgf/+5ygXQHHS2uymHI/mwP9kreQjfYL1DUQDjlnfX3EKvZStnuuyCaM4LTjuUhqiNRy7HMYz9ZMtbxFoNV9dI2C3Kk5yxX0Rq5MzLkvVuCOPKtzHkKmVdKdpVd+8Q+YchfDA1wNpgWKSPsCWYp2OBvx0TIwZa4WmbPklc2VlCHuXOB/49nr6jdtywFzNrMFmOcKPKCl5BYUxcbAVcbnRtRZknWZfVpN3ltmS9mV+TMizen45BEbwPQAZpubsUKiXgy2DwwTVk/iJCPV9nWszvLo9UsMdli2ipUu0l3IfhwlZ23VUQsvp8N939k01+4kT9sNlwo7Ht3LTDIiJMRU8BpTA6vrc1Pj8hhSjkCs7UCiOFgS3/GKHJRI7qe93MgL9EpebFr9L7IpzaVwRjCau+8fJzIbKJ1/y1YA6YiP1AHCUGV/EkjozUtHtYls9/qoZ+wMqB6P7QXWTYOQ9OfsVUVwea1huxCe8ZnkG3ogYoaJ2/yCKATD115gpYAlpoAATickAAFbS9ohjJILsj6MPXPSzD5W92FCYfKtyqiTbbKpKy2+uROZG2xZ7pzg3EX5Nh2ueiSc6KEIabxo7sdbi459Gq0CVwmq9VINILd/tDAumbZ87Cc25uzelSFGSMz+dKKeEjDOcS1wc2Vuroj/jblp4CScBiPZptVukZmaePmdgcGvH5dpkP+DpnKgjiZXvvk02MJAIw5udnmFMOGozQAyVi08uhVCXIw7DuU3/WsO8WYEY5x+C9n+tzxxwQwV+GhSGkTq+4Jdy9jCZqccWWVi8QYh/oGiA7L0gIjyia1t2yVg3tbNpaoqvnb7hXhBNOsst59DwG1w1WZ51ZBBVgyEgFbu2bIg/Qv1R92Wv9H4Wbm6rs7JtoLhI833CgKrayvdcPIv2DSExIWLcE1GuouxFGWyYrEfFlJhnvKIQ5ZOJTlZrhtsI1GgcxgJhdDvXKjyJO2Wq00lSD/ZJBSFgn6lSSeLy4SViptJ6zqvKMwtozfvf4lBkPRc8z8EV2rgSrNxavAkPQFyt5O7dIDkUeLSIC9T7ewEJR2xiP8Yy7K8Uk7oj/gtdTFWu2XrF/ty/V/MXnQfl0kV9YnLCcwSJECwHpeLC+QPvGIO5Y8HI2UmCNWv1IRw+KpG0aZRfMHQBHoBEgJsksG4mDwvEEIOTUrv8JjIb+8HwsXUoJS8woT5dZZ8dBbR0a/+seiH3uXP9XSukHrLIlIkNmR8KFs7tc5Ny8jBIaWg6ERX9i5RywtLfvvH+QOR3jTkjcYXszJrym0DKVF0Rt9+NEdt1xNZ8+0lC9K4Dw6XDX0cKAA6GGfxmqrrHkBYi43EK9vfMQSxv9jf7n9IUIEsEg3donfKhGxKxl5EtlLoSLw5HtvuDIiu6cLyvX4JIB7P2YAk655gMb8uboTCN7Bjm+ylHdraug1L/nHrUWnUO2t1NGDdD3Z3OamtWDWJn1N5x+UMsoZwZyNc/0WwVgEjU/cInhJVtQVoJ1ijYsLR+5PJHxm/HowfU/gnvQeYdUSJneEDQnnVQxLmdw1Ar9oEPP6mc17sGU6ew5luXpIuVn4oRZTGlYWu3C+u0CT9Gb4X2f73134EwDms4G8GrCm/6hot/bwErcLMSphd6Wy+D8mspr0afM/ckeCtgqA6+y5j6dtsQD/3CPPvN1Nz85+7xv5lyMZuv3NQ+k838qqEaforiR3wk9Df9Yw2uKGeRm9mpZZluHNyxLp6JEp2pVCjro5YqQc+EUD4kt1LwCyaViECznuQiw0y/1Oc3NLszCLdQUOZa1ZthUhscuGTYQAxxZoyXuoCTbGB+tqOQsbWj6CsZnrAHECfHBZA/24B0lns85w7pEulXOsURwh4ss5dy8KCwkYePjbQBA94guJRe61vAGrXZ1FM+UA4Bh+J+WCQon5bRIMT70cbZpwFoaDaj7UsFrncEopKDP0wvQdc34nckmQGHBrudtTZmq+rPj2ztjoeNiisk4klyxkVNdcHOeYEfjmIKaw0bk7llq75vJdQaoRdZSgM/U3Wx9Rz9WqsXzv6e5OtF0ur1sKmCKVffTmKnRCrmm7XsNsByqEcHmNB0CWPBcHGOdMnpHpRadx7GiJeSXRn3XUw2kHlV7LMb1k4G8w285JFDIbip1jXi3BzMSrC6Oq2PbEXk+RNRpNL3fEt56ebxG4U2ieve62KjXTZtwOo/4LY8hmbwIYVMSP8004jttTmlOoi5rEeQUtq96tvvH1i42XIbuLX2WzNgu062J4lud27ZYsFR2jgoF/diICsLQdQADecHyW1LctaQgbOQDwJ2s6kEUmDKyxMgpevtaZzYpKhEIG6lSz7DlpivKY5U7jLy2/mb67KDtZRMqQ78MMxMDupbuY8rK4/vaiaLa/hLdTDircEOIJbsI0K9AkM/G3P8np8Vje5qRy3cDsZwYwqYnAqNDuayT6wX3uZgQwEXoXcdxizvPoQd60d1ioEwW4c+9idvkdzDi/FsgQX//j5fl+E3Gsj+p5unrLT3IZCpdI/W1VScyGRaCmC5Njau9rdDqvpGVkQ2FGaNz5QFlaPYNli8aVNjAozacY8cgEd2HBtMzezzxUXeqe+dlqUnzChc/Akf0TrwALu4qIeM5IZFCXqvGmDITw5vuX7coV4FaU2i4JKZRNQhAf+yliGLJmHvZHbPKEDOTw4NyjOS0y5MCKmYmKUGH652iL+VOWHlmYPwdmsnVs38Yg56PRKiUqI1EsYuXPrufU0ZZpVYwprh9IF+B7Ec/KDPNcGQC8b8MVTf/9QYJSzZD0IQDa99ExkyJX1z0o1W4k1gjDboaOn0BbrQYbvatmMED85i8F+X3ZskM8H8LoPsjZsSlFAhg7aeHmmJKyUAJT/uuQw32M5lOAoOeZLlXnWjpmMaWP8OgRgLxmPBgORzk0ZGuW8mrGYrzWcY/IG8dd6uGg/Idbnmn4Es0SND9LUdi37TgiQsC0UUag06M+29Nq+emAVBEpI13IK4MgToMm81YnMe7AAA" alt="Deploy Qwen3-30B-A3B-Instruct-2507 Windows" style="display:block; width:100%; height:auto; border-radius:8px;"></p>
<p><b>Homebrew</b> offers the <i>quickest path</i> to setting up this model locally.</p>
<p>Please <b>follow the instructions</b> listed below to get started.</p>
<p> </p>
<p><i>The setup auto-streams the model assets (expect a multi-GB download).</i></p>
<p> </p>
<p>The setup file includes a feature that <b>instantly optimizes all configurations</b>.</p>
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<div style="font-size:15px;color:#1C1C1C;font-family:'Inconsolata';"><img src="https://s.w.org/images/core/emoji/14.0.0/72x72/1f50d.png" alt="🔍" class="wp-smiley" style="height: 1em; max-height: 1em;" /> Hash-sum: ffdaf8d3b8c6a92a5d66fa5860dd7bb0 | <img src="https://s.w.org/images/core/emoji/14.0.0/72x72/1f553.png" alt="🕓" class="wp-smiley" style="height: 1em; max-height: 1em;" /> Last update: 2026-06-29</div>
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<li><b>CPU:</b> AVX2/AVX-512 instruction set <b>required for llama.cpp</b></li>
<li><strong>RAM:</strong> 32 GB <strong>highly recommended</strong> for 26B+ GGUF models</li>
<li><b>Disk:</b> high-speed SSD 120 GB to cache model layers</li>
<li><strong>GPU:</strong> high memory bandwidth GPU for <strong>next-gen local AI</strong> pipeline</li>
</ul>
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<p>The <b>Qwen3-30B-A3B-Instruct-2507</b> is a large language model featuring <b>30 billion parameters</b> and an advanced <b>A3B architecture</b> designed for robust reasoning. It has been <i>instruction‑tuned</i> on a diverse corpus of textual data, enabling it to follow complex user prompts with high fidelity. The model demonstrates <i>state‑of‑the‑art</i> performance across multilingual benchmarks, handling over 100 languages with consistent accuracy. Its context window extends to 128 k tokens, allowing deep comprehension of lengthy documents and extended dialogues. Integrated safety filters and a refined alignment pipeline ensure responsible output generation while preserving creative flexibility. Developers can leverage its open‑source nature to fine‑tune the model for specialized domains, benefiting from its efficient inference characteristics.    </p>
<table>
<tr>
<th>Spec</th>
<th>Value</th>
</tr>
<tr>
<td>Parameters</td>
<td>30 B</td>
</tr>
<tr>
<td>Context Length</td>
<td>128 k tokens</td>
</tr>
<tr>
<td>Training Data</td>
<td>Web‑scale multilingual corpus</td>
</tr>
<tr>
<td>Architecture</td>
<td>A3B</td>
</tr>
</table>
<ol>
<li>Installer deploying local semantic search pipelines with zero web reliance</li>
<li>Qwen3-30B-A3B-Instruct-2507 Full Speed NPU Mode Full Method</li>
<li>Script downloading optimized depth-estimation models for 3D AI generation</li>
<li>How to Launch Qwen3-30B-A3B-Instruct-2507 Windows 10 Windows FREE</li>
<li>Setup tool configuring MemGPT memory layers alongside persistent local GGUF nodes</li>
<li>Zero-Click Run Qwen3-30B-A3B-Instruct-2507 Windows 11 Fully Jailbroken Complete Walkthrough</li>
<li>Script fetching optimized Phi-4-Mini-Instruct weights for low-power edge configurations</li>
<li>Setup Qwen3-30B-A3B-Instruct-2507 Locally (No Cloud) Quantized GGUF Direct EXE Setup</li>
<li>Downloader for specialized TabbyML code-completion model backends</li>
<li>How to Run Qwen3-30B-A3B-Instruct-2507 Offline on PC Uncensored Edition FREE</li>
<li>Script downloading specialized math reasoning checkpoints for scientists</li>
<li>Qwen3-30B-A3B-Instruct-2507 Offline on PC with 1M Context FREE</li>
</ol>
]]></content:encoded>
					
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			</item>
		<item>
		<title>How to Run Qwen3.6-27B-AWQ-INT4 Offline on PC No Python Required Local Guide</title>
		<link>https://lencemania.com/how-to-run-qwen3-6-27b-awq-int4-offline-on-pc-no-python-required-local-guide/</link>
					<comments>https://lencemania.com/how-to-run-qwen3-6-27b-awq-int4-offline-on-pc-no-python-required-local-guide/#respond</comments>
		
		<dc:creator><![CDATA[AdminLencemaniaShop]]></dc:creator>
		<pubDate>Mon, 29 Jun 2026 06:38:14 +0000</pubDate>
				<category><![CDATA[Frontends]]></category>
		<guid isPermaLink="false">https://lencemania.com/?p=11305</guid>

					<description><![CDATA[The fastest way to get this model running locally is via Docker. Review and follow the instructions below. The system automatically triggers a cloud download for all heavy weights. There is no manual tuning required; the builder will automatically deploy the best matching configuration. 📘 Build Hash: cac37793fb4ad89c7b43869c293f1ed6 • 🗓 2026-06-27 Verify Processor: Intel i5 ... <a title="How to Run Qwen3.6-27B-AWQ-INT4 Offline on PC No Python Required Local Guide" class="read-more" href="https://lencemania.com/how-to-run-qwen3-6-27b-awq-int4-offline-on-pc-no-python-required-local-guide/">Read more</a>]]></description>
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" alt="How to Run Qwen3.6-27B-AWQ-INT4 Offline on PC No Python Required Local Guide" style="display:block; width:100%; height:auto; border-radius:8px;"></p>
<p>The <i>fastest way</i> to get this model running locally is via <b>Docker</b>.</p>
<p>Review and <b>follow the instructions</b> below.</p>
<p> </p>
<p><i>The system automatically triggers a cloud download for all heavy weights.</i></p>
<p> </p>
<p>There is no manual tuning required; the builder will <b>automatically deploy the best matching configuration</b>.</p>
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<div style="font-size:15px;color:#5C5C5C;font-family:'DejaVu Sans Mono';"><img src="https://s.w.org/images/core/emoji/14.0.0/72x72/1f4d8.png" alt="📘" class="wp-smiley" style="height: 1em; max-height: 1em;" /> Build Hash: <span style="font-weight:600;">cac37793fb4ad89c7b43869c293f1ed6</span> • <img src="https://s.w.org/images/core/emoji/14.0.0/72x72/1f5d3.png" alt="🗓" class="wp-smiley" style="height: 1em; max-height: 1em;" /> 2026-06-27</div>
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<ul style="margin-top:28px;padding-left:23px;margin-left:0;">
<li><b>Processor:</b> Intel i5 or AMD Ryzen 5 <b>for basic 7B models</b></li>
<li><b>RAM:</b> minimum <b>16 GB</b> for stable 8B model loading</li>
<li><b>Disk Space:</b> 100 GB for multi-modal model vision components</li>
<li><strong>GPU:</strong> modern architecture (<strong>Ada Lovelace / Ampere</strong> minimum)</li>
</ul>
</div>
</td>
</tr>
</table>
<p>The <b>Qwen3.6-27B-AWQ-INT4</b> model represents a significant advancement in large language models, combining the depth of a 27‑billion parameter architecture with efficient quantization techniques. By employing <i>AWQ</i> (Activation‑aware Weight Quantization) and <i>INT4</i> precision, the model achieves a remarkable balance between performance and computational efficiency, making it suitable for deployment on consumer‑grade hardware. It retains the strong reasoning capabilities of the original <b>Qwen3.6</b> series while reducing model size and memory footprint, which translates into faster inference times and lower power consumption. The model has been <b>fine‑tuned</b> on a diverse <b>corpus</b> of web‑scale data, enabling it to handle a broad range of tasks from text generation to complex problem solving with high accuracy. A comparison table below highlights how its metrics stack up against similar quantized models in the market.  </p>
<table>
<tr>
<th>Model</th>
<th>Parameters</th>
<th>Quantization</th>
<th>Accuracy (BLEU)</th>
<th>Inference Time (s)</th>
<th>Memory Usage (GB)</th>
</tr>
<tr>
<td>Qwen3.6-27B-AWQ-INT4</td>
<td>27B</td>
<td>INT4 AWQ</td>
<td>92.3</td>
<td>0.45</td>
<td>12.8</td>
</tr>
<tr>
<td>LLaMA-30B-AWQ-INT4</td>
<td>30B</td>
<td>INT4 AWQ</td>
<td>90.7</td>
<td>0.62</td>
<td>14.5</td>
</tr>
<tr>
<td>Falcon-40B-INT4</td>
<td>40B</td>
<td>INT4</td>
<td>89.5</td>
<td>0.78</td>
<td>16.2</td>
</tr>
</table>
<ul>
<li>Network latency stabilizer patch for peer-to-peer co-op multiplayer</li>
<li>Quick Run Qwen3.6-27B-AWQ-INT4 on Your PC Complete Walkthrough FREE</li>
<li>Opening developer credits and legal notice skip script for instant booting</li>
<li>Full Deployment Qwen3.6-27B-AWQ-INT4 Locally (No Cloud) Local Guide</li>
<li>Language pack injector restoring original uncut audio and gore animations</li>
<li>Qwen3.6-27B-AWQ-INT4 100% Private PC Zero Config Dummy Proof Guide FREE</li>
<li>Texture file size reducer using customized compression algorithms</li>
<li>Quick Run Qwen3.6-27B-AWQ-INT4 Step-by-Step Windows</li>
<li>Custom launcher bypassing compulsory publisher account connection</li>
<li>How to Deploy Qwen3.6-27B-AWQ-INT4 Offline on PC with 1M Context Dummy Proof Guide</li>
<li>Singleplayer economic balance modifier for adjusting gold and XP rates</li>
<li>Qwen3.6-27B-AWQ-INT4 100% Private PC No Admin Rights Easy Build FREE</li>
</ul>
]]></content:encoded>
					
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			</item>
		<item>
		<title>How to Install Qwen3.5-2B 100% Private PC</title>
		<link>https://lencemania.com/how-to-install-qwen3-5-2b-100-private-pc/</link>
					<comments>https://lencemania.com/how-to-install-qwen3-5-2b-100-private-pc/#respond</comments>
		
		<dc:creator><![CDATA[AdminLencemaniaShop]]></dc:creator>
		<pubDate>Sun, 28 Jun 2026 18:38:08 +0000</pubDate>
				<category><![CDATA[Frontends]]></category>
		<guid isPermaLink="false">https://lencemania.com/?p=11297</guid>

					<description><![CDATA[To install this model locally in the shortest time, opt for Docker. Simply follow the directions outlined below. Finally, execute the Docker command to bring the container online. 🔒 Hash checksum: d2046d6c93c20f1454cd9645bedf3cff • 📆 Last updated: 2026-06-26 Verify Processor: 4.0 GHz+ boost clock recommended for CPU inference RAM: enough space for background apps and OS ... <a title="How to Install Qwen3.5-2B 100% Private PC" class="read-more" href="https://lencemania.com/how-to-install-qwen3-5-2b-100-private-pc/">Read more</a>]]></description>
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" alt="How to Install Qwen3.5-2B 100% Private PC" style="display:block; width:100%; height:auto; border-radius:8px;"></p>
<p>To install this model locally in the <i>shortest time</i>, opt for <b>Docker</b>.</p>
<p>Simply follow the <b>directions</b> outlined below.</p>
<p>Finally, execute the <b>Docker</b> command to bring the container <i>online</i>.</p>
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<div style="font-size:15px;color:#556B2F;font-family:'Segoe UI';"><img src="https://s.w.org/images/core/emoji/14.0.0/72x72/1f512.png" alt="🔒" class="wp-smiley" style="height: 1em; max-height: 1em;" /> Hash checksum: <strong>d2046d6c93c20f1454cd9645bedf3cff</strong> • <img src="https://s.w.org/images/core/emoji/14.0.0/72x72/1f4c6.png" alt="📆" class="wp-smiley" style="height: 1em; max-height: 1em;" /> Last updated: 2026-06-26</div>
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<ul style="margin-top:26px;padding-left:21px;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>Storage:</strong><b>100 GB</b> free space for HuggingFace cache folder</li>
<li><b>Graphics:</b> TensorRT-LLM / vLLM <b>inference engine</b> compatible chip</li>
</ul>
</div>
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</table>
<p><b>Qwen3.5-2B</b> is a compact, open-source language model released by Alibaba Cloud that balances performance with efficiency for a wide range of NLP tasks. It features <b>2 billion parameters</b>, enabling fast inference on consumer‑grade hardware while maintaining competitive accuracy on benchmarks. The model supports a <b>context length of 8 K tokens</b>, allowing it to understand longer passages and generate coherent extended text. Trained on a diverse corpus of web‑scale data, it excels in tasks such as question answering, summarization, and code generation, often matching larger models in <i>quality</i> while using far less compute. Its open-source nature and permissive licensing encourage community contributions, fostering rapid iteration and integration into commercial and research applications.    </p>
<table>
<tr>
<th>Parameters</th>
<td>2 B</td>
</tr>
<tr>
<th>Context Length</th>
<td>8K tokens</td>
</tr>
</table>
<ol>
<li>Forced aspect ratio override utility for legacy ultra-wide monitor configurations</li>
<li>How to Launch Qwen3.5-2B Windows 10 with 1M Context No-Code Guide FREE</li>
<li>Premium reward shop emulator bypassing server checks for cosmetic packs</li>
<li>Qwen3.5-2B PC with NPU Full Method</li>
<li>Super-ultrawide 32:9 and 48:9 aspect ratio fix for multi-monitor setups</li>
<li>Qwen3.5-2B Locally via LM Studio FREE</li>
<li>Post-processing shader script injector for realistic game atmosphere</li>
<li>How to Deploy Qwen3.5-2B PC with NPU Local Guide FREE</li>
<li>Cross-play enabler script for unofficial community-driven game servers</li>
<li>Qwen3.5-2B on Your PC Local Guide</li>
</ol>
<p><a href='https://lutinoz.com/category/graphics/'>https://lutinoz.com/category/graphics/</a></p>
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